Edukia ez dago euskaraz

Zu hemen zaude

Documento DOUE-L-2024-81421

Reglamento nº 152 de las Naciones Unidas - Prescripciones uniformes relativas a la homologación de vehículos de motor por lo que respecta al sistema avanzado de frenado de emergencia (AEBS) para los vehículos M1 y N1 [2024/2497].

Publicado en:
«DOUE» núm. 2497, de 27 de septiembre de 2024, páginas 1 a 38 (38 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2024-81421

TEXTO ORIGINAL

Solo los textos originales de la CEPE surten efectos jurídicos con arreglo al Derecho internacional público. La situación y la fecha de entrada en vigor del presente Reglamento deben verificarse en la última versión del documento de situación de la CEPE TRANS/WP.29/343, disponible en: https://unece.org/status-1958-agreement-and-annexed-regulations

Reglamento n.o 152 de las Naciones Unidas — Prescripciones uniformes relativas a la homologación de vehículos de motor por lo que respecta al sistema avanzado de frenado de emergencia (AEBS) para los vehículos M1 y N1 [2024/2497]

Incorpora todo el texto válido hasta:

el suplemento 3 de la serie 02 de enmiendas. Fecha de entrada en vigor: 24 de septiembre de 2023

Este documento es exclusivamente un instrumento de documentación. Los textos auténticos y jurídicamente vinculantes son los siguientes:

ECE/TRANS/WP.29/2020/69

ECE/TRANS/WP.29/2021/16

ECE/TRANS/WP.29/2021/18

ECE/TRANS/WP.29/2021/142

ECE/TRANS/WP.29/2022/20 (modificado por el apartado 81 del informe ECE/TRANS/WP.29/1164)

ECE/TRANS/WP.29/2023/16 (modificado por el apartado 90 del informe ECE/TRANS/WP.29/1171)

ÍNDICE

Reglamento

1.

Ámbito de aplicación

2.

Definiciones

3.

Solicitud de homologación

4.

Homologación

5.

Especificaciones

6.

Procedimiento de ensayo

7.

Modificación del tipo de vehículo y extensión de la homologación

8.

Conformidad de la producción

9.

Sanciones por no conformidad de la producción

10.

Cese definitivo de la producción

11.

Nombre y dirección de los servicios técnicos encargados de realizar los ensayos de homologación y de las autoridades de homologación de tipo

12.

Disposiciones transitorias

Anexos

1

Comunicación

2

Ejemplo de marca de homologación

3

Requisitos especiales aplicables a los aspectos relativos a la seguridad de los sistemas electrónicos de control

Apéndice 1 - Modelo de formulario de evaluación de sistemas electrónicos

Apéndice 2 - Situaciones de reacciones erróneas

Introducción

El propósito del presente Reglamento es establecer prescripciones uniformes aplicables a los sistemas avanzados de frenado de emergencia (AEBS) instalados en los vehículos de motor de las categorías M1 y N1 utilizados principalmente en condiciones de conducción urbana.

El sistema deberá detectar automáticamente una colisión frontal inminente, avisar adecuadamente al conductor y activar el sistema de frenado del vehículo a fin de desacelerarlo para evitar la colisión o mitigar su gravedad si el conductor no reacciona ante el aviso.

Si se produce un fallo en el sistema, el funcionamiento seguro del vehículo no deberá verse perjudicado.

Mientras el sistema actúa, el conductor puede en cualquier momento, mediante una acción deliberada, por ejemplo realizando una maniobra o pisando a fondo el acelerador, tomar el control y anular el sistema.

El presente Reglamento no puede incluir en el proceso de homologación de tipo todas las condiciones del tráfico y todas las características de la infraestructura; el presente Reglamento reconoce que las prestaciones que exige no pueden conseguirse en todas las condiciones (las prestaciones del sistema pueden verse afectadas por las condiciones del vehículo, la adherencia de la calzada, las condiciones meteorológicas, el deterioro de la infraestructura viaria, las situaciones del tráfico, etc.). Las condiciones y características del mundo real no deben dar lugar a avisos o frenados erróneos hasta el punto que inciten al conductor a desactivar el sistema. El Reglamento establece los requisitos para la homologación de un AEBS diseñado para evitar colisiones con coches, peatones o ambos.

El presente Reglamento es del tipo de reglamentos que se aplican si el sistema está instalado. No impedirá que las Partes contratantes ordenen la instalación de AEBS diseñados para evitar colisiones con coches, peatones o ambos homologados de acuerdo con las prescripciones que contiene.

1.   Ámbito de aplicación

El presente Reglamento se aplica a la homologación de los vehículos de las categorías M1 y N1  (1)  (2) con respecto a un sistema de a bordo para:

a)

evitar o mitigar la gravedad de una colisión por alcance con un turismo,

b)

evitar o mitigar la gravedad de un impacto contra un peatón.

2.   Definiciones

A los efectos del presente Reglamento, se aplicarán las definiciones siguientes:

2.1.

«Sistema avanzado de frenado de emergencia (AEBS, Advanced Emergency Braking System)»: sistema capaz de detectar automáticamente una colisión frontal inminente y de activar el sistema de frenado del vehículo para desacelerarlo a fin de evitar o mitigar la colisión.

2.2.

«Frenado de emergencia»: demanda de frenado emitida por el AEBS al sistema de frenado de servicio del vehículo.

2.3.

«Aviso de colisión»: aviso emitido por el AEBS al conductor cuando ha detectado una colisión frontal inminente.

2.4.

«Tipo de vehículo con respecto a su sistema avanzado de frenado de emergencia»: categoría de vehículos que no difieren en aspectos esenciales como:

a)

las características del vehículo que influyen significativamente en las prestaciones del sistema avanzado de frenado de emergencia;

b)

el tipo y el diseño del sistema avanzado de frenado de emergencia.

2.5.

«Vehículo objeto de ensayo»: vehículo que está siendo sometido a los ensayos.

2.6.

«Objetivo blando»: objetivo que, en caso de colisión, sufrirá un daño mínimo y causará un daño mínimo al vehículo objeto de ensayo.

2.7.

«Objetivo en forma de vehículo»: objetivo que representa un vehículo.

2.8.

«Objetivo en forma de peatón»: objetivo que representa un peatón.

2.9.

«Objetivo en forma de bicicleta»: objetivo que representa una bicicleta con un ciclista.

2.10.

«Espacio común»: zona en la que pueden visualizarse dos o más funciones informativas (por ejemplo, símbolos), pero no de manera simultánea.

2.11.

«Autocomprobación»: función integrada que verifica los fallos del sistema de manera continuada, al menos mientras el sistema está activo.

2.12.

«Tiempo para colisión (TTC)»: valor de tiempo que se obtiene dividiendo la distancia longitudinal (en la dirección de la marcha del vehículo objeto de ensayo) existente entre el vehículo objeto de ensayo y el objetivo por la velocidad longitudinal relativa del vehículo objeto de ensayo y del objetivo en un instante cualquiera.

2.13.

«Calzada seca que permite una buena adherencia»: calzada con un coeficiente máximo de frenado nominal suficiente que permita:

a)

una deceleración media plenamente desarrollada de al menos 9 m/s2; o bien

b)

la deceleración máxima de diseño del vehículo de que se trate;

el valor que sea inferior.

2.14.

«Coeficiente máximo de frenado nominal suficiente»: coeficiente de rozamiento con la superficie de rodadura de:

a)

0,9, si se mide utilizando el neumático de ensayo de referencia normalizado E1136-19 de la American Society for Testing and Materials (ASTM) conforme al método E1337-19 de la ASTM, a una velocidad de 40 mph;

b)

1,017, si se mide utilizando:

i)

el neumático de ensayo de referencia normalizado F2493-20 de la American Society for Testing and Materials (ASTM) conforme al método E1337-19 de la ASTM, a una velocidad de 40 mph; o bien

ii)

el método de ensayo de «k» especificado en el apéndice 2 del anexo 6 del Reglamento n.o 13-H de las Naciones Unidas;

c)

el valor requerido para permitir la desaceleración máxima de diseño del vehículo de que se trate, medida utilizando el método de ensayo de «k» especificado en el apéndice 2 del anexo 13 del Reglamento n.o 13 de las Naciones Unidas.

2.15.

«Inicialización»: proceso de configuración del funcionamiento del sistema que ocurre desde que se enciende el vehículo hasta que está plenamente operativo.

2.16.

«Masa de un vehículo en orden de marcha»: masa de un vehículo sin carga con carrocería, incluidos el refrigerante, los lubricantes, al menos el 90 % del combustible, el 100 % de los demás líquidos y el conductor (75 kg), pero excluidas las aguas usadas, las herramientas y la rueda de repuesto.

2.17.

«Masa máxima»: masa máxima técnicamente admisible según la declaración del fabricante del vehículo (esta masa puede ser superior a la «masa máxima admisible» establecida por la Administración nacional).

2.18.

«Deceleración media plenamente desarrollada (dm)»: la deceleración promediada calculada en relación con la distancia en el intervalo vb a ve, mediante la fórmula siguiente:

Imagen: data:image/jpg;base64,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

Donde:

vo

=

velocidad inicial del vehículo en km/h

vb

=

velocidad del vehículo a 0,8 vo en km/h

ve

=

velocidad del vehículo a 0,1 vo en km/h

sb

=

distancia recorrida entre vo y vb en metros

se

=

distancia recorrida entre vo y ve en metros

La velocidad y la distancia se determinarán mediante instrumentación cuya exactitud sea de ± 1 % a la velocidad exigida para el ensayo. La dm podrá determinarse mediante otros métodos que no sean la medición de la velocidad y la distancia; en tal caso, la exactitud de la dm será de ± 3 %.

3.   Solicitud de homologación

3.1.

La solicitud de homologación de un tipo de vehículo por lo que respecta al AEBS deberán presentarla el fabricante del vehículo o su representante autorizado.

3.2.

Deberá ir acompañada de los documentos que se mencionan a continuación, por triplicado:

3.2.1.

Una descripción del tipo de vehículo por lo que se refiere a los elementos mencionados en el subapartado 2.4, junto con documentación que muestre el diseño básico del AEBS y los medios por los que se conecta con otros sistemas del vehículo o mediante los cuales controla directamente las variables de salida. Deberán precisarse los números o símbolos identificativos del tipo de vehículo.

3.3.

Deberá presentarse al servicio técnico encargado de realizar los ensayos de homologación un vehículo representativo del tipo cuya homologación se solicite.

4.   Homologación

4.1.

Si el tipo de vehículo presentado a homologación con arreglo al presente Reglamento satisface los requisitos del apartado 5, deberá concederse su homologación.

4.2.

Se asignará un número de homologación a cada tipo homologado; sus dos primeros dígitos (en la actualidad 00, que corresponden a la serie 00 de enmiendas) indicarán la serie de enmiendas que incorpore las enmiendas técnicas importantes más recientes introducidas en el Reglamento en el momento en que se expidió la homologación. La misma Parte contratante no podrá asignar el mismo número al mismo tipo de vehículo equipado con otro tipo de AEBS, ni a otro tipo de vehículo.

4.3.

La concesión, la denegación o la retirada de la homologación con arreglo al presente Reglamento se comunicarán a las Partes contratantes del Acuerdo que apliquen este Reglamento por medio de un formulario conforme con el modelo del anexo 1, junto con la documentación facilitada por el solicitante en un formato no superior a A4 (210 × 297 mm), o plegada en dicho formato, y a una escala adecuada, o bien en formato electrónico.

4.4.

Todo vehículo conforme con un tipo de vehículo homologado con arreglo al presente Reglamento deberá llevar, de manera claramente visible y en un lugar de fácil acceso especificado en el formulario de homologación, una marca de homologación internacional conforme con el modelo descrito en el anexo 2, y consistente en:

4.4.1.

La letra mayúscula «E» dentro de un círculo seguida del número distintivo del país que ha concedido la homologación (3).

4.4.2.

El número del presente Reglamento, seguido de la letra «R», un guion y el número de homologación a la derecha del círculo prescrito en el subapartado 4.4.1.

4.5.

Si el vehículo se ajusta a un tipo de vehículo homologado de acuerdo con otro u otros Reglamentos adjuntos al Acuerdo en el país que haya concedido la homologación con arreglo al presente Reglamento, no será necesario repetir el símbolo prescrito en el subapartado 4.4.1; en ese caso, los números de Reglamento y de homologación, así como los símbolos adicionales, se colocarán en columnas verticales a la derecha del símbolo prescrito en el subapartado 4.4.1.

4.6.

La marca de homologación deberá ser claramente legible e indeleble.

4.7.

La marca de homologación deberá ponerse en la placa de datos del vehículo, o cerca de ella.

5.   Especificaciones

5.1.

Requisitos generales

5.1.1.

Todo vehículo equipado con un AEBS que se ajuste a la definición del subapartado 2.1 deberá, cuando se active y utilice dentro de los intervalos de velocidad prescritos, cumplir los requisitos de rendimiento:

5.1.1.1.

de los subapartados 5.1 y 5.3 a 5.6 del presente Reglamento, para todos los vehículos;

5.1.1.2.

del subapartado 5.2.1 del presente Reglamento, en el caso de los vehículos sometidos a la homologación para la situación coche contra coche;

5.1.1.3.

del subapartado 5.2.2 del presente Reglamento, en el caso de los vehículos sometidos a la homologación para la situación coche contra peatón;

5.1.1.4.

del subapartado 5.2.3 del presente Reglamento, en el caso de los vehículos sometidos a la homologación para la situación coche contra bicicleta.

5.1.2.

La eficacia del AEBS no deberá verse afectada negativamente por campos magnéticos o eléctricos. El cumplimiento de esta condición deberá demostrarse mediante el cumplimiento de los requisitos técnicos y la observación de las disposiciones transitorias de la serie 06 de enmiendas del Reglamento n.o 10 de las Naciones Unidas.

5.1.3.

La conformidad con los aspectos relativos a la seguridad de los sistemas electrónicos de control deberá demostrarse mediante el cumplimiento de los requisitos del anexo 3.

5.1.4.

Avisos e información

Además de los avisos de colisión descritos en los subapartados 5.2.1.1 y 5.2.2.1, el sistema deberá proporcionar al conductor los avisos adecuados que se indican a continuación:

5.1.4.1.

Un aviso de fallo cuando se produzca un fallo en el AEBS que impida que se cumplan los requisitos del presente Reglamento. El aviso deberá ajustarse a lo especificado en el subapartado 5.5.4.

5.1.4.1.1.

Entre dos autocomprobaciones del AEBS no deberá transcurrir un intervalo de tiempo apreciable y, por consiguiente, en caso de que se produzca un fallo detectable eléctricamente, la señal de aviso deberá iluminarse de inmediato.

5.1.4.1.2.

Al detectarse un fallo no eléctrico (por ejemplo, si un sensor está tapado o desalineado), deberá iluminarse la señal de aviso definida en el subapartado 5.1.4.1.

5.1.4.2.

Si el sistema no se ha inicializado después de un tiempo de conducción acumulado de quince segundos por encima de una velocidad de 10 km/h, el conductor deberá recibir información al respecto. Esta información deberá persistir hasta que el sistema haya sido inicializado con éxito.

5.1.4.3.

Si el vehículo está equipado con un método de desactivación del AEBS, se dará una señal de desactivación cuando el sistema esté desactivado. El aviso deberá ser conforme con lo especificado en el subapartado 5.4.3.

5.1.5.

Frenado de emergencia

Con sujeción a lo dispuesto en los subapartados 5.3.1 y 5.3.2, el sistema deberá intervenir con el frenado de emergencia descrito en los subapartados 5.2.1.2, 5.2.2.2 y 5.2.3.2 a fin de reducir significativamente la velocidad del vehículo objeto de ensayo.

5.1.6.

Evitación de reacciones erróneas

El sistema deberá estar diseñado de manera que se minimice la generación de señales de aviso de colisión y se evite el frenado avanzado de emergencia en situaciones en las que no haya riesgo de colisión inminente. Esto se demostrará en la evaluación realizada conforme al anexo 3, y dicha evaluación incluirá, en particular, las situaciones especificadas en el apéndice 2 del anexo 3.

5.1.7.

Todo vehículo equipado con un AEBS deberá cumplir los requisitos de rendimiento del Reglamento n.o 13-H de las Naciones Unidas en su serie 01 de enmiendas, en el caso de los vehículos de las categorías M1 y N1, o del Reglamento n.o 13 en su serie 11 de enmiendas, en el caso de los vehículos de la categoría N1, y estar equipado con una función de frenado antibloqueo de conformidad con los requisitos de rendimiento del anexo 6 del Reglamento n.o 13-H de las Naciones Unidas en su serie 01 de enmiendas o del anexo 13 del Reglamento n.o 13 de las Naciones Unidas en su serie 11 de enmiendas.

5.2.

Requisitos específicos

5.2.1.

Situación coche contra coche

5.2.1.1.

Aviso de colisión

Cuando se detecte la colisión inminente contra un vehículo de la categoría M1, que circule por delante en el mismo carril y a una velocidad relativa superior a la velocidad hasta la cual el vehículo objeto de ensayo es capaz de evitar la colisión (en las condiciones especificadas en el subapartado 5.2.1.4), deberá emitirse un aviso de colisión según lo especificado en el subapartado 5.5.1, y accionarse, a lo sumo, 0,8 segundos antes de iniciarse el frenado de emergencia.

Sin embargo, en caso de que la colisión no pudiera anticiparse a tiempo para emitir el aviso de colisión 0,8 segundos antes del frenado de emergencia, deberá emitirse un aviso de colisión, según lo especificado en el subapartado 5.5.1, no más tarde del inicio de la intervención de frenado de emergencia.

El aviso de colisión podrá interrumpirse si dejan de darse las condiciones de colisión.

Esta circunstancia deberá ensayarse con arreglo a los subapartados 6.4 y 6.5.

5.2.1.2.

Frenado de emergencia

Cuando el sistema haya detectado la posibilidad de una colisión inminente, el sistema de frenado de servicio del vehículo deberá recibir una demanda de frenado de como mínimo 5,0 m/s2. Esto no impide valores de demanda de deceleración superiores a 5 m/s2 en intervalos muy cortos durante el aviso de colisión, por ejemplo, a modo de aviso háptico para estimular la atención del conductor.

El frenado de emergencia podrá interrumpirse, o la demanda de deceleración podrá reducirse por debajo del umbral anterior (según proceda), si dejan de darse las condiciones de colisión o si el riesgo de colisión ha disminuido.

Esta circunstancia se someterá a ensayo con arreglo a los subapartados 6.4 y 6.5.

5.2.1.3.

Intervalo de velocidades

El sistema deberá estar activo, como mínimo, en el intervalo de velocidades del vehículo de 10 a 60 km/h y en todas las condiciones de carga del vehículo, salvo que se haya desactivado manualmente de conformidad con el subapartado 5.4.

5.2.1.4.

Reducción de la velocidad por demanda de frenado

En ausencia de una intervención del conductor que pudiera dar lugar a una interrupción con arreglo al subapartado 5.3.2, el AEBS deberá ser capaz de alcanzar una velocidad de impacto relativa inferior o igual a la velocidad de impacto relativa máxima indicada en el cuadro que figura más abajo, si:

a)

las influencias externas del vehículo permiten la desaceleración requerida, es decir:

i)

se trata de una calzada llana, horizontal y seca que permite una buena adherencia;

ii)

las condiciones meteorológicas no afectan al rendimiento dinámico del vehículo (por ejemplo, ausencia de tormenta, temperatura no inferior a 0 °C);

b)

el estado del vehículo permite la desaceleración requerida, por ejemplo:

i)

los neumáticos se encuentran en un estado adecuado y están correctamente inflados;

ii)

los frenos funcionan correctamente (temperatura del freno, estado de las zapatas, etc.);

iii)

la distribución de las cargas no es muy desigual;

iv)

no hay ningún remolque acoplado al vehículo de motor y la masa de dicho vehículo está comprendida entre la masa máxima y la masa en orden de marcha;

c)

no existen influencias externas que afecten a las capacidades de detección física, es decir:

i)

las condiciones de iluminación ambiente son de al menos 1 000 luxes y no hay deslumbramiento extremo de los sensores (por ejemplo, luz del sol directa deslumbrante, entorno con alta reflectividad de radar);

ii)

el objetivo en forma de vehículo no presenta valores extremos en lo que respecta a la sección transversal del radar o a la forma/silueta (por ejemplo, por debajo del quinto percentil de la sección transversal del radar de todos los vehículos M1);

iii)

no existen condiciones meteorológicas particulares que afecten a las capacidades de detección del vehículo (por ejemplo, lluvia fuerte, niebla densa, nieve, suciedad);

iv)

no hay obstrucciones por lo alto cerca del vehículo;

d)

la situación es inequívoca, es decir:

i)

el vehículo que circula por delante pertenece a la categoría M1, no se ve obstaculizada la visión, está claramente separado de otros objetos del carril de conducción y circula de forma constante o está parado;

ii)

los planos medios longitudinales de los vehículos no se desplazan más de 0,2 m;

iii)

la dirección de la marcha es recta, sin curva, y el vehículo no está girando en una intersección y sigue su carril.

Cuando las condiciones difieran de las indicadas arriba, el sistema no desactivará ni cambiará la estrategia de control de forma injustificada. El fabricante demostrará esto con arreglo al anexo 3 del presente Reglamento y, si se considera justificado, la demostración podrá ir seguida de ensayos por parte del servicio técnico en condiciones que difieran de las indicadas anteriormente o de las que figuran en el subapartado 6. La justificación y los resultados de estos ensayos de verificación deberán anexarse al acta de ensayo.

Velocidad de impacto relativa máxima (km/h) de los vehículos M1  (4)

Velocidad relativa (km/h)

Estacionario / En movimiento

Masa máxima

Masa en orden de marcha

10

0,00

0,00

15

0,00

0,00

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

35

0,00

0,00

40

0,00

0,00

42

10,00

0,00

45

15,00

15,00

50

25,00

25,00

55

30,00

30,00

60

35,00

35,00

Velocidad de impacto relativa máxima (km/h) de los vehículos N1  (5)

Velocidad relativa (km/h)

Estacionario / En movimiento

Masa máxima

Masa en orden de marcha

10

0,00

0,00

15

0,00

0,00

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

32

0,00

0,00

35

0,00

0,00

38

0,00

0,00

40

10,00

0,00

42

15,00

0,00

45

20,00

15,00

50

30,00

25,00

55

35,00

30,00

60

40,00

35,00

Todos los valores en km/h

5.2.2.

Situación coche contra peatón

5.2.2.1.

Aviso de colisión

Cuando el AEBS haya detectado la posibilidad de una colisión contra un peatón que cruce la calzada a una velocidad constante de 5 km/h (en las condiciones especificadas en el subapartado 5.2.2.4), deberá emitirse un aviso de colisión, según lo especificado en el subapartado 5.5.1, no más tarde del inicio de la intervención de frenado de emergencia.

El aviso de colisión podrá interrumpirse si dejan de darse las condiciones de colisión.

5.2.2.2.

Frenado de emergencia

Cuando el sistema haya detectado la posibilidad de una colisión inminente, el sistema de frenado de servicio del vehículo deberá recibir una demanda de frenado de como mínimo 5,0 m/s2. Esto no impide valores de demanda de deceleración superiores a 5 m/s2 en intervalos muy cortos durante el aviso de colisión, por ejemplo, a modo de aviso háptico para estimular la atención del conductor.

El frenado de emergencia podrá interrumpirse, o la demanda de deceleración podrá reducirse por debajo del umbral anterior (según proceda), si dejan de darse las condiciones de colisión o si el riesgo de colisión ha disminuido.

Esta circunstancia deberá ensayarse con arreglo al subapartado 6.6.

5.2.2.3.

Intervalo de velocidades

El sistema deberá estar activo, como mínimo, en el intervalo de velocidades del vehículo de 20 a 60 km/h y en todas las condiciones de carga del vehículo, salvo que se haya desactivado manualmente de conformidad con el subapartado 5.4.

5.2.2.4.

Reducción de la velocidad por demanda de frenado

En ausencia de una intervención del conductor que pudiera dar lugar a una interrupción con arreglo al subapartado 5.3.2, el AEBS deberá ser capaz de alcanzar una velocidad de impacto relativa inferior o igual a la velocidad de impacto relativa máxima indicada en el cuadro que figura más abajo, si:

a)

hay peatones bien visibles cruzando perpendicularmente con un componente de velocidad lateral no superior a 5 km/h;

b)

las influencias externas del vehículo permiten la desaceleración requerida, es decir:

i)

se trata de una calzada llana, horizontal y seca que permite una buena adherencia;

ii)

las condiciones meteorológicas no afectan al rendimiento dinámico del vehículo (por ejemplo, ausencia de tormenta, temperatura no inferior a 0 °C);

c)

el estado del vehículo permite la desaceleración requerida, por ejemplo:

i)

los neumáticos se encuentran en un estado adecuado y están correctamente inflados;

ii)

los frenos funcionan correctamente (temperatura del freno, estado de las zapatas, etc.);

iii)

la distribución de las cargas no es muy desigual;

iv)

no hay ningún remolque acoplado al vehículo de motor y la masa de dicho vehículo está comprendida entre la masa máxima y la masa en orden de marcha;

d)

no existen influencias externas que afecten a las capacidades de detección física, es decir:

i)

las condiciones de iluminación ambiente son de al menos 2 000 luxes y no hay deslumbramiento extremo de los sensores (por ejemplo, luz del sol directa deslumbrante, entorno con alta reflectividad de radar);

ii)

no existen condiciones meteorológicas particulares que afecten a las capacidades de detección del vehículo (por ejemplo, lluvia fuerte, niebla densa, nieve, suciedad);

iii)

no hay obstrucciones por lo alto cerca del vehículo;

e)

la situación es inequívoca, es decir:

i)

no hay varios peatones cruzando delante del vehículo;

ii)

la silueta del peatón y el tipo de movimiento corresponden a los de un ser humano;

iii)

el punto de impacto previsto no se desplaza más de 0,2 m con respecto al plano medio longitudinal del vehículo;

iv)

la dirección de la marcha es recta, sin curva, y el vehículo no está girando en una intersección y sigue su carril.

v)

no hay varios objetos cercanos al peatón y existe una separación inequívoca entre objetos.

Cuando las condiciones difieran de las indicadas arriba, el sistema no desactivará ni cambiará la estrategia de control de forma injustificada. El fabricante demostrará esto con arreglo al anexo 3 del presente Reglamento y, si se considera justificado, la demostración podrá ir seguida de ensayos por parte del servicio técnico en condiciones que difieran de las indicadas anteriormente o de las que figuran en el subapartado 6. La justificación y los resultados de estos ensayos de verificación deberán anexarse al acta de ensayo.

Velocidad de impacto máxima (km/h) para la categoría M1  (6)

Velocidad del vehículo objeto de ensayo (km/h)

Masa máxima

Masa en orden de marcha

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

35

0,00

0,00

40

0,00

0,00

42

10,00

0,00

45

15,00

15,00

50

25,00

25,00

55

30,00

30,00

60

35,00

35,00

Todos los valores en km/h

Velocidad de impacto máxima (km/h) de los vehículos N1  (7)

Velocidad del vehículo objeto de ensayo (km/h)

Masa máxima

Masa en orden de marcha

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

35

0,00

0,00

38

0,00

0,00

40

10,00

0,00

42

15,00

0,00

45

20,00

15,00

50

30,00

25,00

55

35,00

30,00

60

40,00

35,00

Todos los valores en km/h

5.2.3.

Situación coche contra bicicleta

5.2.3.1.

Aviso de colisión

Cuando el AEBS haya detectado la posibilidad de una colisión contra una bicicleta que cruce la calzada a una velocidad constante de 15 km/h (en las condiciones especificadas en el subapartado 5.2.3.4), deberá emitirse un aviso de colisión, según lo especificado en el subapartado 5.5.1, no más tarde del inicio de la intervención de frenado de emergencia.

El aviso de colisión podrá interrumpirse si dejan de darse las condiciones de colisión.

5.2.3.2.

Frenado de emergencia

Cuando el sistema haya detectado la posibilidad de una colisión inminente, el sistema de frenado de servicio del vehículo deberá recibir una demanda de frenado de como mínimo 5,0 m/s2. Esto no impide valores de demanda de deceleración superiores a 5 m/s2 en intervalos muy cortos durante el aviso de colisión, por ejemplo, a modo de aviso háptico para estimular la atención del conductor.

El frenado de emergencia podrá interrumpirse, o la demanda de deceleración podrá reducirse por debajo del umbral anterior (según proceda), si dejan de darse las condiciones de colisión o si el riesgo de colisión ha disminuido.

Esta circunstancia deberá ensayarse con arreglo al subapartado 6.7.

5.2.3.3.

Intervalo de velocidades

El sistema deberá estar activo, como mínimo, en el intervalo de velocidades del vehículo de 20 a 60 km/h y en todas las condiciones de carga del vehículo, salvo que se haya desactivado manualmente de conformidad con el subapartado 5.4.

5.2.3.4.

Reducción de la velocidad por demanda de frenado

En ausencia de una intervención del conductor que pudiera dar lugar a una interrupción con arreglo al subapartado 5.3.2, el AEBS deberá ser capaz de alcanzar una velocidad de impacto relativa inferior o igual a la velocidad de impacto relativa máxima indicada en el cuadro que figura más abajo, si:

a)

hay ciclistas bien visibles cruzando perpendicularmente a velocidades constantes de entre 10 y 15 km/h;

b)

las influencias externas del vehículo permiten la desaceleración requerida, es decir:

i)

se trata de una calzada llana, horizontal y seca que permite una buena adherencia;

ii)

las condiciones meteorológicas no afectan al rendimiento dinámico del vehículo (por ejemplo, ausencia de tormenta, temperatura no inferior a 0 °C);

c)

el estado del vehículo permita la desaceleración requerida, por ejemplo:

i)

los neumáticos se encuentran en un estado adecuado y están correctamente inflados;

ii)

los frenos funcionan correctamente (temperatura del freno, estado de las zapatas, etc.);

iii)

la distribución de las cargas no es muy desigual;

iv)

no hay ningún remolque acoplado al vehículo de motor y la masa de dicho vehículo está comprendida entre la masa máxima y la masa en orden de marcha;

d)

no existen influencias externas que afecten a las capacidades de detección física, es decir:

i)

las condiciones de iluminación ambiente son de al menos 2 000 luxes y no hay deslumbramiento extremo de los sensores (por ejemplo, luz del sol directa deslumbrante, entorno con alta reflectividad de radar);

ii)

no existen condiciones meteorológicas particulares que afecten a las capacidades de detección del vehículo (por ejemplo, lluvia fuerte, niebla densa, nieve, suciedad);

iii)

no hay obstrucciones por lo alto cerca del vehículo;

e)

la situación es inequívoca, es decir:

i)

no hay varios ciclistas cruzando delante del vehículo;

ii)

la silueta del ciclista y el tipo de movimiento corresponden a los de un ser humano.

iii)

el punto de impacto previsto del pedalier de la bicicleta no se desplaza más de 0,2 m con respecto al plano medio longitudinal del vehículo;

iv)

la dirección de la marcha es recta, sin curva, y el vehículo no está girando en una intersección y sigue su carril.

v)

no hay varios objetos cercanos al ciclista y existe una separación inequívoca entre objetos.

Cuando las condiciones difieran de las indicadas arriba, el sistema no desactivará ni cambiará la estrategia de control de forma injustificada. El fabricante demostrará esto con arreglo al anexo 3 del presente Reglamento y, si se considera justificado, la demostración podrá ir seguida de ensayos por parte del servicio técnico en condiciones que difieran de las indicadas anteriormente o de las que figuran en el subapartado 6. La justificación y los resultados de estos ensayos de verificación deberán anexarse al acta de ensayo.

Velocidad de impacto máxima (km/h) para la categoría M1  (8)

Velocidad del vehículo objeto de ensayo (km/h)

Masa máxima

Masa en orden de marcha

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

35

0,00

0,00

38

0,00

0,00

40

10,00

0,00

45

25,00

25,00

50

30,00

30,00

55

35,00

35,00

60

40,00

40,00

Todos los valores en km/h

Velocidad de impacto máxima (km/h) para la categoría N1  (9)

Velocidad del vehículo objeto de ensayo (km/h)

Masa máxima

Masa en orden de marcha

20

0,00

0,00

25

0,00

0,00

30

0,00

0,00

35

0,00

0,00

36

0,00

0,00

38

15,00

0,00

40

25,00

0,00

45

30,00

25,00

50

35,00

30,00

55

40,00

35,00

60

45,00

40,00

Todos los valores en km/h

5.3.

Interrupción por el conductor

5.3.1.

El AEBS deberá proporcionar al conductor el medio para interrumpir el aviso de colisión y el frenado de emergencia.

5.3.2.

En los dos casos señalados, la interrupción podrá iniciarse mediante cualquier acción directa (pisando a fondo el acelerador, accionando el mando de los indicadores de dirección, etc.) que indique que el conductor es consciente de la situación de emergencia. En el momento de la homologación de tipo, el fabricante del vehículo deberá facilitar al servicio técnico una lista de estas acciones directas, que deberá anexarse al acta de ensayo.

5.4.

Desactivación

5.4.1.

Cuando un vehículo vaya equipado con un medio para desactivar manualmente la función AEBS, serán de aplicación, según proceda, las siguientes condiciones:

5.4.1.1

La función AEBS deberá restablecerse automáticamente al inicio de cada nuevo arranque del motor (o ciclo de marcha, según proceda).

Este requisito no se aplicará cuando se inicie automáticamente un nuevo arranque del motor (o ciclo de marcha, según proceda), por ejemplo, al utilizar un sistema de parada y arranque.

5.4.1.2.

El mando del AEBS deberá estar diseñado de tal manera que la desactivación manual no sea posible con menos de dos acciones deliberadas.

5.4.1.3.

El mando del AEBS deberá instalarse de manera que cumpla los requisitos pertinentes y las disposiciones transitorias del Reglamento n.o 121 de las Naciones Unidas en su serie 01 de enmiendas o en cualquier serie de enmiendas posterior.

5.4.1.4.

No deberá ser posible desactivar manualmente el AEBS a una velocidad superior a 10 km/h.

5.4.2.

Si el vehículo está equipado con un medio para desactivar automáticamente la función AEBS, por ejemplo cuando se está conduciendo fuera de carretera, está siendo remolcado o se está haciendo funcionar sobre un dinamómetro o en una instalación de lavado, serán de aplicación, según proceda, las siguientes condiciones:

5.4.2.1.

En el momento de la homologación de tipo, el fabricante del vehículo deberá facilitar al servicio técnico una lista de las situaciones y los correspondientes criterios que hacen que la función AEBS se desactive automáticamente, lista que deberá anexarse al acta de ensayo.

5.4.2.2.

La función AEBS se reactivará automáticamente tan pronto como dejen de darse las condiciones que llevaron a la desactivación automática.

5.4.2.3.

Cuando la desactivación automática de la función AEBS sea consecuencia de la desactivación manual de la función ESC del vehículo por parte del conductor, esta desactivación del AEBS requerirá al menos dos acciones deliberadas del conductor.

5.4.3.

Una señal de aviso óptica continua informará al conductor de que se ha desactivado la función AEBS. A tal efecto podrá emplearse la señal de aviso amarilla especificada en el subapartado 5.5.4.

5.4.4.

Mientras las funciones de conducción autónoma garantizan un control longitudinal del vehículo (por ejemplo, el sistema automático de mantenimiento del carril está activo), la función AEBS puede suspenderse o sus estrategias de control (es decir, la demanda de frenado, el tiempo del aviso) pueden adaptarse sin que se informe al conductor, siempre que se garantice que el vehículo ofrece al menos las mismas capacidades para evitar colisiones que la función AEBS durante el funcionamiento manual.

5.5.

Indicación de aviso

5.5.1.

El aviso de colisión al que se refieren los subapartados 5.2.1.1, 5.2.2.1 y 5.2.3.1 adoptará, al menos, dos de los modos siguientes: acústico, háptico u óptico.

5.5.2.

En el momento de la homologación de tipo, el fabricante del vehículo deberá facilitar una descripción de la indicación de aviso y de la secuencia en la que las señales de aviso de colisión se presentan al conductor, descripción que deberá registrarse en el acta de ensayo.

5.5.3.

Cuando se utilice un medio óptico como parte del aviso de colisión, la señal óptica podrá consistir en el destello de la señal de aviso de fallo especificada en el subapartado 5.5.4.

5.5.4.

El aviso de fallo al que se refiere el subapartado 5.1.4.1 será una señal de aviso óptica amarilla continua.

5.5.5.

Toda señal de aviso óptica del AEBS deberá activarse cuando el interruptor de encendido (start, arranque) o bien se ponga en la posición on (marcha), o bien esté en una posición intermedia entre la posición on (marcha) y start (arranque) designada por el fabricante como posición de comprobación (sistema inicial [corriente dada]). Este requisito no se aplica a las señales de aviso que se muestran en un espacio común.

5.5.6.

Las señales de aviso ópticas deberán ser visibles incluso de día; el conductor deberá poder verificar fácilmente desde su asiento el estado correcto de las señales.

5.5.7.

Cuando, para indicar al conductor que el AEBS está temporalmente fuera de servicio, por ejemplo debido a unas malas condiciones climatológicas, se utilice una señal de advertencia óptica, esta deberá ser constante. A tal efecto podrá emplearse la señal de aviso de fallo especificada en el subapartado 5.5.4.

5.6.

Prescripciones para la inspección técnica periódica

5.6.1.

Deberá ser posible confirmar en una inspección técnica periódica el correcto estado de funcionamiento del AEBS mediante una observación visual del estado de la señal de aviso de fallo, tras haber comprobado el estado de las bombillas y que la corriente está dada.

Cuando la señal de aviso de fallo se encuentre en un espacio común, deberá comprobarse que este funciona antes de verificar el estado de la señal de aviso de fallo.

5.6.2.

En el momento de la homologación de tipo, deberán describirse someramente con carácter confidencial los medios elegidos por el fabricante como protección contra las modificaciones simples no autorizadas del funcionamiento de la señal de aviso de fallo.

Como alternativa, este requisito de protección se cumple si se dispone de un medio secundario para comprobar el correcto estado de funcionamiento del AEBS.

6.   Procedimiento de ensayo

6.1.

Condiciones de ensayo

6.1.1.

Superficie de ensayo

6.1.1.1.

El ensayo se llevará a cabo en una calzada de cemento o asfalto llana y seca que permita una buena adherencia.

6.1.1.2.

La superficie de ensayo deberá tener una pendiente constante no superior al 1 %.

6.1.2.

La temperatura ambiente estará comprendida entre 0 y 45 oC.

6.1.3.

El alcance de visibilidad horizontal deberá permitir que se observe el objetivo a lo largo de todo el ensayo.

6.1.4

Los ensayos se efectuarán cuando no haya un viento que pueda afectar a los resultados.

6.1.5.

La iluminación ambiente natural debe ser homogénea en la zona de ensayo y superior a 1 000 luxes en la situación coche contra coche, según se establece en el subapartado 5.2.1, a 2 000 luxes en la situación coche contra peatón, según se establece en el subapartado 5.2.2, y a 2 000 luxes en la situación coche contra bicicleta, según se establece en el subapartado 5.2.3 Conviene asegurarse de que los ensayos no se realicen conduciendo con el sol en posición baja por delante o por detrás.

6.1.6.

A petición del fabricante y con el acuerdo del servicio técnico, podrán realizarse ensayos en condiciones de ensayo diferentes (condiciones subóptimas, por ejemplo, en una superficie no seca o a una temperatura inferior a la temperatura ambiente mínima especificada), si bien deben cumplirse los requisitos de rendimiento.

6.2.

Condiciones del vehículo

6.2.1.

Masa de ensayo

El vehículo deberá ser sometido a ensayo:

a)

con la masa en orden de marcha y una masa adicional de 125 kg como máximo, que incluya el equipo de medición y una posible segunda persona encargada de tomar nota de los resultados para demostrar el cumplimiento de los requisitos relativos a la masa en orden de marcha, y

b)

con la masa máxima.

La distribución de la carga se hará siguiendo la recomendación del fabricante y deberá anexarse al acta de ensayo. Una vez iniciado el procedimiento de ensayo, no deberá efectuarse modificación alguna.

Durante la serie de rondas de ensayo, el nivel de combustible podrá disminuir, pero nunca deberá descender por debajo del 50 %.

6.2.2.

Acondicionamiento previo al ensayo

6.2.2.1.

Si lo solicita el fabricante del vehículo:

a)

El vehículo podrá conducirse un máximo de 100 km en una combinación de carreteras urbanas y rurales con otros componentes del tráfico y con mobiliario viario a fin de inicializar el sistema de sensores.

b)

El vehículo podrá someterse a una secuencia de frenadas para asegurarse de que el sistema de frenado de servicio esté asentado antes del ensayo.

c)

La temperatura media de los frenos de servicio en el eje más caliente del vehículo, medida dentro de los forros del freno o en el recorrido de frenado del disco o tambor, estará situada entre 65 y 100 °C antes de cada ronda de ensayo.

6.2.2.2.

En la documentación de homologación de tipo del vehículo se detallará y registrará la estrategia de acondicionamiento previo al ensayo solicitada por el fabricante del vehículo.

6.2.3.

Los neumáticos montados en el vehículo se identificarán y registrarán en la documentación de homologación de tipo del vehículo.

6.2.4.

Podrá instalarse en el vehículo un equipo de protección que no afecte a los resultados de los ensayos.

6.3.

Objetivos utilizados en el ensayo

6.3.1.

El objetivo utilizado en los ensayos de detección de vehículos será un turismo estándar con un elevado volumen de producción en serie de la categoría M1 o, alternativamente, un «objetivo blando» que sea representativo de un turismo por lo que se refiere a sus características de identificación aplicables al sistema de sensores del AEBS objeto de ensayo conforme a la norma ISO 19206-3:2021. El punto de referencia para la ubicación del vehículo será el punto más atrasado de la línea central del vehículo.

6.3.2.

En los ensayos de detección de peatones se utilizará un «objetivo blando articulado» que represente a un niño y sea representativo de los atributos humanos aplicables al sistema de sensores del sistema automático de mantenimiento del carril objeto de ensayo conforme a la norma ISO 19206-2:2018.

6.3.3.

En los ensayos de detección de bicicletas se utilizará un «objetivo blando» representativo de los atributos de una bicicleta con un ciclista adulto aplicables al sistema de sensores del AEBS objeto de ensayo conforme a la norma ISO 19206-4:2020.

6.3.4.

Los datos que permitan identificar y reproducir específicamente los objetivos deberán registrarse en la documentación de homologación de tipo del vehículo.

6.4.

Ensayo de aviso y activación con un objetivo en forma de vehículo estacionario

El vehículo objeto de ensayo se aproximará en línea recta al objetivo estacionario durante al menos dos segundos antes de la parte funcional del ensayo, y la desalineación del vehículo objeto de ensayo con respecto a la línea central del objetivo no deberá superar los 0,2 m.

Los ensayos se realizarán con un vehículo que se desplace a las velocidades que muestran los cuadros a continuación para las categorías M1 y N1 respectivamente. Si se considera justificado, el servicio técnico podrá ensayar cualquier otra velocidad indicada en los cuadros del subapartado 5.2.1.4 y dentro del intervalo de velocidades prescrito tal y como se define en el subapartado 5.2.1.3.

Velocidad de ensayo del vehículo objeto de ensayo para la categoría M1 en la situación objetivo estacionario

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

40

42

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

Velocidad de ensayo del vehículo objeto de ensayo para la categoría N1 en la situación objetivo estacionario

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

38

42

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

La parte funcional del ensayo comenzará cuando:

a)

el vehículo objeto de ensayo se desplace a la velocidad de ensayo requerida dentro de las tolerancias y de la desalineación lateral prescritos en el presente subapartado, y

b)

se encuentre a una distancia del objetivo correspondiente a un tiempo para colisión de al menos cuatro segundos.

Se respetarán las tolerancias entre el inicio de la parte funcional del ensayo y la intervención del sistema.

6.5.

Ensayo de aviso y activación con un objetivo en forma de vehículo en movimiento

El vehículo objeto de ensayo y el objetivo en movimiento se desplazarán en línea recta, en la misma dirección, durante al menos dos segundos antes de la parte funcional del ensayo, y la desalineación del vehículo objeto de ensayo con respecto a la línea central del objetivo no deberá superar los 0,2 m.

Los ensayos se realizarán con un vehículo que se desplace a las velocidades indicadas en los cuadros siguientes para las categorías M1 y N1 respectivamente y un objetivo que se desplace a 20 km/h (con una tolerancia de + 0/– 2 km/h para los objetivos en forma de vehículo). Si se considera justificado, el servicio técnico podrá ensayar cualquier otra velocidad del vehículo objeto de ensayo y del objetivo en forma de vehículo dentro del intervalo de velocidades indicado en el subapartado 5.2.1.3.

Velocidad de ensayo del vehículo objeto de ensayo para la categoría M1 en la situación objetivo en movimiento

Masa máxima

Masa en orden de marcha

Tolerancia

30

30

+ 2/– 0

60

60

+ 0/– 2

Todos los valores en km/h

Velocidad de ensayo del vehículo objeto de ensayo para la categoría N1 en la situación objetivo en movimiento

Masa máxima

Masa en orden de marcha

Tolerancia

30

30

+ 2/– 0

58

60

+ 0/– 2

Todos los valores en km/h

La parte funcional del ensayo comenzará cuando:

a)

el vehículo objeto de ensayo se desplace a la velocidad de ensayo requerida dentro de las tolerancias y de la desalineación lateral prescritos en el presente subapartado, y

b)

se encuentre a una distancia del objetivo correspondiente a un tiempo para colisión de al menos cuatro segundos.

Se respetarán las tolerancias entre el inicio de la parte funcional del ensayo y la intervención del sistema.

6.6.

Ensayo de aviso y activación con un objetivo en forma de peatón

6.6.1.

El vehículo objeto de ensayo se aproximará en línea recta al punto de impacto con el objetivo en forma de peatón durante al menos dos segundos antes de la parte funcional del ensayo, y la desalineación anticipada del vehículo objeto de ensayo con respecto a la línea central del punto de impacto no deberá superar los 0,1 m.

La parte funcional del ensayo comenzará cuando:

a)

el vehículo objeto de ensayo se desplace a la velocidad de ensayo requerida dentro de las tolerancias y de la desalineación lateral prescritos en el presente subapartado, y

b)

se encuentre a una distancia del objetivo correspondiente a un tiempo para colisión de al menos cuatro segundos.

Se respetarán las tolerancias entre el inicio de la parte funcional del ensayo y la intervención del sistema.

El objetivo en forma de peatón se desplazará en línea recta perpendicularmente a la dirección de marcha del vehículo objeto de ensayo a una velocidad constante de 5 km/h ± 0,2 km/h, empezando no antes de que se haya iniciado la parte funcional del ensayo. La colocación del objetivo en forma de peatón deberá coordinarse con el vehículo objeto de ensayo de manera que el punto de impacto de aquel contra la parte frontal de este se encuentre en la línea central longitudinal de este, con una tolerancia no superior a 0,1 m si el vehículo objeto de ensayo mantuviera la velocidad de ensayo prescrita durante toda la parte funcional del ensayo, sin frenar.

Los ensayos se realizarán con un vehículo que se desplace a las velocidades indicadas en los cuadros siguientes para las categorías M1 y N1 respectivamente. Si se considera justificado, el servicio técnico podrá ensayar cualquier otra velocidad indicada en los cuadros del subapartado 5.2.2.4 y dentro del intervalo de velocidades prescrito tal y como se define en el subapartado 5.2.2.3.

Velocidad de ensayo del vehículo objeto de ensayo para la categoría M1 en la situación objetivo en forma de peatón

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

40

42

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

Velocidad de ensayo del vehículo objeto de ensayo para la categoría N1 en la situación objetivo en forma de peatón

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

38

42

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

El ensayo prescrito anteriormente se llevará a cabo con un «objetivo blando» que represente a un niño, conforme a lo especificado en el subapartado 6.3.2.

6.6.2.

La evaluación de la velocidad de impacto se basará en el punto de contacto efectivo entre el objetivo y el vehículo, teniendo en cuenta la forma del vehículo sin los equipos de protección adicionales permitidos por el subapartado 6.2.4.

6.7.

Ensayo de aviso y activación con un objetivo en forma de bicicleta

6.7.1.

El vehículo objeto de ensayo se aproximará en línea recta al punto de impacto con el objetivo en forma de bicicleta durante al menos dos segundos antes de la parte funcional del ensayo, y la desalineación anticipada del vehículo objeto de ensayo con respecto a la línea central del punto de impacto del pedalier de la bicicleta no deberá superar los 0,1 m.

La parte funcional del ensayo comenzará cuando el vehículo objeto de ensayo se desplace a una velocidad constante y se encuentre a una distancia del punto de impacto correspondiente a un tiempo para colisión de al menos cuatro segundos.

El objetivo en forma de bicicleta se desplazará en línea recta perpendicularmente a la dirección de marcha del vehículo objeto de ensayo a una velocidad constante de 15 km/h + 0/–1 km/h, empezando no antes de que se haya iniciado la parte funcional del ensayo. Durante la fase de aceleración de la bicicleta antes de la parte funcional del ensayo, el objetivo en forma de bicicleta deberá encontrarse obstruido. La colocación del objetivo en forma de bicicleta deberá coordinarse con el vehículo objeto de ensayo de manera que el punto de impacto de aquel contra la parte frontal de este se encuentre en la línea central longitudinal de este, con una tolerancia no superior a 0,1 m si el vehículo objeto de ensayo mantuviera la velocidad de ensayo prescrita durante toda la parte funcional del ensayo, sin frenar.

Los ensayos se realizarán con un vehículo que se desplace a las velocidades indicadas en los cuadros siguientes para las categorías M1 y N1 respectivamente. Si se considera justificado, el servicio técnico podrá ensayar cualquier otra velocidad indicada en los cuadros del subapartado 5.2.3.4 y dentro del intervalo de velocidades prescrito tal y como se define en el subapartado 5.2.3.3.

Velocidad de ensayo del vehículo objeto de ensayo para la categoría M1 en la situación objetivo en forma de bicicleta

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

38

40

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

Velocidad de ensayo del vehículo objeto de ensayo para la categoría N1 en la situación objetivo en forma de bicicleta

Masa máxima

Masa en orden de marcha

Tolerancia

20

20

+ 2/– 0

36

40

+ 0/– 2

60

60

+ 0/– 2

Todos los valores en km/h

La parte funcional del ensayo comenzará cuando:

a)

el vehículo objeto de ensayo se desplace a la velocidad de ensayo requerida dentro de las tolerancias y de la desalineación lateral prescritos en el presente subapartado;

b)

el objetivo en forma de bicicleta se desplace a la velocidad de ensayo requerida dentro de las tolerancias especificadas en el presente subapartado, y

c)

se encuentre a una distancia del objetivo correspondiente a un tiempo para colisión de al menos cuatro segundos.

Se respetarán las tolerancias entre el inicio de la parte funcional del ensayo y la intervención del sistema.

6.7.2.

La evaluación de la velocidad de impacto se basará en el punto de contacto efectivo entre el objetivo y el vehículo, teniendo en cuenta la forma del vehículo.

6.8.

Ensayo de detección de fallos

6.8.1

Simular un fallo eléctrico, por ejemplo desconectando la fuente de energía de cualquier componente del AEBS o desconectando cualquier conexión eléctrica entre los componentes del AEBS. Durante la simulación del fallo del AEBS no deberán desconectarse ni las conexiones eléctricas de la señal de aviso al conductor a la que se refiere el subapartado 5.5.4 ni el mando opcional de desactivación manual del AEBS al que se refiere el subapartado 5.4.1.

6.8.2.

La señal de aviso de fallo a la que se refiere el subapartado 5.5.4 se activará y permanecerá activada no más tarde de diez segundos después de que el vehículo alcance una velocidad superior a 10 km/h, y se reactivará inmediatamente después de un ciclo de encendido off / encendido on con el vehículo parado, mientras persista el fallo simulado.

6.9.

Ensayo de desactivación

6.9.1.

En el caso de vehículos equipados con medios para desactivar manualmente el AEBS, poner el interruptor de encendido (arranque) en la posición on (marcha) y desactivar el AEBS. La señal de aviso mencionada en el subapartado 5.4.3 deberá activarse. Poner el interruptor de encendido (arranque) en la posición off. Volver a poner el interruptor de encendido (arranque) en la posición on (marcha) y verificar que la señal de aviso activada previamente no se ha reactivado, lo que indica que el AEBS se ha reinstaurado según lo especificado en el subapartado 5.4.1. Si el sistema de encendido se activa por medio de una llave, el requisito mencionado anteriormente deberá cumplirse sin retirarla.

6.10.

Solidez del sistema

6.10.1.

Cualquiera de las situaciones de ensayo descritas, entendiendo por situación una determinada configuración de ensayo a una velocidad del vehículo objeto de ensayo en una condición de carga de una categoría (coche contra coche, coche contra peatón o coche contra bicicleta), deberá realizarse dos veces. Si en una de las dos rondas de ensayo no se obtienen los resultados requeridos, podrá repetirse el ensayo una vez. Se considerará que la situación de ensayo se ha ejecutado con éxito si se obtienen los resultados requeridos en dos rondas de ensayo. El número de rondas de ensayo fallidas dentro de una categoría no deberá exceder de:

a)

el 10,0 % de las rondas de ensayo realizadas para los ensayos de coche contra coche;

b)

el 10,0 % de las rondas de ensayo realizadas para los ensayos de coche contra peatón, y

c)

el 20,0 % de las rondas de ensayo realizadas para los ensayos de coche contra bicicleta.

6.10.2.

La causa principal de las rondas de ensayo fallidas deberá analizarse junto con el servicio técnico y anexarse al acta de ensayo. Si la causa principal no puede relacionarse con una desviación en la configuración de ensayo, el servicio técnico podrá ensayar cualquier otra velocidad dentro del intervalo de velocidades indicado en los subapartados 5.2.1.3, 5.2.1.4, 5.2.2.3, 5.2.2.4, 5.2.3.3 o 5.2.3.4, según proceda.

6.10.3.

Durante la evaluación conforme al anexo 3, el fabricante deberá demostrar, mediante la documentación adecuada, que el sistema es capaz de ofrecer con fiabilidad los resultados requeridos.

7.   Modificación del tipo de vehículo y extensión de la homologación

7.1.

Toda modificación del tipo de vehículo con arreglo a la definición del subapartado 2.4 deberá notificarse a la autoridad de homologación de tipo que lo homologó. Esta podrá entonces:

7.1.1.

considerar que las modificaciones realizadas no tienen un efecto adverso en las condiciones de concesión de la homologación y conceder una extensión de la homologación;

7.1.2.

considerar que las modificaciones realizadas afectan a las condiciones de concesión de la homologación y exigir nuevos ensayos o comprobaciones adicionales antes de conceder una extensión de la homologación.

7.2.

La confirmación o la denegación de la homologación se comunicarán a las Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante el procedimiento indicado en el subapartado 4.3, especificando las modificaciones.

7.3.

La autoridad de homologación de tipo informará de la extensión a las demás Partes contratantes mediante el formulario de comunicación del anexo 1. Asignará un número de serie a cada extensión, denominado número de extensión.

8.   Conformidad de la producción

8.1.

Los procedimientos relativos a la conformidad de la producción deberán ajustarse a los expuestos en el anexo 1 del Acuerdo de 1958 (E/ECE/TRANS/505/Rev.3) y cumplir los requisitos siguientes:

8.2.

Todo vehículo homologado con arreglo al presente Reglamento deberá fabricarse de modo que sea conforme con el tipo homologado, es decir, cumpliendo los requisitos del apartado 5.

8.3.

La autoridad de homologación de tipo que haya concedido la homologación podrá verificar en todo momento la conformidad de los métodos de control aplicables a cada unidad de producción. La frecuencia normal de tales inspecciones será de una vez cada dos años.

9.   Sanciones por no conformidad de la producción

9.1.

Podrá retirarse la homologación concedida con respecto a un tipo de vehículo con arreglo al presente Reglamento si no se cumplen los requisitos establecidos en el apartado 8.

9.2.

Cuando una Parte contratante retire una homologación que había concedido con anterioridad, informará inmediatamente de ello a las demás Partes contratantes que apliquen el presente Reglamento enviándoles un formulario de comunicación conforme con el modelo del anexo 1.

10.   Cese definitivo de la producción

Cuando el titular de una homologación cese definitivamente de fabricar un tipo de vehículo homologado con arreglo al presente Reglamento, informará de ello a la autoridad de homologación de tipo que haya concedido la homologación, la cual, a su vez, informará inmediatamente a las demás Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante un formulario de comunicación conforme con el modelo del anexo 1.

11.   Nombre y dirección de los servicios técnicos encargados de realizar los ensayos de homologación y de las autoridades de homologación de tipo

Las Partes contratantes del Acuerdo que apliquen el presente Reglamento comunicarán a la Secretaría de las Naciones Unidas (10) el nombre y la dirección de los servicios técnicos encargados de realizar los ensayos de homologación y de las autoridades de homologación de tipo que concedan la homologación y a las cuales deban remitirse los formularios que certifiquen la concesión, la extensión, la denegación o la retirada de la homologación.

12.   Disposiciones transitorias

12.1.

Disposiciones transitorias aplicables a la serie 01 de enmiendas

12.1.1.

A partir de la fecha oficial de entrada en vigor de la serie 01 de enmiendas, ninguna Parte contratante que aplique el presente Reglamento denegará la concesión o la aceptación de homologaciones de tipo con arreglo a la versión del Reglamento modificada por la serie 01 de enmiendas.

12.1.2.

A partir del 1 de mayo de 2024, las Partes contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo concedidas con arreglo a la versión original del Reglamento y expedidas por primera vez después del 1 de mayo de 2024.

12.1.3.

Hasta el 1 de mayo de 2026, las Partes contratantes que apliquen el presente Reglamento deberán aceptar las homologaciones de tipo concedidas con arreglo a la versión original del Reglamento y expedidas por primera vez antes del 1 de mayo de 2024.

12.1.4.

A partir del 1 de mayo de 2026, las Partes contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo expedidas con arreglo a la versión original del Reglamento.

12.1.5.

No obstante lo dispuesto en el subapartado 12.1.4, las Partes contratantes que apliquen el presente Reglamento deberán seguir aceptando las homologaciones de tipo concedidas con arreglo a la versión original del Reglamento en el caso de los vehículos que no se vean afectados por los cambios introducidos por la serie 01 de enmiendas.

12.2.

Disposiciones transitorias aplicables a la serie 02 de enmiendas

12.2.1.

A partir de la fecha oficial de entrada en vigor de la serie 02 de enmiendas, ninguna Parte contratante que aplique el presente Reglamento denegará la concesión o la aceptación de homologaciones de tipo con arreglo a la versión del Reglamento modificada por la serie 02 de enmiendas.

12.2.2.

A partir del 1 de mayo de 2024, las Partes Contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo expedidas por primera vez después del 1 de mayo de 2024 con arreglo a la serie anterior de enmiendas del Reglamento.

12.2.3.

Hasta el 1 de julio de 2026, las Partes contratantes que apliquen el presente Reglamento deberán aceptar las homologaciones de tipo concedidas con arreglo a las series anteriores del Reglamento y expedidas por primera vez antes del 1 de mayo de 2024.

12.2.4.

A partir del 1 de julio de 2026, las Partes contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo expedidas con arreglo a las series anteriores del Reglamento.

12.2.5.

No obstante lo dispuesto en el subapartado 12.2.4, las Partes contratantes que apliquen el presente Reglamento deberán seguir aceptando las homologaciones de tipo concedidas con arreglo a su serie anterior de enmiendas del Reglamento en el caso de los vehículos que no se vean afectados por los cambios introducidos por la serie 02 de enmiendas (es decir, las homologaciones relativas a las situaciones coche contra contra y coche contra peatón no se ven afectadas por esta nueva serie 02).

12.3.

Disposiciones generales transitorias

12.3.1.

Las Partes contratantes que apliquen el presente Reglamento podrán conceder homologaciones de tipo, o la extensión de estas, con arreglo a cualquiera de las series anteriores de enmiendas del Reglamento.

12.3.2.

Las Partes contratantes que apliquen el presente Reglamento seguirán concediendo extensiones de las homologaciones existentes con arreglo a cualquiera de las series anteriores de enmiendas del Reglamento.

(1)  Con arreglo a la definición que figura en la Resolución consolidada sobre la construcción de vehículos (R.E.3), documento ECE/TRANS/WP.29/78/Rev. 6, apartado 2. https://unece.org/transport/standards/transport/vehicle-regulations-wp29/resolutions.

(2)  El presente Reglamento también ofrece un conjunto de requisitos aplicables a los vehículos de la categoría M2, y a aquellos de las categorías M3/N2 con un peso máximo inferior o igual a 8 toneladas, equipados con frenado hidráulico, diferentes de los que figuran en el Reglamento n.o 131 de las Naciones Unidas.

Para los vehículos descritos anteriormente, las Partes contratantes que aplican el Reglamento n.o 131 de las Naciones Unidas y el presente Reglamento reconocen como igualmente válidas las homologaciones concedidas con arreglo a cualquiera de ambos Reglamentos.

(3)  Los números distintivos de las Partes contratantes del Acuerdo de 1958 se reproducen en el anexo 3 de la Resolución consolidada sobre la construcción de vehículos (R.E.3), documento ECE/TRANS/WP.29/78/Rev. 6., anexo 3, https://unece.org/transport/standards/transport/vehicle-regulations-wp29/resolutions.

(4)  Con respecto a velocidades relativas situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto relativa máxima (esto es, 30/30 km/h) asignada a la velocidad relativa inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(5)  Con respecto a velocidades relativas situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto relativa máxima (esto es, 35/30 km/h) asignada a la velocidad relativa inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(6)  Con respecto a velocidades relativas situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto relativa máxima (esto es, 30/30 km/h) asignada a la velocidad relativa inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(7)  Con respecto a velocidades del vehículo objeto de ensayo situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto máxima (esto es, 35/30 km/h) asignada a la velocidad del vehículo objeto de ensayo inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(8)  Con respecto a velocidades del vehículo objeto de ensayo situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto relativa máxima (esto es, 35/35 km/h) asignada a la velocidad relativa inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(9)  Con respecto a velocidades del vehículo objeto de ensayo situadas entre los valores indicados (por ejemplo, 53 km/h), se aplicará la velocidad de impacto relativa máxima (esto es, 40/35 km/h) asignada a la velocidad relativa inmediatamente superior (es decir, 55 km/h).

Con respecto a las masas por encima de la masa en orden de marcha, se aplicará la velocidad de impacto relativa máxima asignada a la masa máxima.

(10)  La Secretaría de la CEPE proporciona la plataforma en línea («/343 Application») para intercambiar con ella esa información: https://www.unece.org/trans/main/wp29/datasharing.html.

ANEXO 1

Comunicación

(Formato máximo: A4 [210 x 297 mm])

Imagen: data:image/jpg;base64,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

 (1)

expedida por:

(Nombre de la administración)


relativa a: (2)

la concesión de la homologación

la extensión de la homologación

la denegación de la homologación

la retirada de la homologación

el cese definitivo de la producción

de un tipo de vehículo con respecto al sistema avanzado de frenado de emergencia con arreglo al Reglamento n.o 152 de las Naciones Unidas

N.o de homologación: …

1.

Marca: …

2.

Tipo y nombres comerciales: …

3.

Nombre y dirección del fabricante: …

4.

En su caso, nombre y dirección del representante del fabricante: …

5.

Breve descripción del vehículo: …

6.

Fecha de presentación del vehículo para su homologación: …

7.

Servicio técnico que realiza los ensayos de homologación: …

8.

Fecha del acta levantada por dicho servicio: …

9.

Número del acta levantada por dicho servicio: …

10.

Homologación

10.1.

para la situación coche contra coche concedida/denegada/extendida/retirada:2

10.2.

para la situación coche contra peatón concedida/denegada/extendida/retirada:2

10.3.

para la situación coche contra bicicleta concedida/denegada/extendida/retirada:2

11.

Lugar: …

12.

Fecha: …

13.

Firma: …

14.

Se adjuntan a la presente comunicación los siguientes documentos, que llevan el número de homologación antes indicado: …

15.

Observaciones: …

(1)  Número distintivo del país que ha concedido, extendido, denegado o retirado una homologación (véanse las disposiciones sobre homologación del Reglamento).

(2)  Táchese lo que no proceda.

ANEXO 2

Ejemplo de marca de homologación

(véanse los subapartados 4.4 a 4.4.2 del presente Reglamento)

Imagen: data:image/jpg;base64,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

a = 8 mm mín.

Esta marca de homologación colocada en un vehículo indica que el tipo de vehículo en cuestión ha sido homologado en Bélgica (E 6) por lo que respecta al AEBS con arreglo al Reglamento n.o 152 de las Naciones Unidas (la C indica coche contra coche; la P, coche contra peatón, y la B, coche contra bicicleta). Los dos primeros dígitos del número de homologación indican que la esta se concedió de acuerdo con los requisitos del Reglamento n.o 152 de las Naciones Unidas en su versión modificada por la serie 02 de enmiendas.

ANEXO 3

Requisitos especiales aplicables a los aspectos relativos a la seguridad de los sistemas electrónicos de control

1.   Generalidades

En el presente anexo se definen los requisitos especiales de documentación, estrategia frente a fallos y verificación en relación con los aspectos relativos a la seguridad de los sistemas electrónicos de control del vehículo complejos (véase el punto 2.4) en lo que atañe al presente Reglamento.

El presente anexo será aplicable también a las funciones relacionadas con la seguridad señaladas en el presente Reglamento que se controlen mediante sistemas electrónicos (punto 2.3) en lo que atañe al presente Reglamento.

El presente anexo no especifica los criterios de rendimiento relativos al «sistema», sino que se ocupa de la metodología aplicada al proceso de diseño y de la información que debe revelarse al servicio técnico con fines de homologación de tipo.

Esta información deberá demostrar que el «sistema» respeta, en condiciones con y sin fallos, todos los requisitos de rendimiento pertinentes especificados en otras partes del presente Reglamento y que está diseñado para funcionar de forma que no genere riesgos de seguridad críticos.

2.   Definiciones

A los efectos del presente anexo, se aplicarán las definiciones siguientes:

2.1.

«Sistema»: sistema electrónico de control o sistema electrónico de control complejo que constituye la transmisión de control, o forma parte de ella, de una función a la que es aplicable el presente Reglamento. Se refiere también a cualquier otro sistema que entre dentro del ámbito de aplicación del presente Reglamento, así como a enlaces de transmisión hacia o desde otros sistemas que no entren dentro del ámbito de aplicación del presente Reglamento, pero que actúen sobre una función a la que sí le sea aplicable.

2.2.

«Concepto de seguridad»: descripción de las medidas que forman parte del sistema, por ejemplo dentro de las unidades electrónicas, para velar por la integridad del sistema, garantizando así su funcionamiento seguro en condiciones con y sin fallos, aun en caso de fallo eléctrico. La posibilidad de recurrir a un funcionamiento parcial o incluso a un sistema de reserva para mantener las funciones esenciales del vehículo puede formar parte del concepto de seguridad.

2.3.

«Sistema electrónico de control»: combinación de unidades diseñadas para producir conjuntamente la función de control del vehículo declarada, por medio del procesamiento electrónico de datos. Estos sistemas, controlados a menudo mediante software, se construyen a partir de componentes funcionales diferenciados, como sensores, unidades electrónicas de control y actuadores, y se conectan mediante enlaces de transmisión. Pueden incluir elementos mecánicos, electroneumáticos o electrohidráulicos.

2.4.

«Sistema electrónico de control del vehículo complejo»: sistema electrónico de control en el que una función controlada por un sistema electrónico o por el conductor puede ser anulada por un sistema electrónico de control o una función de un nivel superior. Una función anulada pasa a formar parte del sistema complejo, al igual que todo sistema/función prevaleciente que entre dentro del ámbito de aplicación del presente Reglamento. Se incluirán también los enlaces de transmisión hacia y desde sistemas/funciones prevalecientes que no entren dentro del ámbito de aplicación del presente Reglamento.

2.5.

Sistema/función «electrónico de control de un nivel superior»: aquel que emplea dispositivos adicionales de procesamiento y/o detección para modificar el comportamiento del vehículo ordenando variaciones de la función o las funciones del sistema de control del vehículo. Esto permite que los sistemas complejos cambien automáticamente sus objetivos en función de una escala de prioridades que depende de las circunstancias detectadas.

2.6.

«Unidad»: división más pequeña de los componentes del sistema que se considerará en el presente anexo, ya que estas combinaciones de componentes se tratarán como entidades únicas a efectos de identificación, análisis o sustitución.

2.7.

«Enlace de transmisión»: medio utilizado para interconectar las unidades distribuidas, con el fin de transmitir señales, datos relativos al funcionamiento o un suministro de energía. Este equipo es, por lo general, eléctrico, pero puede ser en parte mecánico, neumático o hidráulico.

2.8.

«Ámbito de control»: variable de salida que define el ámbito en el que el sistema puede ejercer su control.

2.9.

«Límite de funcionamiento efectivo»: límite físico externo dentro del cual el sistema puede mantener el control.

2.10.

«Función relacionada con la seguridad»: función del «sistema» que es capaz de cambiar el comportamiento dinámico del vehículo. «El sistema» puede ser capaz de desempeñar más de una función relacionada con la seguridad.

3.   Documentación

3.1.

Requisitos

El fabricante deberá presentar una documentación que muestre el diseño básico del «sistema» y los medios por los que se conecta con otros sistemas del vehículo o mediante los cuales controla directamente las variables de salida. Deberán explicarse las funciones del «sistema» y el concepto de seguridad, según estén establecidos por el fabricante. La documentación deberá ser breve, pero deberá aportar pruebas de que en el diseño y el desarrollo se han aprovechado los conocimientos especializados de todos los ámbitos relacionados con el «sistema». De cara a las inspecciones técnicas periódicas, la documentación deberá describir el modo de comprobar el estado de funcionamiento del «sistema» en ese momento.

El servicio técnico deberá determinar si la documentación demuestra que el «sistema»:

a)

está diseñado para funcionar, en condiciones con y sin fallos, de tal manera que no genere riesgos de seguridad críticos;

b)

cumple, en condiciones con y sin fallos, todos los requisitos de rendimiento pertinentes especificados en otras partes del presente Reglamento, y

c)

se desarrolló según el proceso/método de desarrollo declarado por el fabricante.

3.1.1.

La documentación deberá estar disponible en dos partes:

a)

La documentación oficial para la homologación, que incluirá el material que figura en el punto 3 (a excepción del mencionado en el punto 3.4.4) y se facilitará al servicio técnico cuando se presente la solicitud de homologación de tipo. El servicio técnico utilizará esta documentación como referencia de base para el proceso de verificación expuesto en el punto 4 del presente anexo. El servicio técnico se asegurará de que esta documentación esté disponible durante un período establecido de acuerdo con la autoridad de homologación. Dicho período durará, como mínimo, diez años a partir del cese definitivo de la producción del vehículo.

b)

El material adicional y los datos de análisis del punto 3.4.4, que conservará el fabricante, pero que se presentarán a inspección en el momento de la homologación de tipo. El fabricante se asegurará de que este material y los datos de análisis estén disponibles durante un período de diez años a partir del cese definitivo de la producción del vehículo.

3.2.

Descripción de las funciones del «sistema»

Deberá facilitarse una descripción que ofrezca una explicación simple de todas las funciones de control del «sistema» y de los métodos empleados para alcanzar los objetivos, indicando los mecanismos mediante los cuales se ejerce el control.

Deberá señalarse toda función descrita que pueda ser anulada, y describirse con más detalle el cambio de criterio del funcionamiento de la función.

3.2.1.

Deberá proporcionarse una lista de todas las variables de entrada y detectadas, e indicarse su intervalo de funcionamiento.

3.2.2.

Deberá facilitarse una lista de todas las variables de salida que estén controladas por el «sistema» e indicarse, en cada caso, si dicho control es directo o se ejerce a través de otro sistema del vehículo. Deberá definirse el ámbito de control (punto 2.8) ejercido sobre cada una de estas variables.

3.2.3.

Cuando sea pertinente desde el punto de vista del rendimiento del sistema, deberán indicarse los límites de funcionamiento efectivo (punto 2.9).

3.3.

Configuración y esquema del sistema

3.3.1.

Inventario de componentes

Deberá facilitarse una lista en la que se enumeren todas las unidades del «sistema» y se indiquen los demás sistemas del vehículo que son necesarios para lograr la función de control de que se trate.

Deberá proporcionarse un esquema que muestre la combinación de estas unidades e ilustre claramente la distribución de los equipos y las interconexiones.

3.3.2.

Funciones de las unidades

Deberá indicarse la función de cada unidad del «sistema» y deberán mostrarse las señales que las vinculen a otras unidades o a otros sistemas del vehículo. Esta información podrá suministrarse mediante un diagrama de bloques con etiquetas u otro tipo de esquema, o mediante una descripción acompañada de un diagrama de este tipo.

3.3.3.

Interconexiones

Las interconexiones presentes en el «sistema» deberán mostrarse mediante un diagrama de circuitos, en el caso de los enlaces de transmisión eléctricos, un diagrama de tuberías, en el caso del equipo de transmisión neumático o hidráulico, y un diagrama simplificado, en el caso de las conexiones mecánicas. Se mostrarán también los enlaces de transmisión hacia y desde otros sistemas.

3.3.4.

Flujo de señales, datos de funcionamiento y prioridades

Deberá haber una correspondencia clara entre estos enlaces de transmisión y las señales o los datos de funcionamiento transmitidos entre las unidades. Deberán declararse las prioridades de las señales o los datos de funcionamiento en los canales de datos multiplexados, siempre que la prioridad pueda afectar al rendimiento o la seguridad por lo que respecta al presente Reglamento.

3.3.5.

Identificación de las unidades

Cada unidad deberá estar identificada de manera clara e inequívoca (por ejemplo, mediante el marcado del hardware y el marcado, o una salida de software, del contenido lógico) para poder asociar el hardware a la documentación correspondiente.

Cuando varias funciones se combinen en una única unidad o, de hecho, en un único ordenador, pero en el correspondiente diagrama se muestren en múltiples bloques para mayor claridad y para facilitar su explicación, deberá utilizarse un solo marcado de identificación del hardware. Al utilizar esta identificación, el fabricante estará afirmando que el equipo suministrado es conforme con el documento correspondiente.

3.3.5.1.

La identificación define la versión de hardware y de software y, en caso de que esta última cambie de tal modo que altere la función de la unidad por lo que respecta al presente Reglamento, deberá cambiarse también la identificación.

3.4.

Concepto de seguridad del fabricante

3.4.1.

El fabricante deberá presentar una declaración en la que afirme que la estrategia elegida para lograr los objetivos del «sistema» no perjudicará, en condiciones sin fallos, el funcionamiento seguro del vehículo.

3.4.2.

En cuanto al software empleado en el «sistema», deberá explicarse su arquitectura básica y deberán indicarse los métodos y las herramientas de diseño utilizados. El fabricante deberá presentar pruebas de los medios utilizados para determinar la realización de la lógica del sistema durante el proceso de diseño y de desarrollo.

3.4.3.

El fabricante deberá proporcionar al servicio técnico una explicación de las medidas de diseño integradas en el «sistema» para garantizar su funcionamiento seguro en condiciones de fallo. Tales medidas de diseño en caso de fallo del «sistema» pueden consistir, por ejemplo, en:

a)

volver al funcionamiento con un sistema parcial;

b)

pasar a un sistema de reserva aparte;

c)

suprimir la función de nivel superior.

En caso de fallo, deberá advertirse al conductor, por ejemplo mediante una señal de aviso o la aparición de un mensaje. Cuando el conductor no desactive el sistema, por ejemplo poniendo el interruptor de contacto (marcha) en la posición de off o desactivando esa función en particular, en caso de que exista un interruptor especial para ello, la señal de aviso deberá mantenerse mientras persista la condición de fallo.

3.4.3.1.

Si la medida elegida selecciona un modo de funcionamiento de rendimiento parcial en determinadas condiciones de fallo, deberán especificarse dichas condiciones y definirse los límites de eficacia resultantes.

3.4.3.2.

Si la medida elegida selecciona un medio secundario (de reserva) para lograr el objetivo del sistema de control del vehículo, deberán explicarse los principios del mecanismo que permite cambiar a dicho medio, la lógica y el nivel de redundancia, así como todas las características de comprobación de reserva incorporadas, y deberán definirse los límites de la eficacia de reserva resultantes.

3.4.3.3.

Si la medida elegida selecciona la supresión de la función de nivel superior, deberán inhibirse todas las señales de control de salida asociadas a dicha función, de tal manera que se limiten las perturbaciones de transición.

3.4.4.

La documentación deberá ir acompañada de un análisis que muestre, en términos generales, cómo se comportará el sistema en caso de que se produzca cualquier peligro o fallo que repercuta en el rendimiento del control del vehículo o en la seguridad de este.

El fabricante establecerá y mantendrá los enfoques analíticos elegidos y los pondrá a disposición del servicio técnico para su inspección en el momento de la homologación de tipo.

El servicio técnico evaluará la aplicación de los enfoques analíticos. La evaluación incluirá:

a)

una inspección del enfoque de seguridad a nivel de concepto (vehículo) con la confirmación de que comprende un análisis de las interacciones con otros sistemas del vehículo; este enfoque se basará en un análisis de peligros/riesgos adecuado para la seguridad del sistema;

b)

una inspección del enfoque de seguridad a nivel de sistema; este enfoque se basará en un análisis modal de fallos y efectos (AMFE), un análisis por árbol de fallos o cualquier otro procedimiento similar que resulte adecuado para las consideraciones relativas a la seguridad del sistema;

c)

una inspección de los planes y los resultados de validación. En esta validación se utilizarán, por ejemplo, ensayos de tipo sistema físico en la realimentación (HIL, Hardware in the Loop), ensayos de funcionamiento del vehículo en carretera o cualquier otro medio apropiado de validación.

La evaluación consistirá en controles de peligros y fallos elegidos por el servicio técnico para asegurarse de que la explicación del concepto de seguridad por parte del fabricante resulte comprensible y lógica y de que los planes de validación sean adecuados y se hayan completado.

El servicio técnico podrá efectuar o pedir que se efectúen ensayos, según las especificaciones del punto 4, para verificar el concepto de seguridad.

3.4.4.1.

Esta documentación enumerará los parámetros objeto de seguimiento e indicará, para cada condición de fallo del tipo definido en el punto 3.4.4, la señal de aviso que deberá recibir el conductor o el personal encargado del mantenimiento o de la inspección técnica.

3.4.4.2.

En esta documentación se describirán las medidas adoptadas para garantizar que el «sistema» no perjudique el funcionamiento seguro del vehículo si el rendimiento de dicho «sistema» resulta afectado por las condiciones ambientales, tales como la meteorología, la temperatura, la entrada de polvo o de agua o la acumulación de hielo.

4.   Verificación y ensayo

4.1.

El funcionamiento del «sistema», según se expone en los documentos exigidos en el punto 3, deberá someterse a ensayo como se indica a continuación.

4.1.1.

Verificación del funcionamiento del «sistema»

El servicio técnico verificará el «sistema» en condiciones sin fallos ensayando una serie de funciones seleccionadas entre las declaradas por el fabricante en el punto 3.2.

En el caso de sistemas electrónicos complejos, los ensayos incluirán situaciones en las que se anule una función declarada.

4.1.2.

Verificación del concepto de seguridad del punto 3.4

Deberá comprobarse cómo reacciona el «sistema» ante la presencia de un fallo en cualquiera de las unidades, aplicando las señales de salida correspondientes a unidades eléctricas o elementos mecánicos con el fin de simular los efectos de fallos ocurridos dentro de la unidad. El servicio técnico llevará a cabo esta comprobación respecto a, como mínimo, una unidad, pero no comprobará la reacción del «sistema» ante múltiples fallos simultáneos de distintas unidades.

El servicio técnico verificará que estos ensayos incluyan aspectos que puedan incidir en la controlabilidad del vehículo y la información al usuario (aspectos de la interfaz persona-máquina).

4.1.2.1.

Los resultados de la verificación deberán corresponderse con el resumen documentado del análisis de fallos, hasta un nivel de efecto global que confirme que el concepto de seguridad y la ejecución son adecuados.

5.   Notificación por parte del servicio técnico

La notificación de la evaluación por parte del servicio técnico se realizará de tal manera que permita su trazabilidad, por ejemplo codificando y enumerando en los registros del servicio técnico las versiones de los documentos inspeccionados.

El apéndice 1 del presente anexo recoge un ejemplo de modelo de formulario de evaluación remitido por el servicio técnico a la autoridad de homologación de tipo.

Anexo 3 - Apéndice 1

Modelo de formulario de evaluación de sistemas electrónicos

N.o de acta de ensayo: …

1.   

Identificación

1.1.   

Marca del vehículo: …

1.2.   

Tipo: …

1.3.   

Medio de identificación del tipo, si está marcado en el vehículo: …

1.4.   

Ubicación de ese marcado: …

1.5.   

Nombre y dirección del fabricante: …

1.6.   

En su caso, nombre y dirección del representante del fabricante: …

1.7.   

Documentación oficial del fabricante:

N.o de referencia de la documentación: …

Fecha de publicación original: …

Fecha de la última actualización: …

2.   

Descripción de los vehículos/sistemas de ensayo

2.1.   

Descripción general: …

2.2.   

Descripción de todas las funciones de control del «sistema» y los métodos de funcionamiento: …

2.3.   

Descripción de los componentes y diagramas de las interconexiones dentro del «sistema»: …

3.   

Concepto de seguridad del fabricante

3.1.   

Descripción del flujo de señales y los datos relativos al funcionamiento y de sus prioridades: …

3.2.   

Declaración del fabricante:

El fabricanteafirma que la estrategia elegida para lograr los objetivos del «sistema» no perjudicará, en condiciones sin fallos, el funcionamiento seguro del vehículo.

3.3.   

Arquitectura básica del software y métodos y herramientas de diseño utilizados: …

3.4.   

Explicación de las disposiciones de diseño integradas en el «sistema» en condiciones de fallo: …

3.5.   

Análisis documentado del comportamiento del «sistema» en las distintas condiciones de peligro o fallo: …

3.6.   

Descripción de las medidas existentes respecto a las condiciones ambientales: …

3.7.   

Disposiciones relativas a la inspección técnica periódica del «sistema»: …

3.8.   

Resultados del ensayo de verificación del «sistema», de acuerdo con el punto 4.1.1 del anexo 3 del Reglamento n.o 152 de las Naciones Unidas: …

3.9.   

Resultados del ensayo de verificación del concepto de seguridad, de acuerdo con el punto 4.1.2 del anexo 3 del Reglamento n.o 152 de las Naciones Unidas: …

3.10.   

Fecha del ensayo: …

3.11.   

Este ensayo se ha llevado a cabo y sus resultados se han consignado de conformidad con … del Reglamento n.o 152 de las Naciones Unidas, modificado en último lugar por la serie … de enmiendas.

Servicio técnico (1) que ha realizado el ensayo

Firma: …

Fecha: …

3.12.   

Autoridad de homologación de tipo1

Firma: …

Fecha: …

3.13.   

Observaciones: …

(1)  Deben firmar personas diferentes, aun cuando el servicio técnico y la autoridad de homologación de tipo sean la misma entidad o, alternativamente, con el acta se expide una autorización aparte emitida por la autoridad de homologación de tipo.

Anexo 3 - Apéndice 2

Situaciones de reacciones erróneas

Se utilizarán las siguientes situaciones para evaluar las estrategias aplicadas por el sistema a fin de minimizar la generación de reacciones erróneas. En cada tipo de situación, el fabricante del vehículo explicará las estrategias principales aplicadas para garantizar la seguridad.

El fabricante proporcionará pruebas (por ejemplo, resultados de simulaciones, datos de ensayos en condiciones reales, datos de ensayos en pista) del comportamiento del sistema en los tipos de situaciones descritas. Los parámetros descritos en el punto 2 de cada situación se utilizarán como orientación si el servicio técnico considera necesaria una demostración de la situación.

a)

Definición de la relación de solapamiento entre el vehículo objeto de ensayo y el vehículo conexo

La relación de solapamiento entre el vehículo objeto de ensayo y el vehículo conexo se calculará mediante la fórmula siguiente.

Roverlap = Loverlap / Wvehicle * 100

Donde:

Roverlap

:

Relación de solapamiento [%]

Loverlap

:

Valor del solapamiento entre las prolongaciones de las líneas de la anchura del vehículo objeto de ensayo y del vehículo conexo [m]

Wvehicle

:

Anchura del vehículo objeto de ensayo [m] (al medir la anchura del vehículo no se incluyen los sensores, los dispositivos de visión indirecta, las manijas de las puertas ni las válvulas de conexión de los neumáticos para manómetros)

b)

Definición de la relación de desalineación entre el vehículo objeto de ensayo y el objeto estacionario

La relación de desalineación entre el vehículo objeto de ensayo y el objeto estacionario se calculará mediante la fórmula siguiente.

Roffset = Loffset / (0.5*Wvehicle) * 100

Roffset

:

Relación de desalineación [%]

Loffset

:

Valor de la desalineación entre el centro del vehículo objeto de ensayo y el centro del objeto estacionario; la dirección del desvío hacia el lado del asiento del conductor se define como más (+) [m]

Wvehicle

:

Anchura del vehículo objeto de ensayo [m] (al medir la anchura del vehículo no se incluyen los sensores, los dispositivos de visión indirecta, las manijas de las puertas ni las válvulas de conexión de los neumáticos para manómetros)

Situación 1

Giro a la izquierda o giro a la derecha en la intersección

1.1.

En esta situación, el vehículo objeto de ensayo gira a la izquierda o a la derecha delante de un vehículo que circula en sentido opuesto y que está parado para efectuar un giro a la izquierda o a la derecha en una intersección.

1.2.

Ejemplo detallado de situación:

El vehículo objeto de ensayo circula a una velocidad de 30 km/h (con una tolerancia de + 0/– 2 km/h) hacia la intersección y desacelera frenando hasta alcanzar una velocidad no inferior a 16 km/h en el momento en que empieza a desviar su trayectoria hacia la izquierda o la derecha, y el tiempo para colisión (TTC) con el vehículo que circula en sentido opuesto no es superior a 2,8 segundos. Cuando el vehículo objeto de ensayo gira a la izquierda o a la derecha en la intersección, su velocidad se reduce a 10 km/h como mínimo y, a continuación, circula a una velocidad constante. El tiempo para colisión con el vehículo en sentido opuesto no es superior a 1,7 segundos en el momento en que la relación de solapamiento entre el vehículo objeto de ensayo y el vehículo que circula en sentido opuesto es del 0 %.

Figura 1

Giro a la izquierda o giro a la derecha en la intersección

A)   Conducción por el lado derecho de la calzada

Imagen: data:image/jpg;base64,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

B)   Conducción por el lado izquierdo de la calzada

Imagen: data:image/jpg;base64,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

Situación 2

Giro a la derecha o a la izquierda de un vehículo que circula por delante

2.1.

En esta situación, el vehículo objeto de ensayo sigue un vehículo que circula por delante. A continuación, este último gira a la derecha o a la izquierda en una intersección, y el vehículo objeto de ensayo va recto.

2.2.

Ejemplo detallado de situación:

Tanto el vehículo que circula por delante como el vehículo objeto de ensayo circulan a una velocidad de 40 km/h (con una tolerancia de + 0/– 2 km/h) por una calzada recta. El vehículo que circula por delante desacelera frenando hasta alcanzar una velocidad de 10 km/h (con una tolerancia de + 0/– 2 km/h) para girar a la derecha o a la izquierda en la intersección, y el vehículo objeto de ensayo también desacelera frenando para mantener una distancia adecuada con el vehículo que circula por delante. En el momento en que el vehículo que circula por delante comienza a girar a la derecha o a la izquierda, la velocidad del vehículo objeto de ensayo no es inferior a 26 km/h y el tiempo para colisión con el vehículo que circula por delante no es superior a 4,7 segundos. A continuación, el vehículo objeto de ensayo desacelera hasta alcanzar una velocidad no inferior a 20 km/h y después circula a una velocidad constante. El tiempo para colisión con el vehículo que circula por delante no es superior a 2,5 segundos en el momento en que la relación de solapamiento entre el vehículo objeto de ensayo y el vehículo que circula por delante es del 0 %.

Figura 2

Giro a la derecha o a la izquierda de un vehículo que circula por delante

A)   Conducción por el lado derecho de la calzada

Imagen: data:image/jpg;base64,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

B)   Conducción por el lado izquierdo de la calzada

Imagen: data:image/jpg;base64,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

Situación 3

Curva con guardarraíl y objeto estacionario

3.1.

En esta situación, el vehículo objeto de ensayo circula por una curva de radio pequeño con guardarraíl en el lado exterior y, justo fuera del guardarraíl, siguiendo una prolongación de la línea del centro del carril, se encuentra un vehículo estacionario (categoría M1), un objetivo estacionario en forma de peatón o un objetivo estacionario en forma de bicicleta.

3.2.

Ejemplo detallado de situación:

El vehículo objeto de ensayo circula a una velocidad de 30 km/h (con una tolerancia de + 0/– 2 km/h) hacia la curva, cuyo radio en el lado exterior de la calzada no es superior a 25 m, y desacelera frenando hasta alcanzar una velocidad no inferior a 22 km/h en el momento en que entra en la curva. El tiempo para colisión con el objeto estacionario no es superior a 1,6 segundos en el momento en que el vehículo objeto de ensayo empieza a girar en la curva. En esta curva, el vehículo objeto de ensayo circula por el carril exterior en relación con el centro de la calzada. A continuación, el vehículo objeto de ensayo sigue girando en la curva a una velocidad constante no inferior a 21 km/h. El tiempo para colisión con el objeto estacionario no es superior a 1,1 segundos en el momento en que la relación de solapamiento entre el vehículo objeto de ensayo y el vehículo estacionario es del 0 %, o en el momento en que la relación de desalineación entre el vehículo objeto de ensayo y el centro del objetivo estacionario en forma de peatón o el objetivo estacionario en forma de bicicleta es del – 100 %.

Figura 3

Curva con guardarraíl y objeto estacionario

A)   Conducción por el lado derecho de la calzada

Imagen: data:image/jpg;base64,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

B)   Conducción por el lado izquierdo de la calzada

Imagen: data:image/jpg;base64,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

Situación 4

Cambio de carril debido a obras en la calzada

4.1.

En esta situación, el vehículo objeto de ensayo cambia de carril delante de un panel de señalización situado en el centro del carril que indica al conductor que este se estrecha.

4.2.

Ejemplo detallado de situación:

El vehículo objeto de ensayo circula por una calzada recta a una velocidad de 40 km/h (con una tolerancia de + 0/– 2 km/h) y empieza a desviar su trayectoria para cambiar de carril delante de un panel de señalización que indica el estrechamiento del carril. Ningún otro vehículo se aproxima al vehículo objeto de ensayo. El tiempo para colisión con el panel de señalización no es superior a 4,2 segundos en el momento en que el vehículo objeto de ensayo comienza a desviar su trayectoria. Durante el cambio de carril, la velocidad del vehículo objeto de ensayo es constante y el tiempo para colisión con el panel de señalización no es superior a 3,3 segundos en el momento en que la relación de desalineación entre el vehículo objeto de ensayo y el centro del panel es del – 100 %.

Figura 4

Cambio de carril debido a obras en la calzada

A)   Conducción por el lado derecho de la calzada

Imagen: data:image/jpg;base64,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

B)   Conducción por el lado izquierdo de la calzada

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAbAEmgMBIgACEQEDEQH/xAAdAAEAAgIDAQEAAAAAAAAAAAAABgcFCAIDBAEJ/8QAaxAAAQIFAgIFBgcIDAkIBggHAQIDAAQFBhEHEiExCBMUQVEVImGRlNEWFzJSVXGBCTZCU1Z0sdIjMzU3VGJydZKhsrMYJDhlc5OktMElNHaClaLh4jlDY4OFwyYnRGSExNPwKEVGV2ajwv/EABwBAQABBQEBAAAAAAAAAAAAAAAFAgMEBgcBCP/EAEURAQABAwIDBQMJBAgEBwAAAAABAgMRBAUSITEGE0FRYXGBkQcUFiJSobHB0RUyVJIjMzQ1QrLS8BdyouEkNnOCk+Lx/9oADAMBAAIRAxEAPwDcuEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQHjrtNYrFEnqTNLdQxOy7ku6ppexYStJSSlXccHgY1J6T+itsad6PVG6Leq90eUJd+Xbb7RVluIwtwJVkYHcY3Ciiunb/AJONa/OpT+/TAeixOj3ZNLm6JckvU7pXOSymJxCXastbZWAFYKccRnuiH60aAWbbOmN0XPTatdYn5CnvzTHWVdakbwCRkY4jPdGx1ufe/TvzVr+wIhnST/eEvf8AmWY/sQFSaMaAWbc2mFr3PU6vdZn5+nsTT/V1daUb1AE4GOAz3Rn9YKvc1/6xSmi9qVucoNPlpHyjctSlDtfDSsBDDavwSrKcnv3jmAQZ50bP3g7I/mWX/sRXunjiKZ019RpGfUEv1akSc1IlR/bG0IbSoJ+o5/onwgPtc6LdqSlKenLJrdyUK5mUFyUqKaotZU8BlPWA8wTwO3HP7IsjQesXhWtM6bMX5SJqmXEzvl5xD7QbLxQcB0AcMKTg8OGc44ROlKCUlSiABxJPdEP0n1EoWpVCnK1bzE+3JS085Jb5ppKOtWgAlSMKOU+cMHh9UBMYQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAa6dLHytUNTdKLXkblrlClK1PTUvNuUucUw4pP7Bg8OBIycZBxkx3V7QO4KVRpupWvrTqE1VpZlbsv2+p9cwpSQSErTgcDjGeOPA8oxnS/l6zNau6Ny9u1Bin1ZyozaZSafa6xDTn+L4UU949EZiuab9IK5KW9RKxrHSZamzaS1NKkaKEPFs8FJChgjIyOBEBLOjZqPM3zojT7tuZ6Xl5tgPM1CZUUttEtKwXTyCQU4J5AHPIR2S3SC0amKqmmNX/Su0KXsBUHEtE5x+2lIR9ucRiL5sfTew+jXMWZcFXqFKtSWaQmZmWFgTUwsuhZ5JO5S18wBy4cAIrHVe5JGr6D1ikWzoTXpShy9LJl6jVJKXk25ZtCQRMJBJWpQAyMcTn0wG0FyXHQ7cp7E/WqkxJSr8w3LNOuE4W44cISMZ4kxD5/XHSaQuZdtzd9UlqpNu9S4gqUUIcBwUqcA2JIPA5VwPOKY1762a6F9gAzDqHXU0QdaFHeCWR5wPj3xYnSDsq1aR0ZrlpEjQ5BqVptKU5KgMJ3NuIwQ5uxnfniVczk55mAt6p1GQplNeqdRnZeUkmGy49MPOBDbaBzUVHgB6Yg1sa3aU3LXm6HRb2pkzUHV7GmTvb61XzUKWkBR8ACcxROstSnp/SXQi2X6fUKzI1tuTfqMhKLAdn0sy7Kg1kkDiVk8SOQPdHu1iE9e+nEzblP6PNzUydaQlVJmm5eWb7E6kgpKShWQnAwQO4wFgdImq1Sn6kaQy0hUpyUZnLl6qabZeUhL6MI81YBwocTwMXXGtOqLtZeqHR2duJl1msqq8v29t35aX+qa37vTuzGy3dARTUDUex7BaYXd9ySVJMxkstuEqccA5lKEgqIHjjEVJcuolOunXvSB6y7rM9RJ1dURNtycyoNuKQwClLrfDiOYChkZyI69HaJTrz6RuqV13JLM1Gdok+1SaY3MIC0yrKQrzkpIwCdo4+lXiY8OolpUK3+mZpfWKPIy8k9V253tbbCAhK1tsrAcKRw3ELwT37RAXTqBqbYdgqYRd1zyNLdfTuaZWVLdUnluCEAqxnvxiMlZN42xetJNVtWtydWlArYpyXXkoV81STxSfQQI1a0luSemdRdQb1nNK69etTfrz0ixPSyGXG5JhnzUsJ6xQKSAU5wOI2+mJbpVTbjb6S71z0rTWuWZbtXpC2aszNIaSyuaQSpDoS2SATwH1lR7zAbKxXNza5aT23XHaJWb3psvPsr2OtIC3erV3pUpCSEkd4J4d8WHMIU4w42hxTSlJIC080kjmPqjUnT4VfRa2qjaGoejVQuKnLmnnH7gpMq3OpnGnD8p1JG4YHziOHd3kNrqTU6fV6XL1SlzsvOyMy2HGZhhwLbcSe8KHAiIBMa86PsV00V2/qOmcS51Z89RaCs4wXQOr/70U3etctK3ehTVnNIqtPvUiZmRJpXMOq6+VLzyeuaIIBScEjHgvIJzmMpTHJOV05bsf8Awa7pdpXZAw5lmVK3FbcF0r3Z3k+duznMBsPX69SKFb0xX6rUGJSmS7QddmlnLaUHGFZHMcRy8Y1puysytvT5pFR6Vs7I1Ko4XUmjTkvIQhzzh1G0EyZ2EYyo4zmOtNOuyjdA246LeEhOyM7T2HZdhqbA6wS4fQW847gFED0CLPsaxrYlOjfK01dIlJlE9b4mZ1b7KVrmXnJfepxaiMlW48DnIwMchAWUmsUWSthFadrEr5IblkveUHplJaLW0YcLhOCCMHdnjmINSNfdHqrWW6RJX5TFTbqw22HA42hSicABa0hJyfTFNWWqyJzoMWwjUqr1KUovaVjZJK/ZppaJt4tsJGDuB28uHBOcjGY8fSGuNFwaGVaTpOhdao1KlmWls1KqSbEkJJAWnC20AlZJHm4GOCuPCAs7pbVeq0mT0+NLqc5ImZvKSYfMs+pvrWyFZQraRlJ7weETCtsSKtc7emHL3flJ1NKmUt26Crq5xJJy+eOMp9IJ4RVXSUWtzT/RxxxSlLVc9JKlKOSSWjxMSO8P8syxf+jc9/aVAS6pa4aT02ozNOnr7ozE1KvLZfaW6dyFpJCknhzBBESCxr7tC+Gpt206/JVdEmpKZgy6ierKslOcgc8H1RXevtxUm2ux23atr0er3/cbhbpksuSaX1eSd807lPBCeJyeZB7gqMxplptQtL9LKlT52pbJibYdmq9WUkNqW4UHrHQcealAJ2jHDGcZJgO2ua96QUWsOUmo33TETjSy24lsOOpQocCCtCSkEHnx4RPqVVqZVqOxWKZUJacpz7fWtTTLoU2tHzgocMRrZpvcFmyFiptnS/Re6ryoxDiBUp6QYZYqCiTlS3ncbh3Z2jAAGOEQCl1WpUroJTclJuKkVz9xOUtwoWSGGXH/AD0g+HApPiFHxgNlmdeNIHq+KG3f1HM4XOrHnqDRVnGA6R1fP+NHp1OZkHrvsRyavd+33W6qpUvItlW2rK2D9hVhQGO/jkcY41XR6xJ/S9dgeRJNim9k6hp1thHWtLCeDwVjPWZ87ceZznnFb6q0X4N3NoFb4qMxUU06tdmTNP46x1KGkpBVjhnAAgLR1nvuj2RaEy7OXRR6DU5plaKc5UNy09ZjG/q0ArWE5yQB4A4zGD6Nc3Yq7OXJ2je6runErDtUnpiYWqYceVzUptfnNo5hKcY4d5yYhmmlIkL06U+pdfuOXZn3rb7JTaUxMIC0yyFIUVLSk8ASUk5/jq8YaoUmQsvpRaY3Fbss1IP3EuaplVal0BCZlsJSUqUkcCQVA5/ip8IC4K9qDZdBmqpLVm5KfIu0lhuYnkvObepQ4cNk8OO48ABknwjy6fapaf39MPy1o3RJVSYYTvcYSFNuBOcbtiwCU5xxAxxEVDIW5Srh6cdxPVeWRON023pWbYYdTub67zEJcKTwJSFKxnkTkcY9t/U+RpnTM0xmqfKMSj0/Tqi3NrZbCC+lDKyndjnjxPo8IDYOIVf2q+ndhzzUjdl1yNNm3UhaZdW5x3aeSihAJSD4kAGJr3Rrp0R6HSrpl7u1KrsnL1G4KvcE0yp+YbS4ZdlvaEtIyPNGD3dwSO6Aua3L+s245+UkaFcdOqMxOSZnmG5d3eVsBewr4eCvNIPEHuj22xc9AuZE8ug1SXqCZCaXJzRZJPVPIxuQcjmMiKCsu1qNanTnqstQpVmTlZ61FTypZkbW2nFvNpXtSOCQSjdgd6jGY6Gv/MdSP+m8/wDoRAXPT7loU/cdSt2Tqcu9VqWltU7KpJ3sBwbkFX1jjEbvnV/TWyKqKVdF3U+nz5AJl/PdcQDyKkoBKc8+OIrqwppUl0odbJ1CesVL02mOhPiUyucf1RXHRquGelrImLlmNHLiu6r3BOTE1PVttuXcTM5cUnYkuK3BKcEEYxnMBtpbNfotzUZmsW/VJSp098fscxLOBaDjmMjkR3g8RGSjXnozUa4qNqnfLyLHq9o2jVkszsnIzqUBDMyPNcCAgkAHJOB3BI7hGw0AhCEAhCEAhCEAhCEAhCEAhCEAhCEAikb70OVUJ+t3EjVPUaRU+t6bTKStX2MNEgqCEJ28EDkB4Rd0eC4/vfqP5q7/AGDAao9HHTCp6l6UU+7axqxqPKTky8+2tuUrRDYCHCkY3AnkPGLauXQny1UWpw6p6iyGyVl5bqpSrhCFdU2lveRt+WrbuUe9RJjG9BL/ACcaL+dTf9+qL1PKA060C04q2oPwv8q6raiy3kO4H6ZL9mrKhvbRyUrcD531YHoi2NVLiqejelFDtS2Z+oXDdVVnBS6NMVV3r3nHXFlRdcOMK2bgBnhxTngDGI6GHPU7/ppOf8I+9JNaZLXjROpzygKcirzDClKOEpeWGgjP249UB3S/R0m6jICeurVm/Z25HEhTk5KVLqWW3PBtvBwkH0j7OUZno+VLUKnV+5dPL/M/VlURxC6XX3ZZSUT8uscAVngpacpzxJ4kEnbmLkHIRFpK/bdnNSp7T6WmH3K7ISSZ2ZbDKurbbVtxlfLPnp4emAlMIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEV70hrAnNTdLp60ZCoMSD8y8y4H3kKUkBDgURgceOIsKEB5qXLqlKbLSqlBSmWUNlQ5EpSBn+qMHqnbb94ac1+15aZblXqpIOyqHnEkpQVjGSBxxElhARrSy237P05oFrzMy3NPUuQalVvNpISsoGMgHjiIjrfpM5fE/Sbptuuu23eVEJ8n1NtG9KkHiWnE/hIOT443K4EEiLThAa91i0ekzdNLetqt3lZNHpkwgszNQpcu8qbdbPBWAoAAkeBT9cW/pjZVH0+sinWnQ0L7JJNkdY5je6snK3FEfhKJJ9HIcBElhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAVZq7p1W7u1Q03uemzMg1J2xPvTE6h9xaXFpX1eA2AkgnzDzI7otMcoQgK36Run1Q1I04VRaPOsSlUlJxmfklTAJZW60ThK8A+aQo8cHjiIPdtD1+1IsupWpW5S07SlZmUW3MzMvMrmnZtW3g2kcmm1KwFKJKgOQMbAQgNeqrpnqHd/Rxt6xatKUSkVqjTkkgZnFONOy0skJCypKVYWofg8uHMZ4WxrFbU/eGl9xWxTHZdqdqcg5LsrmFFLaVKHAqIBIH1AxLYQFNXjpBVK3o5ZlCkqvL0y77QYk3abUEblMpmWWkoUDwyW1FPPGeAODxBwNcovSHv6lt2lX0WzaFMdWgVOrUqbccmXm0kEpZTnzN2O8j68ZB2DhAVZqdptU7guLTSbo0zKtyVp1VEzMibeWXXGUpQkBJCTuX5v4RH1xacIQFFXhYGotp6tVLUXSlVInm6602itUSpOqaQ64gYS62scAceJGCVc84Hho+mWqdf1ptXVO96jQZdymKfaVSJJxwolZctLSgIUQescUtZKiSBgDBPIbBwgKHn7F1N081Ar1w6WM0OtUO45jtk/Rak8WFS80flONLHDCuJIP1YOAYkGktnX98NqlqBqTV5bylNywk5KjU15xUnIsggk8ThThI58cZPE5wLYhAdM9Lpm5J+VWtxCXm1NqU2raoBQIyD3HjwMa/WnSekdp/S3LUpstbN4SDDrhkKvUqg6h9KFKJAeSTlWCeQzjkCRiNh4QFIWZoQ2zofcVi3XUmpqo3NNvVCoTUo3htiZWUqSWknHmoKEnkM8eQjFS0l0nJK2xZjTNmvqbZ7I1cyppxLgaxtDhaxkuhPfjGR3842EhAVLX9Kakro2z2mNMrRqFUfkuqNQqby8PPKcC1LUfOUE5yAOOBgRN6NQZuT0zkbZdcZM4xRm5FS0k9WXEsBskHGdufRnHdEjhAa2v6D3a10e7MtaUqVJF2WjVTVZYla1yb6w844EKJSFclp47eYI5HMenUa19edVLCqlt1iWtW05VyX3Kalplcy7PupIUhsr+Sy0SMk8VcAOWY2JhAURdGnd/Xzpxp7JVWVo1HrFvVyUnZ1ntanG1MS4KPMUlJytQwdvIcsxMK9YlXn+kDbV/szEkKXS6RMyT7SlqD6luElJSNuCOPHKh9UWPCA1nt3TTX639QrgvaWmtN6tWKu4Uicqrk4tyXlwTsZbCEpShGNuQM8hxiw5e29ULwsi6rX1OmLRlmapIKlZJ63xMFTalpUFKcDvMA7CAOfHMWrCA1+sSj9IWh2jTtP2pCzKfLU9hMk1cImVuqQwnzQtEvgbnAnluwCecY/T7RO6HNILr0ivZEiiluTa5mk1mWf6x111Tm9Lim+G3BSkkZGdxHpjZGEBrpP0XpK1WzHNPJ1FoMsPy/YJi5UTbhdXLkbVKDWM9YU8CcDmeXMSes6PzTB0nkLdmpUU2yJ0OzJmlqS68gIAJSEpIKioEkEgcecXJCApG+dP7+t3Vma1N0rXSJt+rSyJet0apOFpuZKAAh1tY5KAA547+eSI42Tp/f1y6syWpeqq6TKOUaXWxRKLTXFOty6ljC3XFnmognlnuPDaAbwhAVpQbBrEh0ibi1DemJFVJqVFYkGWkrUX0uIKCSpO3aE+aeIUT6I+XnYFZrOvNi35KzEiimW/LTrU224tQeWXm1JTsASQRk8ckfbFmQgHdGvUtYerGlt7V+b0uYoVdtevzap5VKqMyphclMK+UUK5FJ+s8ABjIydhYQGreldLu2m9Mybmb3qUlOVypWgqcfRJJUJeVBmEIQw3u4lKUoHE8yTz5nPW/ZusWmN4XW1Y1Ltu4bduGqOVRkz86qXdk3XPlBeB5yRwHDOQkHgSRFtfAGkfGx8ZPaZ3yt5I8k9TvT1HVdZ1m7G3duz37sY7olkBTOiWl12WlqLeF2XZW6dWHrkYllPLYSpOHk7i4gIKcBtO4JTxJITxxGAoNl6xaSzNRoWnMnbtzWhMzTk1T5apTKpeYpxWcqbyOCkZ+08+GTnYWEBWuiNlXXb663cd+V9NUuOvPpdfZlnFmTkm0ghDLKVdwzxOBnA54ybKhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAR5qtLrm6XNSrZSFvMrbSVcgSkgZ9cemEBW3RqsKr6a6TU+065MSUxPSzz7i1ya1KbIW4VDBUlJ5HwiyTCEBVnR907rWn/wx8szMg/5buF+py3ZVqVtaXyC9yRhXoGR6YzutWnNK1Psd+3Ki85KPJcTMSM60MuSswnO1wcs8yCMjIJ4g4Im0ICgKe70p6HTRQjTrHuJbSerZrL8042pY5BTiMpyrxwPXziUaCaWVCyZit3TdtYbrl53C6HalONpw02kfJabBA80eOBySMAJEWvCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhA8oCBXLrDp3bs1WpOrXChiborzDE5L9ndU51ryCtpDaQn9lUUgnCM4xxxHPTHVmxtRZmckrZqy3Z+SG6Zk5iXWw+2nON2xYBIyQMjOMjOMiKt0qo9OnOmZqrVpqWbdm6exIplVrGeqLjKAtSfBWE4zzwSO+MjXJdiX6c1vvMNIbcm7Qe7QpIwXcOLA3eOAkD7B4QE51J1l0+0/qjVIuGtKFUdQFiSlJdcw8En8JSUA7R9eM90ZrTjUC0dQ6Ouq2jWGaiw0sIeSEqQ4yrwWhQCk9+MjBxwzFS9EGTlapP6i3vPoQ9cE7dU1KPPLSC40y3tKGgTxCfOPAeCfCDUpLW104EsUVCJdm4rVVM1NhoAJW8h1QS6QPwjsHH0nxMBsFFSXP0jNJrfrk1SJu4nZh+TWW5tcnJOzDTCgcEKWhJTkHnjMWxMN9cw40FqRvSU7knBGRjI9MavaesanaGW3O2dUdLDetuGYfdFToz6VPPoWePWsKBUs44cccOGTjMBfs7f9oSmnyr/crTK7aSyHzPMoW6nYVBOQlIKidxwRjIOcjhGZRV6eugprqZjNPVK9rDuxXFrZv3Yxn5PHGMxrRc87p7O9CK7TptLTclR28pdkppSy9Kvl9pTjagpSsHiDgEjjwi65MgaCsEkAC2Ekn/8ACQHoc1Pshuw6ffK61i36i6hmVmzLO+etayhI2bdw84EcQMRFqh0jtIZG4l0Z+6RuQ+Zdc2iUdVKJcHNPXBO0/WCR6Yoi8G0u/c97SaW51aVzcukr+aDNOjMbR1CxLUc0ucsZdNlE0BMgZZLPVjahIRwX/KB87dzzxzmAkM/WKVIUR2tzlRlWKY0z2hc2t0BpLeM793LGOOYq+j9JHSCqVpmmM3Opnr3OqYmZmSeZlnVZxgOqSEj6zgRrbM12uVXok6ZW8phyqMz11CmuSwfDPbGWnVluXLiuCQThIJ4DaPCLj1Ed1LvHTefsh/o5plpJ+VLEpi5JEplFgYbcQkYxsOCMY5Y74C8Lsu+3rVNK8vVFMn5Wn26fJEtrWHH152pykHbnB844A7zFUaj6iaU6kaY3dJLvafp9GpEzKtVGq09hzLa1PDYGyEkrBUjaSkEYPhxiutc6FWxoBo7bF6sus1P4QyMhPo69K1pGxxv5aCQTsxxBMT/pk0unUfouVyn0qRlpGUZckkNssNhCEJEy2AABAWreF52rYlqorlz1pmn05KUoQ67kqdO3glKQCpSiBnAGecRnT7XPTa+K6mg0auLbqridzMpOyrkst5OM5RvACuAJwDnAziIBekpLXJ0tdPaFW2kzNMplsu1SVl3RltcyVKTu2ngSAhKv+qI9XThk5WU02pl4yzSW69QazKPU6aRwdSSvBQDzweBx4pEBa906hWda9YFJr9bap82ae7UcOtr2iXbOFrKwNvPgE5yTyBju05vWgagWw1cltTDsxTnXXGkOOMqaJKFbT5quOMxSurVCply9MDTaRrUoialBRZmZXLugKQtTZcWkKB4EBQBxy4CNimWm2WktMtpbQkYCUpAA+wQGFvm77bsi33a9dNWYplPbUEF13JKlHOEpSASpRweABPAxBrP6Qmlt0XDK0CRrr8tPzigmURPSTsumYJ5BClpwSe4EjPIcY8XSSqVhSE1aBuqiVS46yipF6g0WnjeuZfTtypSCQkpTkfK8eR4xVnSRuK/bjoVrTFwaXItemy1zSSmZ2bqjMxNFZUQEpbbGUAjJJJ7hwgNtoR8Ty+0x9gEIQgEIQgEIQgEIQgEIQgK/rjEirXO3phy95iTnEUqYS3boKurnE5OXz523KfSCeEe2vaqae0GVqU1V7rp0o3TJvsU3vUdzb+3d1YSBlSsccJB4AxALz/yy7G/6NT36VRgdAbZpFT6Q2r9eqMq3NzVPrSWZMPJC0sdYFla0g8AohCRu54GO+AunT/UCzb+kn5u0Lgk6s3LqCXg0SlbZPLchQCk5wcEjjgxi731h00sqsCkXNd9PkKhgFUv57i0Z5bwgHZkcfOxwisKGzK2/00bsNKkmZZp6ykzr7LKAhLryXW/OIHecc/SY+9C62qNWdMJi/azJSlTuC5KjNPz83MtJdcwHVJ6sFQOE8Ccd+76oDL6c3Qq4OlFdYp1fcqVAXbclMSaWpouS2VFOVoGdoJ45I488xMdDG6dJ2ZO9jvl675cVSaWuoTClZaO7JZypR4I5c8fVFX6L2tSLQ6XmolKoTDcrILpEtMtyzYwhguKQpSUjuG4kgdwOIrYVafpnQzuOXkJhUsuqXjMU515JwUNOPDf9hAKT6CYDZFnXjSB6viht39RzOFzqx56g0VZxgOkdXz/jRNbnuKh2xRXa1cFVlKZT2sb5iZdCEAnkMnmT3AcTERquj1iT+l67A8iSbFN7J1DTrbCOtaWE8HgrGesz5248znPOIJrJR9OLXsnT+jagVKvV/wAizLaaTTpZpL79XdbSEhLjQBCwBgc0/Kxk5wQnVoa26V3bW26JQL0p81UHVbWmFJW0p1XgjrEpCj6Bxiw4096QlwTlfplpzjej9WtRiUuSSLVWqTbEs8glZw0htBK/O5nuG0d+I3BTy+0wGIu+6LetCjLrNzViUpUghQSXphzaCo8kgc1KPgMmMFYOq2nl+Tbknad1SFSmm0lapdO5t3aOaghYCiB4gERR2tdUmKl0r6PS52zaneVNt+g9vl6RKBCh17jm0vrS4QlQHmj6wmPJqim6bpuW0ritbRO57duGi1dl41BTTCQuVzhxpfVqyocufIbh3mAsa86rVGel9YdIZqU43TpihTrj0ol9QZcUA5hSkZwSMDBI7ouuKHvj/LT08/6Pz36HIvc8oCF39qvp5Yc43JXZdchTZtxIWmXVucd2nkooQCQD4kARnrRue37uoyKzbVXk6rILJSHpZwKAUOaT3pUPA4MaodH25p5XwlvWb0juG8azW6xMKdqzDcu4lttJCUsI6wgpCeRAHgOQGJroXR7llNd7qqUhYFbsm1K7SQ45LzKW0ttzyFJG9CUKKRkKWcDxMBZdza5aT23XHaJWb3psvPsr2OtIC3erV3pUpCSEkd4J4d8fdX9TaJaukU9eFOr1MKpmScNFfUvrWZqY6tSm0p28FZ2nv7oovT4VfRa2qjaGoejVQuKnLmnnH7gpMq3OpnGnD8p1JG4YHziOHd3mXS0tp050OLqTp7NTFRoLNMqDjInjvdlXi2pSkEKAKCCcj+VkE5zATjTLWK1a1pDJXhXLlpbbktKyya06jKW5aacSnKCMcPOOMcYl9Ivu0aveU/Z1MrsrOV2nsl6blGcqLKQQk7lAbcgqAKc5GeIjXXVWXl5b7n5TXZdhplbtJpC3FNoCStXWM+cSOZ9MWZWaRSdLejtWqvadNlpWqStvOOmfS2O0PPKbBLrjnylq3nfxPMQGeubW/Sm2685Qqze1Mlqi0vY6yN7nVK70rUhJSkjvBIx3xOqfUqfUKW1VJCelpqRebDrUy06FNrRjO4KHAj0xqxohUE0HSWlUxGgFx1xNQk0zE9PliWdTUVOjcXCVq3KSQrgDyGIiVUbvSyujffNvvUar2xSKncrMvSGZ4jrJeSmVEuNggnhhASePHerxMBsqzrxpA9XxQ27+o5nC51Y89QaKs4wHSOr5/wAaI30jK1UKXqHpGiTqs1Iyk1ceycDUwptt5oBBIcwQFJxnnwiV1XR6xJ/S9dgeRJNim9k6hp1thHWtLCeDwVjPWZ87ceZznnFP9IiypJJ0OsOoz01VJFFZRT3n3iOsmGgltJCiPFIwYC3aJrhpPWrkbt2mXxSpipOu9U02CoIdXnAShwgIUSeWCc92YmN0XDQ7Xoz1ZuGqylLp7ON8xMuBCATyHHmT3AcTFIdNGgUSS0SYmZKkyMq9TapJdiWwwlsy4LoSQgpA2jBxgcOXhGe6TS9OG2LUf1BVV55UvUw/S6JTmg8upvgAbFNYO9Iz4pHnYzxwQkVoa26V3bW26JQL0p81UHVbWmFJW0p1XgjrEpCj6BxiR3Betq2/UhTq3XpGnzJk3J7ZMObMMIOFOEngAD6Y1d6QlwTlfplpzjej9WtRiUuSSLVWqTbEs8glZw0htBK/O5nuG0d+InGrNDpdw9MTTqQrEo3OSaaPNvqYcG5tam1OLRuSeCgFAHB4cBAWVa2tOllzGeFGvWlvdgYVMTPWqUx1bSflL/ZAnKRwyRnGRHdY+r+m17VpVFte7ZGoVFKVKEuAttawOZRvSN+Bx83PDjFSa+WdbVV6T2kcvO0iUcan+2icR1QCZhLCA42lYHygFdx7uEZbXakUyR160XqclIsS045VJiWW6ygIUtoNpwg45gZOPDJ8YCfdRT/8IDtHw5mO3fB7Z8Gdyur6vrv+d4zjOfN5Z9Mey/tV9PLDnG5K7LrkKbNuJC0y6tzju08lFCASAfEgCK8Sf/45h3j4Bcv/AMVFY9H25p5XwlvWb0juG8azW6xMKdqzDcu4lttJCUsI6wgpCeRAHgOQGA2utG57fu6jN1m2qvJ1WQWSkPSzgUAoc0nvSoeBwYjFa1n0vo1GZq9SvOmsyb77su0oFa1OLbO1wJQlJUdpwCcYGRxisNBKVcUhr/c1WlNPKzZtpVumIddlJpKEtCeQtI3JShRSNwKzgeJjr6E1r0Zdq3NckzJtTVSer85KJefQFlplBCurRnO0FS1KOOZPHkIC3vjQsSYsGZvWSuqmu0Rg9Wud3nY24cBKFjG5KiSngQDxERPotast6mWFLuVaqU566Gg6uflJVBR1KOuUlslPHGUgd/fET0LplOlNXNdqHLyMs3TGpyUdblA0OqQpTTylEJxgceMR/Riou230DZ+4aS2hipt0+o7JltADgPaHEpVuHHzc5HhiAua4dc9JqBXnKHVb4pjE+0stutp3uBtQ5pUtCSlJB5gnh3xPqbPSdSkGJ+nTbE3KTCA4y+y4FocSeIUlQ4EHxEVX0ftObPkdCrekl0SmzyatS2ZqoOPS6XDNOPIC1lRIJI87A8ABGA6HvWUlrUCyGX3HqXbl0TEtTt6s9Wyok7AfQUk/WowF9whCAQhCAQhCAQhCAQhCAQhCAwF1Xlbdrz9Kkq9U25F6rPLZk+sQratSE71ZUBtQAnjlRA9MQej9IfSiqXJK0KXuJxt6cc6qUfmJJ5qXmF5wAh1SQk5PAHgD48YiPS4pMlXL40hpFSa66Sm7lLUw0eTiCG9yT6COB9Bj0dOeUlW9AHXUS7SVyVRk1SpCAOpPWbfM+bwOOHdAW7ft6WxYtAXXLrq7FMkUq2BbmSpazyShKQVKVwPAA8jEU0+1z02viupoNGri26q4nczKTsq5LLeTjOUbwArgCcA5wM4iD6hSkvcnTDsWh1xpMzTaZbz9UlZd7zm3JkrWncUngSAhKv8AqiOfThk5WU02pl4yzSW69QazKPU6aRwdSSvBQDzweBx4pEBsBEH1N1YsXTp2VlrorPUTs2N0vJsMrffcTnG4IQCQMg8TgHBxE2aUVNpUQUkgEg90UHqNa2odq67Pas2bbUheMtOUpEhM05yZSxMywSRlTKlcOOByyeKhjvgLL0x1QsrUeXmnLUrCZt2TIE1LONLZeZznG5CwDg4PEZEZSzLyty8W6k5btR7ammTzkhOHqVt9W+jG5HngZxkcRkemKn0iu2yLh1qqczO2XW7M1HfpoRNStR3JTNSySk7kYOxZG1PnFIJA4EgHHT0Nf+Y6k/8ATef/AEIgLaYvm137huCgNVPdUreYbmKoz1Dg6htaN6Tu24VlPHCSTEHrfSN0jpUnIzK7lXNJnZcTTaZWSedW2ySRvcSE5b5clYOOOMRDKGQrpA6/YIP/ACHJDh+ZmMx0H7do9N6PdIqEpLsqmqup96ee2gqcUHVthKj4JSkDHLn4mAt2zLpt+8bfYr9s1RipU5/Ox5onmOaVA8UqHeCAREFvTpAaW2lcExQqncDjs9KHE2iTlHZhMt49YpCSAR3jJI74rHT902JqTr9Q7XCWabTpBFWk5doYRLzKpZSyEgcBxOMeCQO6PD0aKzqBb2kNMTbuhyq4zUkrmpmrfCKUaXUFrWrK1pX5wx8nCvD0wGxcpfdpTliPXzJ1uXmreYlnJl2dYClpS2gErykDdkYOU4yOWIwtI1h0/rN50m0aTXBO1aqyYnZdppheEtKa61JWSAEEo47Tx4jIGRFGUG1bytjS/XR6uWd8E6HV6e9PUymifZmUsLLLodSnqjgD5HcOAAHKLZ6KFu0ei6F2rM0+RZamZ+ntzc0/sHWPOODJKlczjgB4AAQHu0D+CVPsKou21dE5WaW3VZx2YnKgFNlpzdlxHnpThCfHl35jDq6TGjgq3YfhQstB3qe2iReMrv8ADrduMenl35xFCTFQm5HoT3W3KPKYE7dz8o+4PwWlzCN32HGD6DG2jVk2sNNhZApkqaB2HsvUdWnYUbcbv5X4W7nnjzgPVd15W1alpLuuuVRtiipDR7W2hTySHFBKCA2CVAlScEA84xltanWZcl+1OyaHVhPVelsl2cS02otN4UElPWY2lQKgCBnHHwMarPVCbnPudk+1MvqfTIVJMpLuKPEtInUFPHwGcD0CNttM7do9sWTSaZRZFmVYbk2gdiAFOKKQStR5qUTkkniSYCRvONstLddcS22hJUpajgJA4kk9winJ7pN6Oyk+5LfCOYmGWnOrcnJenPuSyVf6QJwR6RkRYOqExb0tp3X3brmXJahdgdRPuNqUlYZUnaoJKeOSDgY45MUjb1119/SgW/pvoXPi1FU5xuVmq5UWJZtbKkn9lU2dy3N2d38bPPvgNhqJVKdW6TK1akzrM7ITbQdYfZVuQ4g8iDHsimuhSoq6NFplRJ4TY4/nT0XLAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIGEICuLI07nbf1mvi+nqjLvS1yIlEsy6EKC2epRtO4ngc+iOdV0/nZzX6kakIqEuiUkKI7TVSpQrrFLUtSgoHljzv6osSAIIyCCD4QFFVfTLUmzr+rt1aQVq3xJ3A92mo0auNudQmY47nW1N8QTkkjhzPMYxm9HdMK/RLyrGomoFdlK1d9UYTKjsbRRKyUuCD1TW7ickDiQOXeSSbaj5kZxmA6p6WanZJ+TfBLT7am1gHBKVAg8e7gY19tWwOkDp7TVWnZlzWZVbeQ64ZGZrbb/AGuVQpRVjCBtVgk88j6hwjYiEBTNuaFsSWh9x2BU66ubqVyuvTlSqSWdoM04UqCkoz8lJQnhkZ48s8MLTLB13qVno08ua6rTlLcblRJPVKmNPKqM1LhO0N+cAhG5I2qVjOPE8TsBCA1W14sh6y+h5RLHqM63OOSdSlGHX2ElKVhcwtWQDxHBXf4RJKrp/wBIR63V6fy19Wt8G1M9k8tOS7wqhlsbdikjzCvbw3Agn5wMXDqLZVEvy3xQ6+iYXJiZamQGXerVvbVuTx8MxJICqLh0Qt+f0Rp+mchNzEgmldW9TagkAuszSCVB8gYySpSiQMcFHGOEROr2N0iLtoirMum8bPkqC8A1PVSmS73lCaZyNydqgEJKgMHGOfeOB2DhAVTqfpJ8IrXse3qBPM06Ttaryc4gTCVLLjTCSnZkfhHPM+mMxr/Yc3qTpZU7PkZ9iRfnHGVJfeQVITsdSs5A48duIn0ICqdYtLapc81bl0WjXWqHeNt5ElNutlbDzagAtp0DjtPHjg81DHHhGF6Zaqah3HRZjWCt203QKLNpnG6RQUO7Zx5HyVOqc4gc+AzwJGBnMX7CAru4NPp2pa8WzqI3UJduUo9NmJNyVUhRccU5uwoHkAN3f4RYkcesb63qusT1mN23PHHjiOUBU+uWm9x3Lcdr3xY9Wp8hdFtOOmWRUUKVLTDbgwpC9uSO/iB+EeXAiE6l6Xa26kW6w9cVz2rIVCmTbM5TaRTWnhJOOoV8t91YKyrGQABgZ+2NjoQGPts1k0GRNwpkU1YspM4mRKiwHcecGyvztueWeMZCEIBCEIBCEIBCEIBCEIBCEICt7gsSr1DpAW3f7MxJJpdLpEzJPtLWoPKccJ2lI27SnjxyR9UcNJLCrFpX9qJXqlMSLsrctUbnJJLC1KWhCQsEOApAB84ciYsuEBWUhYFYY6SVQ1HcmJE0iZtxNLQyFq6/rQ6lZJTt27cJPHdn0RBKDY+sWktXrFM02lreuK0ajNrnJOUqcyph2nLX8pIIxuRy5ZzjuOc7EQgKQ0T0sve2NVrgv28q7TKpOV+nNpmuy709VMBwEtoSU/tSUJSlJzk44gR021oXMPaD3DptdU9KB2p1SZnpeZkypwMKU4lbSvOCSSCkZHgSM98XrCA10n6L0larZjmnk6i0GWH5fsExcqJtwurlyNqlBrGesKeBOBzPLmPdfOjVforGnNY00dkJqqWKyuXblKoooanWlpAWcj5Kydx7h53PgM37CA1r1XsnXfUu25d+osWxRVUmeYnpOhy8yp0zjqFcS8+cJSACdqU88nJGBGwluPVWYoMk/XJJiSqbjKVTUuw91qGnCPOSleBuAPfGQhAVFrJp5dM5e1G1M04nqfL3VS5dUm9K1AHs1QlVEktLKeIIJOD6RxGBGIkrX1ivy86HUL/XSrVt6iTIm/JlHnXHHag8n5IdWDjqx4d4yMHORekICtLjsGsVHpC2rqCxMSKaVSKXMykw0tag+pbgXtKRt2kecM5UIsuEICgJayNV9LrmratMZag3BatZnFz4pdSmFMOyD6/l7Fcig4HD0DgCCTKNJ7FvNqpXFdeo9eS/W6+0JZMhTHliUpsuBgJaz+HyyrHdzOSYteEBrxadJ6R2n9LctSmy1s3hIMOuGQq9SqDqH0oUokB5JOVYJ5DOOQJGIzdlaN1ah6DXfZ83VZOZuK6UzszOTDaCmWRMzDe0JSMZ2DA44zz4chF2QgNc5jTbU26+jBMaW1qnUKj1OTakpSQf7cpxp9phSFFaylJKSQnAGD9kXpOUGVqlmu21V20vSs1IGSmkpPBSVN7FYJ+3BjMQgNeLYoHSE06oYsm25W0rmo8plqk1SfmFsPS7JJ2pdbHytueAGfrPIZ+S0QeqOh9Yse8blmatWq2+qem6mpSlpZmioKR1SVHg2kpAxwyCrlnAuiEBrpP0XpK1WzHNPJ1FoMsPy/YJi5UTbhdXLkbVKDWM9YU8CcDmeXMSS4NHJtCNJafbk3KJp1kT6H5kzS1JcebSE5KQlJBWSCcEgcecXPCArjpF2LV9RNNXraokxJMTa52WfC5takt7W3ApXFKVHOBw4RhdeLAuysXbZ+oFirpr1ethx7EjUVlLMy06kBQCh8lQ4+HPnw43DCA1r1XsnXfUu25d+osWxRVUmeYnpOhy8yp0zjqFcS8+cJSACdqU88nJGBE5+A921nWiyNSKq3SpBNMor8tUpJuZU4tD7oXwbOzapIKuZI5cjFtwgK1v+wqvX9aNPbzk5iSRT7b7b2xt1ag6vrmghOwBJBwRxyR9sc9U7Fq906gaeXBT5iSblbaqT01OpeWoLWhaEpAbASQTkd5EWPCArRNg1gdJEakdpkfJItnyT1O9XX9d13Wbsbdu3HfuznuiFy1kar6XXNW1aYy1BuC1azOLnxS6lMKYdkH1/L2K5FBwOHoHAEEm/wCEBV2jVmXtT69W711ErjM1XawENt06QcWZGnsI5IbCuajgZOO7mckx3dHawaxp5ZdTo1bmJF+YmqzNTyFSi1KQG3Nu0EqSk7uHHhj0mLLhAVfp1p5Wbf1N1LuWfmpFUldT0suSSytSnGw22tKusBSADlYxgn7IjGgOnl40PTOqaU37RqWbeEvMsMz0pOb1zSX3FlWUEeZgKJBPo4Re8IDXW16B0idPbbFi24xaNwUuUCmaTWJ2ZW07LsknaHW/winPADPLGSIsfQPTg6a2Y7Tpyo+VK1UZtyoVae24D8w58ojPHaAABnnxOBnEWHCAQhCAQhCAQhCAQhCAQhCAQhCArvVfT+dvG7rDrUrUJeVbtmr9vfbcQol5OE+anHI+b3x96Qun85qZprM2rIVCXkHnplh4PPIUpIDa9xGBx4xYZMICrNatMKpdlRoF2WhXG6FeNvKV2GbdbK2Xm1DC2XQOO08eODzUMceEVXplqpqHcdFmNYK3bTdAos2mcbpFBQ7tnHkfJU6pziBz4DPAkYGcxfsCYBFK39p5qRT9VJvUXS2vUZMzUpRuWqdKraXDLO9WAErQUZIOAOHDv4nOIuqEBTmnOm97vaoJ1N1PrdHmq1LU9UhTpCjsrTKyraiSolS/OUo5I4+J4nhjB0zTfV/T+8Lld00q9oTVv3FUXKiuXriHw5JPOfKKer+UO7ieIA4DiTf8ICibQ0orFivai3TWbmFemrho+Zl5TPVrL6W3C4rA4JRlWEpHIARXvRxtjWakaMUSoaa3FbT9MrLS33ZKvNO5kXusUhSmVN80naFbVcAc8DkxthUpNmoU6ZkJgKLMy0tpwJODtUkg4P1GMXYVrUqyrRp9r0RLyafT2y2wHXN68FRUcq7+KjAQzRDSpVkUWuPXJVRcNxXJMKmK3OqRtQ8SCA2kH8ABSvDOTwAwBDKJpzrXpu1MW5plclqz9qLeWuRZuBt7tFOCzuKUqbGFgEk8fUMmNgoQFOW1o3O0zSW8ben7iNUue72phdTqryCGy86gpASgcQhOTgek8uAE90stt+z9OaBa8zMtzT1LkGpVbzaSErKBjIB44iTQgKctLRJhjRa4NN7mn2pxisT8zNdfLIKSz1iwttQCvwkqSD4cIjQsXpHptYWEL2s/yL1HZPLfZ3/KQl8bcbfkb9vDOc/xs8Y2IhAU7eWiUtNdHEaRWzPtySEIZCZuZQVb1peS6tagnvUQo8OWfARbNLl1SlNlpVSgpTLKGyociUpAz/VHphARfVez5e/tO61aE1MrlW6lL9WH0p3FtYIUhWO8BSQSOGRFXUWzdf5i22LIrV1WfTKIzLCTXVqZLvOVF1gJ2gJSsBtCikYKsZHMcYvmEBVfRnsq89O7FXZ10TFEmZKnvrFKfkFOFxxpa1rUXQoAA5VwA7s5zzNqQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQjB3/WJ637JrNbplLdqs9JSTr8vJtJKlPuJSSlACck5OOXGApzpXXvWXKNVNO7JcIqxo8xU63OIVgU+nttqUoEjk47jYkc8E8sgxMuiv/k92X/NiP7So14o98IoOjd7MVzTzUmYu66JCbdrdZfoJRLh1bS0pG8rylhsHA4cBk4HKLg6Gt4t1rSqi24m3bhkVUmmtgz05JdXKTWVrH7A5k7wMceAgLO1Vq9ZoOnNeq9u09+o1iWknFSMuywp5a3sYRhCQSrBIOB3CKVszo40m4rGkq7ftXueYvapSyZuYqC6g629JPODdsQjkNmQCCOYPLgBsNV6hJUmlzVUqUy3KyUoyp995w4S2hIypR9AAigfLupuu8u6i0XFWLp8+VN+WH0bqjUm84UWUf+rQeI3ZB9J4pgJF0Qbrr1zaZTkvcU+uqTlDq8xSk1FRyZttsJKVlX4RwrGeZwM5OYs687nodnW1OXFcdQbkKbJo3PPLBOMnAAA4qJJAAHEkx5dOLNoVhWfI2vbkuWZCTSQCo7luLJypaz3qJ4n1DAAERfpI2I5qLpo7b0tV5Wlzwm2ZmTdmv2pbyCSlC/EHJ5A9xwcYgMHRukjYE9V5CRnZK5qGxUXUtSU/VKUpiVfUr5O1eTwPiQB44if6kX5bGntvGuXTURKSxWGmUJQVuvuHkhtA4qV+jmcCKKv69bwpltIp+v2jkrU7XbeaMzVaPO9ay2sK2pcLWdyRk/OTzx34jhrZPVuq9JnTn4MUmnXCiWoL1TpcrPzZYYW4oq/ZQrBypKUoUOHcD3QFk2Xr3Y9yXPK229L123qnO/8AMWa3T1Sva/ANqJIJPcCRnkMmM9qnqnamnIkWa47OTNRqCimSptPly/NTGOZSgdw8SR4DMUvrpRdZ7/tSVkKpZdoUZ+Sn2ZuTqXwgBXLupP4JUkfK5c/DwESOxU+UumdfUzVkJXN0mgyLFPCuPVtuIQp0o8PPURkfOPjASu1teLCuKt0mgyrtTlazUplyVFOnJJTMxLuIRv8A2VJ+SCniDxBwfAxKkX1QV6lr09S5MeW0U0VIo6k9X1O7bnf45PKKc1qp9PZ6Xej9SZabTPTKZxqYUANy0Ntnq8/UVrAj2yv+XdMf9Bx/vCYC2blvah2/dtuWxUXH01C4nHm5BKGipKi0kKXuV+DwIiNXJrbY1Brdboc2/UXqtSH2JdUjLSSnX5l15suJQyhPFw7QSTwA7zxERPXNaD0k9EW9yd4mamopzxwWW+P9RjHaSU+Tf6Y+rdSdl0Lm5WWkG2HCMltLjSN+PDOxMBYemGsVpX/Wp6g09uq0utyLfWv0yrSZlpgN5A3hJJBGSM8cjI4cY8N+67WRaV1rtUtVqu1plIXMydFkDNLlwcHz8EAHBBxkkcM4zEYuFtDfTjtpxtCUrds9/rCBgrw65jPjHR0J5aWmbTu24pkByvVG55wVJ5X7ZlJBSg9+BuUcfxjAYjT+8qBfXTFbr9uThmZNVjKaWFoLbjLqZsbm1oPFKhkZHqyIsS+dd7Jta6H7YQxXLgrEqkKm5WiSCppUsP8A2hBAB8Rkkd+IhFHp9Op/Tyq7tNZbQ7OWf2mbSgYy8XW0knHeUpQT45zHs6Dkuw7pZVK66gGsVSuzbtTdP7YXQrglR58Ac4/jHxgLS0x1DtXUahuVa158zDbLnUzLLrZbel3PmuIPEH+o9xiC1zpI6f0+pz8pJSdy12Xp7im5yfpVLU/KsKT8rc5kAgeIyPAmMDakvLU/po3vTqekMSVTtZqcqSWjtAmN6EhZ8FFKic/xie+MNYNI1i0Xt523qBaVE1EtBEy6/LPyU8GJwtrOVBaVZCz6AFeGSMABsLZdzUS8bZkrjt2fRPUycRvZeSCM4OCCDxBBBBB4giMxFY9Gqt2RXNOi5YtBdt6Ul555mcpbwIXKzQwXEnJPiDw9QOQLOgEIQgEIQgEIwFOrr81ftYt1TDSWJCQlJpDgJ3KU8uYSoHuwOpGPrMZ+AQhCAQhCAwF83patkUpNUuuuSdJlVq2IW+vi4rwSkZUo444AMUbrRqtQLplNPprT28+0IVe8hLTyZKYWy4Wl7socQdqtisciMHEemYpEjfPTSqMpcrDc/I2pb7LtNk3khTXWulBU6UngSN5+0J8BGN6WNnW9I3zpbdUhT5WTqS7sk5J9TDYQX2ysLSVAcykp4HwViAvy9rxteyqSKpdVck6TKKXsQuYXgrV81KRxUcdwBjHaf6m2HfxeRaNzSNUdYTudZQVIdSnluKFgKxnvxiKDv+rTE/0u6mqfsSrXtLWxR2E06QlEtKRLOPBK1PqS4QCfOIB48QPAY5XQ1dFe1esS77a0buS16hTqohqqTrjbKEPyKyErSvq1ccJKuJHIn0QE+tSq1R3ph3hSHalOLprNtSrrUop9RZbWVN5UlGdoJyeIGeMXXFEWh/ltXt/0WlP7TUWhqxWJq3tMLorsjkTchSZmYYI7loaUUn7Dg/ZAYS6tbNK7Xry6FXL1psrUW1bHWRvcLSvBZQkhB9BIxEzYrVIfoaa6zVJJylKZ7QJ1L6SwWsZ3787duO/OIqPovWJayNBKI7NUeRqD9dk+2VN+ZZS6uaW6SSFqUCSADtx6PHMeS5tPbA076PFetO6LrrEvaK5xT6ltuJD7SVuJWmWawk7gVp5Yydys95gJNLdILRqYqqaY1f8ASu0KXsBUHEtE5x+2lIR9ucRO7kuOh25T2J+tVJiSlX5huWadcJwtxw4QkYzxJjV/Ve5JGr6D1ikWzoTXpShy9LJl6jVJKXk25ZtCQRMJBJWpQAyMcTn0x6deuumuhfYGZh1DzqaJ+zJUd6VFkecD498Be/xraeGZr8um6pBS7dSF1Yp3FEqCrZ5ygME7uBAJIPAx3tah2VUbncs+TuWVcrZkjNKl2dylNtFAVuJAwk7VJVgkHBBxFea/WbbVm9GC7qdblHk5BtFMQ2tbTSQ49hxHnOLxlaickkk8SYkOidlW5bWkdGnKfTJbylOUZuYm6gtoKmZhx1kLWpbh845J5ZwAAO6AhNyTHkToZ1yZtzUGoXOpiVeUxXw8tL7hMzxwrcVDbko58hFy6ZvvTOnFsTMy848+7R5RbjjiipS1FlJKiTxJJ45jWC0OP3OOo5/g03/vxjZvSr96+1P5lk/7hEBJYQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIGEIDX2ftO79WtX7pl7oq9123ZdAW1K0uUkFrk01FZB3vFzH7IkEHlnmnBHHPXpO/XrB6RlS0mXctVuO3ZiiCrSJqT/XzEireElBXzKTx4cBxTwznNs1aZpV/wBvVyg25eL0lNS7/ZJqcpEwO0STyFAqRn8FXAgjwJilNMKTPaSdJYWhVJ4XObykHJpiuzoUai2pkEllxZJBRhBPDHHb4YgNmDGt9p2DdWr1YuO6tRq7elvSLdTdlKLRZR9cglqXRja8QU5UVZ+VjiQTkjAGx6lJSkqUQABk+iILccvIarWQ2bQv+oU2WMzuTU6DNAKWUBSVNlXhk8R4gQEC6NlZuOnahX9pbW69OXHKWy9Lrp9Rm173w06knqnF/hEcOfeFd2AL4PCNdejSxM6f6sXhpFUBK1KZQwitN1wIUJqeQtSQRMEk5UkuADj87xi/Lip5q1AqFLD6pczkq7Lh5I85vegp3D0jOYCrav0lNIKZV3qe7crr4l3OqfmpWReel21ZxguJSQfrGRFnydco85b7dwy1TlHKS5L9pTOB0dSWsbt+7kE445jWmz39Q9INO3dPrt0fVdFsS7b6HKnQHkuGYZWpRWpxkjcTgnidvADwzHg1irVrO9D2iSWlqJwW3UayxTzKuPqS8hKnFuOMLWskpJcAHEkYPeIC1pfpLaOvVdMgLpUhtTvUpnXJJ5Eqpfh1pTtx6Tw9OItGsVqk0ihP12p1GWlaZLs9c7NOOANpRjO7d4cseORiKIr81qJVdPZmxT0akM0ZyTVKNS6bmkShkbcJUkeKTgg88jOYgt1Ua6afovozprfzCpMzt0MyNVYU+hzfLodV1TalIJSQUKTwz+CPCAuSjdI/SKpidU3cy5dErLrmt0zIvNB5pHylNZTlzHzR53o4GJnWtQbRo1Ot6oVKrdRLXE+zL0pfZ3FdoceSFNjASSnII4qwB3xX/THt6jT3Ryr/AF8lLp8kstPyBSgJ7OpLiEgI8AUkpwO4xBtaeGnvR+/n2jf3KYDYi9rpoVl2xN3Lck72KlSezr3+qW5s3LCE+agFRypQHAd8ea4b4te336MzWKq3JqrS1IkFONr2uFKN5yrGEAJ45UQIrvpsEDoz3VkgZMoB6f8AG2oiPSVpMlXaxohSKk110lN1ttp9o8nEFtrck+gjgfQYCfUfpD6UVS5JWhS9xONvTjnVSj8xJPNS8wvOAEOqSEnJ4A8AfHjEy1Evy09PqH5Zu2sM02VUrY3uBUt1eM7UISCpR+ocO/EVP055SVb0AddRLtJXJVGTVKkIA6k9Zt8z5vA44d0eO55OXujpr29S6+0iYkaJayqjIS7wyhUwp0pK8HgSOB+tseEBgNfdZLMvvTeUl7Rr7yajL3BT1PSrrbkq/wBWXD5wSoAqTy4jOMjOOEbA6i39aWntFTVrtrDNOl3FltkKSpbjy+e1CEgqUfqHDvxFN9OW36RM2na9xOsNIqklcMpLsv7QFqbcJ3N55kZSFY7sekx6Z2Tlbk6cCJatobfYt61RN0uXdSCkPLdAU6AeG4bzx8UpPdAT/TfWjT2/6u5RrfrSvKqEFzsU3Lrl3lJAyVJSsDdw48MkDjHr1N1YsXTp2VlrorPUTs2N0vJsMrffcTnG4IQCQMg8TgHBxFbdMOUlqW7p/e8ihDNfp90yksw+gAOONObitonmUnaOHpPiY56jWtqHauuz2rNmWzIXjLTdLRITNOcmUsTMsEkZUypXDjgcsnioY74Cy9MdULK1Hl5pdqVhM27JkCalnGlsvM5zjchYBwcHiMiJnFEaRXbZFw61VSZnrLrdmajv00Impao7kpmpZJSdyMHYsjanzikEgcCQDi94BCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEICGafV2pVa47uk555LjNOqYl5UBAG1GwHB8eMTOK60l++u/D41r//AIiaz1bpUlUZanTU8y3OTStrLBVla/sHHHpPCAyEIQgEIQgEIQgEIQgMNfNC+E1lVu3O09l8qU9+S6/Zv6rrGyjdtyM4znGRmMFZloGy9HZWzvhBsNOpa5byr1fU9X5qv2bbu83bnPyu7nE2gRkYMBQ1l2bcN/8ARfnbQqt5z0zMVOZmGmK9NNKecmZRM2S27sUsK2uNoGAVfJUDkjn56Xonq5S6bK02n9IOoy0nKMoYYZRQWgltCQAlI/ZOQAAjYEcIQES0rty57Yt9+Quu9H7unXJpTqJ16UTLltspSA3tCjkAhRz/ABo8euGnMpqdY67efqD1MmmZhuckZ1pO5UtMN52rxkZGCQRkc+BETmEBr/WNJtYb0pKLXv8A1Qpr1trUjtqKZSw1NTqEKBCVLOAnJAORn6jEz1Z0ml7tkaBNW7V3rYuG2Tmi1JhvrOpTtCS0tJPnoIAGM+sEg2bCAotGkd/3hXqRM6t31I1ij0eZTNsUmlyHZ2pl9PyVvKPEgfNxjicYyc+TValSlT19kF2PeAtTUmXpO4ickiuTqkkVftas8FKSc8snA5eaCL/iJ6h6cWTqBLsM3fb0rU+z56h1RU261nmEuIIUAcDgDjhAa8qtuuL6W2n3l+7m7nueWlpucq5lmw3LU+WS2UstIbHycqUrJVxUVg+EWpqppZclU1IpmpGn90S1CuOUkjT5hE5K9dLzbG4qAUBxByfTyTjBHGY6eabWPp+0+i0bdlKYqYADzqSpx5wDkFOLJURnjjOIlsBSVM0XuKe1ItvUe8r68qV+kPOKUwxI9XKJZLakpZZTuyjClKUVq3FXAYGIl1nac/B7Vq8r98r9p+EqZZPY+z7ez9Sjb8vcd2efIY9MT+EBA6np4Z3XClal+V+r7BR3KZ2Hs+d+5alb+s3cMbuW08ucQmraP3rbt+Vm6NJb2k6EzXnevqdKqEl18sXzxLrePkkkk4x3njjAF5QgKa0v0UnrV1Qd1GrN6TFfrc9TXJWpKdlQ2HXVuIUFowrCEJShKAjHdnI5R4ZvSC+bVu2tVnSS95GiU+uTBmp2k1KR69ht8/KcaI4pz4Y9GSAALzhAVfpDpK3aIr9WuWtO3Rc1yH/leoPNBtK0YIDSED5KADj7BwAAAhlt6RavWHIPW1p/qbS2LY65bkm1U6X10xJBZJISriFcSTxwM8cDJjYOEBB9FdOpPTW0nKO1UX6pOzc25PVGffSErmphzG5e0Z2jgABk/XkxOIQgEIQgEI4POIZZW84rahCSpR8AOceSi1em1mTE5S51mbYJxvbVnB8COYPoMBF6D+/RdP8AMtM/vp2JtEJoP79F0/zLTP76dibQCEIQCEIQFMavad3mNSabqpphN05u4JaUMhUKfUCpLFQl85AKhyUD9XJJyMYMVufTfWXUu5bXuW75i3KG1b1YlpqXo8rMOOJU2lwKedW5g7nMJSlKRwxnJHfsjCApvVPT+9JfUqW1S0wmqYK52PsFUplRKky9QYBynzh8lY4eHIcRghXnty1tWbv1Eo9z6izFNt2j0IqdlKJR5tbhmnyMb318ikcCBx5YwMkm7IQFaUGwaxIdIm4tQ3piRVSqlRWJBlpK1F9LiCgkqG3aE+aeIUT6IsGsU+Vq1JnKXPNh2UnGFy76D+EhaSlQ+0Ex8q9TkKRIOT9Tm2pWWb+U44rAGeQ9JPcO+OynzTc7JMzbSXUtuoC0hxsoVg8spPEfbAa+2rbOv2mVEcsi0WLWuShMLWKRUahMrZflG1KJCXUDgraSSMZ+vGAFR6PdWV0f3LRYr8tMXa5WBcD888k9nmJ7PFJ4Z2beGccxnHHEbEwgNf7toev2pFl1K1K3KWnaUrMyi25mZl5lc07Nq28G0jk02pWApRJUByBjqqumeod39HG3rFq0pRKRWqNOSSBmcU407LSyQkLKkpVhah+Dy4cxnhsLCAheuNqVG99KLgtSkvSrM9UpYNMrmVKS2Fb0q84pBIHDuBjL2tR5ml2DSqBMLaVMydLZk3FIJKCtDQQSCRnGR4RnYQFD0LRy55DomTek7s7SVVx5l9CX0uudmyuYLoyrZu5cPk84uGyqY/RbNolGmltrmJCnS8q6pskpKm20pJBIBxkcOEZeEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBRld0z1JtPUWu3lpFXKAGLhcS/U6PXG3OpL4zl1tbfEE5Jxw5nnwAyWmmmN2J1Hc1M1Or1PqlxokzJU+UpjakScg0clW3d5ylHJGSO88TkYuGOHXM9eJfrUdcU7+r3DdtzjOOePTAVXbE3dCekpctLmrnFUt80ZuaZp7YBTTHStCEoWQMhSwlxYBPImIrTdM9XtNanVpbSauWrNW1Upxc23Ta+28FSLi/lBtTfyk8BzPcOGck3tLeTWp+Zal+yonHMOzCUbQ4rhgKUBxPAYBPhHrgKs0Y0xq1sXDXb3vSutV28K6ENzL8u2W5eXZRjay0k8ccBxIHyRw5k2JcVKl65QKhRZtTiZeflXJZ0tq2qCVpKSQe44PAx74QGvFs2T0jrNoTdm29dFjz9FlwpqTqdRZf7aw0SSPNAKSRnhnd9eIktJ0FojOgb2ltRqcxNKmVqm3qklASsThVvDyE54AEAbc8QCCeOYuKEBr5N2X0kapb67JqV7We3R3WezP1xiXf8AKTjBG0+bwQFlPAkEH+NnjGT1psWw6PoVRLOqdwO27L06almaJVnG1urYnhuLa1bRw3HfuPAcTxGBF4Ributuh3bb81QLiprFRps0kJeYdBwcHIII4gg8QQQQeUBq90i6Xq+vRKtHVC6bXZpUmlpMszRGnA/VpkuJDYdKwAlIOV7UDiU9wEWhqBpXVb10Ws2kU6poo1yW6iQnZF95BUhEwyyE7VgZIGe/BwQOBjIW/wBH7TakViSqa5CpVRynrC5Fqp1J6ZZllDkUNrO3h3ZBxFrwGut+6Xa0arWc/Qb+uW1KRLtJC5eXorLykzT4Iwt9S+ISBuIQgcVEE8on2oem09c1c06qEvUpZhFp1JE5MJWhRL6UpQMJxyPm9/jFmQgK86Qun85qZprM2rIVCXkHnplh4PPIUpIDa9xGBx4xidatL63c1doF7WPXWKHeNBSpqXfmEFTEyyrO5l0DJxxVxwflHhyItmEBrfeOkGr2p7EhMah3Vbcg5Sptp+Qp1HYdMsVBY3uuqX5xXsBCQOA3HlxzN9Y9Ma9Xbwo2oVg12Vot30lpUsFTjRXLTkuoklp0DiACTggHn4gEWzHxSkpSVKISBzJOAICiqZpjqTel+UK59YK1bxkbfe7VT6LQ23OpXMD5LrqnOJxgHHHljgM59l/ad6kU/VOb1F0tr9GTM1KUblqnSq2lwyzvVgBK0FGSk4A4cO/ic4i5JSalpxkPykw0+0eS2lhST9o4RzaeadKw06hZbVtWEqB2nwPgYCn9OtN73e1PGpup9bo81WZenqkKfIUdpaZWVbUSVEqX5ylHJHHxPE8MXHCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBrW9el229ft002kUbqaZN1hZfrawVpaXjAaCcYSs8SFqykY4iLBtAVGhNOTFMsSYmnppXWvTr1VDzjxPEndtIAPPanCRngBHt0sYZmatfTMw0h1l2suocbWnKVpIIIIPMHwjOSNqvUOoSyrZqC5KmdZ/jNNeJdY2f+yB4tHwCSE8B5sB5vhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3d+Qj3tyf1YfCe7vyEe9uT+rEzwPCGB4QEM+E93fkI97cn9WHwnu78hHvbk/qxM8DwhgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3d+Qj3tyf1YfCe7vyEe9uT+rEzwPCGB4QEM+E93fkI97cn9WHwnu78hHvbk/qxM8DwhgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3d+Qj3tyf1YfCe7vyEe9uT+rEzwPCGB4QEM+E93fkI97cn9WHwnu78hHvbk/qxM8DwhgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3d+Qj3tyf1YfCe7vyEe9uT+rEzwPCGB4QEM+E93fkI97cn9WHwnu78hHvbk/qxM8DwhgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3d+Qj3tyf1YfCe7vyEe9uT+rEzwPCGB4QEM+E93fkI97cn9WHwnu78hHvbk/qxM8DwhgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4TXd+Qj3tyf1Yht2OVGUnlXQ3bcxbdSSnYqdbqSOrcB5hbKklCyccwN+BwIi4ZkOmXcEuUJe2nqysZSFY4ZA7sxF6dZcvMOs1G7HzX6mg7kl/jLMq7uqZ+SkjuUQV8T50BA9A7luS6b/uyo3Nbq6JMpplNbZByEzbQcmyH0pVxSlRJG0k8ucXREJoIxrRdP8AMtM/vp2JtAIQhAIQhAIQhAI8Ncq0hRac7P1GYSyy2M8eJUe5KQOJJOAAOMcbhrNOoNKdqdUmEsSzQ85R4knuAHeT3CI3Q6PULhqqLhuyUDSZdwLpVOKsiXHMOuAHCnTw55CccOPGA+UOl1G5qgxcN0yqpZiXWpVNpLiR+w5GOtdP4SyOSSMJz3nBE1hCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCARrxqXd91U/pAmQYpXkiTTR+zsVNTiVmbbU4hSijKSlkhRKMrChwzGw8QGoykpUNaTJT0szNSztruJdZdQFoWkzQBBB4EQGOtLylbsooUjT18l89Y5MuVTrnHieOStQJx3gDzRngBGc+E93fkI97cn9WPXS7ZnKFVpXyFVHUUUlXaafNqU8EDadvUKPnI4483JSAMACJRgeEBDPhPd35CPe3J/Vh8J7u/IR725P6sTPA8IYHhAQz4T3b+Qj/ALan9WHwnu38hH/bU/qxM8DwhgeEBDPhPdv5CP8Atqf1YfCe7fyEf9tT+rEzwPCGB4QEM+E92/kI/wC2p/Vh8J7t/IR/21P6sTPA8IYHhAQz4T3Z+Qkx7an9WHwouz8hJj2xP6sTPA8IYHhAQz4UXZ+Qkx7Yn9WPvwnuv8hZj2xP6sTLA8IYHhAQ34UXX+Qsx7Yn9WPirmulSSlVhzCgeYM2kg/92JngeEeGvN1N2kzDdFmJaXn1Jwy7MNlaEnxKQQTAU3c1Rq1qOP1qiW+7QJt8ZXJmZS8xOKHJPU7dwPHGWynjjOQIkHR0qlVrdIuSq1yguUGozFceU/IOOb1MnagYJwM8ADy74l9Is+mSc6iqz6nqxV0A7J6eIccayOIbGAloHJ4IAznjmMXpf+6l5f8ASB7+7RATeEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEUF5ern0zUPaF++Hl6ufTNQ9oX74C/YRQXl6ufTNQ9oX74eXq59M1D2hfvgL9hFBeXq59M1D2hfvh5ern0zUPaF++Av2EUF5ern0zUPaF++Hl6ufTNQ9oX74C/YRQXl6ufTNQ9oX74+ivVzP7s1D2hfvgJ3pH+695Hxrjv6TFgxqvp7Waw3M3EpuqzyCuqOFW19QydyuJ4xK/L1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3w8vVz6ZqHtC/fAX7CKC8vVz6ZqHtC/fDy9XPpmoe0K98BY9B/foun+ZaZ/fTsTaNXaVWqynUivOirTwWqmyIUrr1ZIDkzgE59J9cSXy9XPpmoe0L98BfsIoLy9XPpmoe0L98PL1c+mah7Qv3wF+wigvL1c+mah7Qv3x9FerhIHlmocf8A7wr3wF+Rj7irNPoFIfqlTe6qXZGSeZJPIAd5PhGtVH1blqrKVB+UuicUqQeLLzXal7yvkAkczkjAxmO6mTlxVaoS9frVSqTbjWVSUi4+oiW7gtXH9sIzx7s4gLroFIqFfqrdzXO0lLKQHKXS3E57Hnj1iwRxd4Dn8nOBxiaRQXl6ufTNQ9oX74eXq59M1D2hfvgL9hFBeXq59M1D2hfvh5ern0zUPaF++Av2EUF5ern0zUPaF++Hl6ufTNQ9oX74C/YRQXl6ufTNQ9oX74eXq59M1D2hfvgL9hFBeXq59M1D2hfvh5ern0zUPaF++Av2EUF5ern0zUPaF++Hl6ufTNQ9oX74C/YRQXl6ufTNQ9oX74eXq59M1D2hfvgL9hFBeXq59M1D2hfvh5ern0zUPaF++Av2EUF5ern0zUPaF++Hl6ufTNQ9oX74C/YRF9MZqZm7WQ9NzDsw51zg3uLKjgHhxMSiA4TDzMuyp591DTSBlS1qACR6SY8Hl+h/TFP9oR748t/fedVPzc/pEUaecBfnl+h/TFP9oR74eX6H9MU/2hHvig4QF+eX6H9MU/2hHvh5fof0xT/aEe+KDhAX55fof0xT/aEe+Hl+h/TFP9oR74oOEBfnl+h/TFP9oR74eX6H9MU/2hHvig4QF+eX6H9MU/2hHvh5fof0xT/aEe+KDhAX55fof0xT/aEe+Hl+h/TFP9oR74oOEBfnl+h/TFP9oR74eX6H9MU/2hHvig4QF+eX6H9MU/2hHvh5fof0xT/aEe+KDhAX55fof0xT/aEe+Hl+h/TFP9oR74oOEBfnl+h/TFP9oR74eX6H9MU/2hHvig4QF+eX6H9MU/2hHvh5fof0xT/aEe+KDhAX55fof0xT/aEe+Hl+h/TFP9oR74oOEBfnl+h/TFP9oR74eX6H9MU/2hHvig4QF+eX6H9MU/2hHviEmtUj48kO+VJLq/gyob+vTjPahwzmK5iOq/fMR/MJ/wB5gNnvL9D+mKf7Qj3w8v0P6Yp/tCPfFBwgL88v0P6Yp/tCPfDy/Q/pin+0I98UHCAvzy/Q/pin+0I98PL9D+mKf7Qj3xQcIC/PL9D+mKf7Qj3w8v0P6Yp/tCPfFBwgL88v0P6Yp/tCPfDy/Q/pin+0I98UHCAvzy/Q/pin+0I98PL9D+mKf7Qj3xQcIC/PL9D+mKf7Qj3w8v0P6Yp/tCPfFBwgL88v0P6Yp/tCPfDy/Q/pin+0I98UHCAvw1+h4P8AyxT/AGhHviGaaVqjt1S8esqsijdX3SMvpGRsRxHGK1PKI9aH7o3J/O7n9lMBs95fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Hl+h/TFP8AaEe+KDhAX55fof0xT/aEe+Pe06062lxtxC0LAUlSVZBB5EGNczyi+Lb+92m/mjX9gQFEQhHFa0NoK1qShIGSpRwB9sByhHn7dJfw2V/1yffDt0l/DZX/AFyffFfdV+UvMw9EI8/bZL+GSv8Ark++HbZL+GSv+uT74d1X5SZh6IR5+2yX8Mlf9cn3w7bJfwyV/wBcn3w7qvykzD0QHOPP26S/hsr/AK5Pvh26S/hsr/rk++HdV+UmYR+wf22unxqbv9tUSiPJTmJBkPLkEMAOuFxwtKBClkkknB5849cUPSEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEI+HkYCO0sj4xK5x//AJdJf3kxEiyPERrbqLdly0rUq4E02tzkqA+GAG1AfsaBlKeXIFaj9pjC/GHfP5U1L+mn3Qe4bWZHiIZHiI1T+MO+fypqX9NPuh8Yd8/lTUv6afdAw2syPERHdSK8LdsyoVNIK3Qjq2kJGSpa/NGB3njn7I11+MO+fypqX9NPujg9f16PI2PXJPOpznasoUM/UUwMPJpzYWpibkkrgplGclXWHg8Hp7DSCTzyk+cQcnkI2zpxnDIMGoJYRNlsdellRLYXjjtJ4kZ8Y1jpGoF6u1WSZcuaoqbXMNIUkrTgpKwCOXhG0q+DigOQUf0wMPkIQg8IQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAXBpN96KP9O7+mJdER0m+9FH+nd/TEugMHf33nVT83P6RFGnnF5X9951U/Nz+kRRp5wCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEcVqCEFauAAyYpy4dbW5epPS1KpCnmGXCjrnXNu/BIOE4OB6f6ok9r2fW7rdmzo6OKqOc9Ix7ZnEKK7lNEZqlcsIpWX10V2xtM3bam5Y/KWiZ3LA9CSkA+uM1Ka22w9NIadkanLsqOFPrbSUJ+vCifUIkL/ZHerP72nqn2fW/DKiL9ufFaEIhVP1TsmfnkSUvVVdavlvYWlPrIxEil6/RZiYTLs1OVcdV8lAdGTELf0Wo08zF23NOPOJhciqJ6SycI4haCcBSSfQY5RjKiI6f3zR/MH/5qJFHT2WX7d27qUdp6nqet/C6vdu2/VnjAd0IQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgOuYeal5dx991DTTaSta1qwlKQMkk9wiF2rc9tsz9wKeuClNpdqi1tlU2gBadqfOHHiPTGdv37xq9/Nz/wDdmNTk0upqSCKZPEEcCJVfug9iG2PwutT8pqP7a374fC61Pymo/trfvjU/yTVPouf9lc90PJNU+i5/2Vz3Qe4bYfC61Pymo/trfvh8LrU/Kaj+2t++NT/JNU+i5/2Vz3Q8k1T6Ln/ZXPdAw2w+F1qflNR/bW/fA3dagGfhNRvbW/fGprtNqDTZcdp042hPEqXLrSB9ZIjxuAdWvh+Cf0QMN10KStCVoUFIUApKgcgg8QRHKPHRP3Ep/wCaM/3aY9kFJCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEID4eUXxbf3u0380a/sCKHPKL4tv73ab+aNf2BAURFQdI+sVCUkpKlS73Vys22VPgZyrCiMZzyi34pHpNf85pH+iX/AGjG2dh9Pa1G+WKLtOY5zj2RMwsamZi1MwgGmFqTV83nLW3Lz5k1vMuuBwpKuKE5Axkc4yFyWVWrDudlF2UqbmaYy6jr3GFFKHUK7krIxkZ8IzvRN/fypP5tM/3ZjaDpGIQvRW5StCVFMplO4A4O9PEeEdF3jtDrNJ2gq2+mf6Ovgpx0mniiIzTPWJ558kTM4iFfWjpLpBc9vytap1RnuomEZ2rmmwpB70qG3gRGYGgmmB5Ts6f/AMU3+rGnTU1NMAoZmXmk5J2ocKRn6gY5+Uah/Dpr/Xq98SlXZLeM8txqx7P/ALKZlt5PaG6UyMo5NzlTmmJdoZW4ubbCUjxJ2xUl9NaN0eZdp9vSdar8824E4amm0tKB70qCST6opx2enXW1Nuzcw4hXApU6og/WCY2t6GtuUY2E9X1yDS6g/NusrdWNw2IV5oAPAYzzEQm+WNf2etUX9Tq67vFOIpj6vhM85zM/BVTjEzKp9PdDLwuuYLs2HaHIlwgrmG1FxIPEEJ4A8CO8RENV7fatO8n6HKzDryGG0ZWo43KI4nH1x+hI5iND+kgc6sVL+Sj9EV9je0et3bd5ovVfUiicU+Ec6fHrM+sy8zmEz0NlHZClUibam3Ft1VyZQ+yrikFtG5JHgc84tuKe0Uq8hMSVuUdqYSqelXJ111oA5ShTeAYuGNC7daeLO71/Vxxc/wDqqiJ+ER+KW005twQhCNPZBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBHw8jH2Ph5GAoC5bzkrbvy55SZsi2K+pypKcD9UYcW4gbEjaClaRt4Z5d5jIU+96XPSHaJfS/Tku97Rk38jj/pYgOrf75lw/nqv7KYwtPp1RmSlUqy5hXJecJ4emLV6ZinMVYSm100VXuGuzN3MdImYmPWMZ+/ksye1AZk1KDujdg7U81iSf2+vrY8XxqUvOPii0/wA/mb//AOrGMpfbJBCFVSpy4RjBZWAcfURHB6q20qdS8pvctP4YQcD7Iw6dZXnHDxesNmv9l9JwxX38WZmf3bmMxHun8Yj1wkEnqJLTakhnRuwlAnG7sL+B/wD7Y6L5uGUnrTmZZViWVRX3CjY/T5Z1L6cKBO0qcI4jgeHImMXUH3p9s+SKlLoG3IZCQFH6yYiVTp9TlypybacKQcledyePpiq1fru1RmYp9PH71jcNn0232quC3Vd5T9fMcEev1Znp1xMx6uuifu3T/wA7Z/vExuY5+2L/AJR/TGmdE/dun/nbP94mNzHP2xf8o/pjPabL5CEIPCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQFwaTfeij/Tu/piXREdJvvRR/p3f0xLoDB39951U/Nz+kRRp5xeV/fedVPzc/pEUaecAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBh71nnqZaFWqEukLel5RxxCT3kJJEaiPuqfW4+tPnuFSyB4nj/wAY2h1qnX5DTWquy6UlS0oZVkfgrWEq/qJjWOnJKqhLJSgrJeQAkDJPnCO0fJbZi1pNTqpnxiPhGfzR2tnNUQ3Al9JqBfmklDS+wmnVNuUwzMoaAUCTnCvEe+Kg0+rdBsG7axYWoMhT6xQ5Z93a6pkKLbwwMjOOCscu7jG4Uh1MnRmFEBppqXStX8UBAJ/4x+fGp83LT+o9xz0k6HZaYqT7rSxyUlSyQYieyNm5v1Wo0Oor/o8TVHnFUzHOPdnMdObDirDZNUv0ebvpADZpNFQlWcoKWXD68x51aHaU1ynhy2LtDDiVcJpuYaWR/ZjVEgHmAfrEckrWlGxC1oT4JUR+iNr+gWrs/wBm11cYjpPP8/yOJsZcmidNtphmfktWmZObKylDs69hJ4chtUeMVXULkuOj1dg0u85mvLClBxDQUUJ2nvHMgxnujVp5T9Qbnn0V4TD1KkJcKWhLxGXFnCOPPkFHh4RtxathWpbLDLVIpDLZZRsS4sb149JPONR3PVUbRqZ02tnv66cZjgoinnET+9iap5T6fmri7NPSWpDmoGpNHbl6tWKQ4imuHagvMLQhZ8Aon/hGYtDWpVSrZkqrRTKy23/nDRKgg55q8E+mJh02arMNyVFoaEpEstfXnA5KAUP+EV50eZ2Rp1v6jzU/1e1VtuMN7hn9kWSEgekmM+jZNt3LY6tyqsRbq4v8OemYjxmfPPTwwvWtRc4ojK3pK5qRM0yYqXXrZlpdQS6t1pQ2k8uGMn7I71V+iplZeaXU5dDMyMsrWSkL7uGRGQaUost5Uo+YOZ9EcXWGHgA6w04ByC2wrHrEchSjr7bJdqTK9tlhMKGUsl5O8j0Jzk+qObUxLvbupfZc28FbHArH14PCOCpKSVNom1ScsZhHyHiynen6lYzHibt6jtsTrDUmG255O2YCFqSVjj3g5HM8RiAyoBV8kE/UIYPgYwDloUVVDaozaJxmUacLqAicd3hR/jlW4j0E4j0v0RDk3JTCKhPM9kSEhtC0lLgHzsgk8vGAy0IxyZCeTUZia8tzamXUkNyy22urZJ5FJCQo49JPOOpMnXW6c60itMOTZXlt96TylKc8ilKhnh35EBloRiJ0XGhqSEm7TnnBwnFLZUkK4jigb/N4Z4EmOZfrouHqBTpQ0jbntPacOg45bMePpgMpCMJI1Kvrbn1T1uplyxkyyWpwOmY54/BG3u8eccjW5hqmMzczQKv1jiylTEvL9a42B+ERkcD4wGZhGOmKxLMVFqRcYnOsdTlKhLkoHoKuQMfJauUuYnZqTbmT18okqeSppY2gczkjB+yAyUIxstXqNM05VRZqTCpRK9injlKQrwOQPER6fKEhtaV26VAeGWsvJG8fxcnj9kBjr9+8evfzc/8A3ZjWuU1BvVoNNi6aqhpOBtS6OA9HCNkL8eaNl15oOtlzya/5m8bv2tXdzjUdtJWpKEjJJwISro6xhZ7d2XFPsNKk78qrDh5pceSST6o8E7cWpkskqF0VR5OcDq3cn9ERuTtqeWkuzCkyqBghSiOP9cZmSmaZQ0qSKo4+sjJbyCCfriMqvVUTi3VxemM/fDf7W16fV0RXrtPFiPtcXD/0Vezwx73Qm+tQ1PFkXLWS4Pwes4/ojKyNwakzCUrduypsIPMrd4j7MRjxd8t1pV2LHp7/ANEfKh5PrZK2qutDg4hCiEpT+jMe16i/0qp4Y8+q1p9j2iYmbV7vqo6U5ijPvnr7vue24rmrC6HMyM/eNRqXXp2lrrBsI8FDEV85+1r/AJJ/RGYqVAnpNtb4SHWEjcXEkYjDufta/wCSf0Rl6eYmnMVcTXN5orovRTXY7nEco58/XM9fa3Mon7iU/wDNGf7tMeyPHRP3Ep/5oz/dpj2RfQpCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEID4eUXxbf3u0380a/sCKHPKL4tv73ab+aNf2BAURFI9Jr/nNI/0S/7Ri7opHpNf85pH+iX/AGjG5/J//f1n/wB3+WWPqv6qWH6KPavjwkNnVbuyTXU5zjd1Rxu9GcRsX0kzdnxZVfs3kjyV5OT27elfXdZuG7qznGOWMgxr10Tf386T+bTP92Y2F6TF20CS04rNvP1BsVKelP8AF2UkEqwsemJ/f7FX0upppzP1rc+f2Z+EIuZ5Q0he6/B6vq927vzjEfVdZtONuccPri07D0Suy76IisSbktKy7pPV9eFZUPHgIz/+DTen0hTfUv3R0292l2azdqor1WJjlMZnlj3KeajW+t2p6zZuzxx4Rt10PPhD8VM31Pk7qe3udk3BW7PWfsm/j4csd/OK0d6Nl7IbUsTlPWQMhIC8n0cokWkN/Tmj7DtmXnQJpljry83NNZwC4STu3ADHAYxGk9s9Xpt60lq1t13vaqKszGeeMYzicZ9yqOktjUm7PhMrPkjyJt8zzV9o3ek7sY+yNIOkMZ86oz3Xdn6zCes2g49GOPhG8ls3LQ7jk2pyj1BmZacwU7VjcfszGkXSJOdVan9Sf0RBfJ3Yqnd66Ks0zwT6T1peZeHRTyyL5QaOJPtJlntnaQooxtG7OCOMbIteV+yo63sfaOz+ftCtvXejj8n+uK30aba8gWq8Gmw6X59KlhICiOq5E98WvEb8ol7vt4zjpTj4VVQlNJGLaLzVwP2/SmZm8KjSJBbs0GkrQFhspIJxzJ3YB9Ed1AqtRqk1NvsztGmqaUEyapfdvJ/B35PL6gIzc7Jyk6yWJ2VZmWjzQ6gKT6jEbntObJm3C6belZd08d8ruYUD9aCI0VksrMfCLytJdn8m+Ttie170q63dx3bOOMcsZBhVzcXYk+SvJvaeuVntAUUdXnhyIO7GIir+ntUllb6Bflepu35DTiu0N5/94THbLSmqNLT+6VCuFI4YmEqlln05SNsBK5nyz2Z3s/Yuv6odVvCtvWY4548sx8pRrXZJbyp2LtPWHtHUBQRswcbck8c45+mInNXxcVKO2tWDVFY5uUx0TSfUBnEdlO1VtCZeSxNTM1SnjzTUWDL4+1RgM9IG6ds527yTnensvVJX8nd52/J57cYx3x3A3B5acz5O8l7Ts4K67Pdnjj+qPRTqtSqkgLp9Sk5tJGcsvpXw+wx7YDC1E3TulfJ/knbx7T1yV+PDbg+HjHbVTcHZpnyX5O6/rEdn68KKdmPP3YI455YjJPONstKddWlttIypSjgAekx9bWh1tLja0rQoZSpJyCPEGA8bflbsqes7J2jsvnYB29f6OPyP646KQbg7Gnyt5O7T13ndnCgjq/Rkk7oysIDEyZuPyhO9r8m9j2q7J1aVdZnu35OMfViEwbi8sSYY8m+Tdie170q63dx3bOOMcsZEZaEBiaubj7EjyT5N7V1yt3aEqKOryduMEHdjGY7pryz2Z7s3Yuv6sdT1gVt3447sHlmMhCAx1LNa7JLeU+w9o3ntHUBQTtwcbck8c45+mPLIG6urm+3eSd/WJ7L1SV42bvO35PPbjGO+M3CAxSTcHlt4K8neS9p6rAV12e7PHH9UcKgbm/xbsHkvn/jHXJXy/i4P1c4zEIDFVU3B2aY8l+Tuv61HUdeFFOzHnbsEcc8sR3o8rdlG/snaOy8cA7e0ev5H9ce6EBiqUbh7Cnyn5O7X1vndQlWzq/Rkk5jjJG4+3TvbPJvZMHsfVpVvz3b8nHqjLwgMS+bi8synU+TfJuxPatyVddu47tnHGOWMiPlXNx9iR5J8mdp65W/tCVFHV5O3GCDuxjMZeEB4Jnyx2aZ7N2Pr+rHZ94Vt3447uPLOeUcaZ5a7JLeUuw9o3HtHUBQTjBxtyeecc4yMIDCSJunqprt3knrOsT2bqkrxs3edvyee3ljvjuQbg8tPhfk7yXtPU4Cuuz3buOP6oysIDDzxubMp2HyXj/7T1qV/9zB+rnHOqm4eyv8Akvyd1/Wp6nrwop2Y87dgjjnlGVhAeEeVuyjPZO0dl44B29o9fyP6/THRSzcHYEeVPJ3autO/s4UEdX3YySd0ZWPh5GA1Q1V6z4x6/wBdt39tVnby5D/hE10ontLFWfMMX1Wq7IVND6xLtyCMoU1tBSVHaeO7d4cMRDNW/wB8y4fz1X9lMX1oj0ebWvbTmn3HUKrPMzMyXAtDYTtG1ZSO/wBEU1UU1/vRlk2NVe00zNmuaZmMcpxyU9YDemM5ddYRfdVrTVFQD5NclhlxZ3nG/wA0483Hdzj31yS0URqJRGKRVrgXai2VmqPOo/Z0OcdgR5vLlngY2H/wTLJ+m6l/RT74f4Jtk5/dupepPviqIws1VzVOZnMqE1kt7TKi2tI1TT2buJ9+ZfCetnU4ZW3tVnado47gn+uPt1zOkitKy1Ra7cMxc6mGcy8wj9g6zcnrOO0cAN2OMbmWzpZalL09Ysmdkm6vTGST/jSAVHKt3McRx8DGq/Sc0WoNiSy67Ra9KoQ69wpbhAdAUR8jjxSMxTNFNU5mF21qr1qmabdcxE8pxPWPVRFH3eWJHZjd2prbnlneMRtrUTc3Xy/Y/Je3J7V1qV57/kYP1c41Lon7t0/87Z/vExuY5+2L/lH9MVLEsTVTcPZXvJfk7r+tT1XXhRTsx52cEcc8o7/+Vey//ZO0dl8Dt7R6/kf1x7oQeMXSTcBk2/Knk7tPWnrOzhQR1fdjJJzyjhIm5O1zvbfJnZ8HsnVJVuz3b8n9GIy8IDFPG4fLUsGvJ3kvaO0bgrrt3HO3jjHLmI41c3J2RvyT5M7R1y+s7QlRR1eTtxgjzsYzGXhAeGe8rdmmOxdk6/Yns/Wg7d34W7B5eEcKca32SX8odh7R53X9SFbe/G3J+qMjCAwsibo7PM9t8ldd1iez9Ule3Zu87dk89vLHfHJJuXy68FeTPJWF9ThKuuzjzd3HHPnwjMQgMPOG5utk+yeS9mB2vrErznv2YP1c451Y3D2V3yX5N7R1o6vtAUU9X35wRxjKwgPNK9u/Yu09R+0DrOrB/bc8cZ/BxHphCAQhCAQhCAuDSb70Uf6d39MS6IjpN96KP9O7+mJdAYO/vvOqn5uf0iKNPOLyv77zqp+bn9IijTzgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgKy6Rs9MStjsyzISW5ucQ29kcQkBShj7UiKa0xa67US32y11qVVBoKTjII3RcHSOk5yYtKWmGQpbEvMpU8kDO3gobvq4gfbFV6P3PTLQvyRrlWlXJqVYOShtIUrPceMdv7FzNHZa/3E5rma+XWczEREY+CL1ee9b5XnNS0hadZmplQRLtST+445DYR/xEfnC/t61Wz5OeH1ReGoWude1AYXalHkGqXJ1LbLuF14EqBVxycYAPDMS+yOjxaVQoTSKlc7U5U8BT3YHErSj+L8rj9cYPZ6/T2Pt13NyomK7mMUxiasRnMz4RHpnPoxccmrsI2pr/AEW6ZMFHkS5VygB87rmN+fUYjFb6LlzMLT5JrtOm0/hF4FoiNzsdv9ku9bk0+2mfyiXmEl6EVFnZWmV+uO7eyTymmWePHc0V7v7QjY+NY9D76Z0tcf0+vWnzMgtM46UT2P2JRPHvxw4Dj6Y2XkZmXnZZmalHm32HUhSHEKCkqB7wRHGu1Pe3Nyu6iqJ4a5maZ6xNPhifZ8HsxLUDplVeZmNSWqQvHZ5WUbcb4d6s5is9P6zNSdWlqMhDS5OqT8oiZSpsEkIdBAz3DjxEZ3pFVV+ratVZcwMFjYwn+SEg/wDGM7pPa0rJTdp3A4+Hnaq3Nq6hTfBvqlFIVn6xHVIu29r7I0cfKZo5ZjP1piao+/ouWaZquRC9eXCEIi13WciuTYqEnWqpRqilAQJiUeVgpHcUE7T6o+fE0lMIgLT+o1tsEzrEldksjiXWF9nmQB/ExtUfqj2W9qRbdVmRJTK5ijT2cdmqbfULJ9G4jd9kBMoR8QpK0hSFBSTyIOQY+wCEIQCEIQCPmB4R9hAMnxMCSU7SSR4E8IQgPNMU+QmJVcrMSUu8ws7ltLbCkqPiQeBjyzNvUGZ7MX6NT3DKACXKpdJ6kDuTw80fVGThARW/KNTRbtdqwlsTopj6esCzy6pQ5Zx3mNU21KQpK0cFJ4j6427v37xq9/Nz/wDdqjVG3pRufrtPkXSQ3MTDbSyOeFKAMFVMzHOFsT9waLTWnqZdUhcRubsqAtZWvqOuHM43Yx9kYXSSc0blqHMo1IpdZm6kZjLCpIqCA1tHA4I45zGxlM6LFhzNNlphc9P7nWkrPHvIB8Y9P+ClYX8On/X/AOMU00xTGIhcvX7l6riuVTM+s5a4S07ooNUJqYfpVbNmGUAYYBX14fwMk8c4znvj1a9UXT+nUagz9jW/W6czOqWszM8VFuYa2+aUZJ7/AKo2E/wUrC/h0/6//GLZkNPrYbsaQs+fpzFSpsk0lttMygKJ28j/AFxUtZaX3FX9EF6dzElRafciLhXJoQ2t5xZZD3DccFWMc4pVz9rX/JP6I2L6SWh1AsqUVW6LXpVhCkrcNOeIDivO/A48QM4jXRz9rX/JP6I8imKekL1d65dxx1TOOmZy3Mon7iU/80Z/u0x7I8dE/cSn/mjP92mPZHqwQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCA+HlF8W397tN/NGv7Aihzyi+Lb+92m/mjX9gQFERWOvVqVGu0tip01Lj7siggyzbe5bgJySMcSR4CLOgOcZ227jf23U0aqxOKqen6e9TXRFdPDLVm0ZK/bYrbdZpFv1dqaQ040lRknMgLTtJHDgY8rtDvl2pNVJ+g1ibmULSsqmZJxzfg587I4xtniGI3mv5Q6q6rldWlp4rkYqmJqiZjGOsc49zF+Zx5qiktX9b5KUalZW1GGmWkhKEJoiwEjwAEd3x067fkw3/2M5Fr4hiNf/be3fwNP89f6nzSPP7oVR8dOu35MN/9jOR4K5qjrDXJEyVXsmSnZcqCurfoKlpyORwRFypKVJ3JUFDxByIZG4Iz5xGQnPEj6o9p3zb6ZzGhp/nr/U+aR5/dDVCjUnUGkz656nUqvSUwpRUFS0q63tyc4GByjsuOl3xXqkqo1C3auuYUhKVKEk5xwMZPDnG1mI4qW2laUKcSFrztSVYKsc8DvjYbHyi1WK6blGlp4ojGZmZnHlmec9I6vJ0cT4qk0OptzoZlkVaSXT6fTVPKYbelyh11bqdp58cAeiLajlgQwPCNI3bdL26aqrU3oiJq8I6R/v8AFlW6Iop4YcYRywPCGBEarcYR8LzAVtLzQO7ZgrGd3h9fojngeEBxjqmZaXmWi1MMNPNnmlxAUD6478DwhgeEBEazpzZlVO52hy0s5nPWSiEsrz/KSMximtNXZBe+h3tckikfJaemDMN+jgoiLDwPCOJ5wFPauvX7QNPao7O1ujVGTcQlhSkyamH07iMEYO0nhFZaH6hXXQn/ACWzSZ+vUxRALDSFrWxx5oIzgcTw5RtBW6RTK3Jdiq0k1Oy29LnVOglO5PI8PCPRJysvJy6JeVZQy0gYShAwAIDmw4HWUOhKkhaQrCkkEZ7iDyMc4QgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEfDyMfY+HkYDWjUG2rirWolyTFHoNTqLKJ9SFuSsqt1KVbUnBKRz4x4Ze2NTpVkNS9Au1hpPJCJV9KR9gEZrUGn3oi/q+7SKdWuyvTqnErl5ZZQvzUjIIGDyjzUBFxS7xfrkxUWdh82Xfygq+sEZxHk1U0xNVU4iOssnS6W9q7tNixTxV1coiP9/GfB4k0DVRSQpNHvAg8iGH+P8AVH0W/qrn9xrx9nmPdEgnJh2db2mdmJRwZw4yrAz6R3xHJuWvdoBbE7OzSFKwnqV7z6gIosXrWpjNmrP4++Gfu2x6/Z6+HWW+H160z7J6fmuqgakanWnpZJWlQrGuKZqaCsvVKZk3jgKJ4JGM7hw48oo286Xf0y7M166KNXUJK9zsxNyrqW0FR8VDA44EdnZNSP4Bcfsrn6sdU3S9QZthTE1SrheaVzQuUcIP/di4iWBon7t0/wDO2f7xMbmOfti/5R/TGplHtS6EVeRWu3KulCZlpSlGTcAACwSTwjbNf7Yo/wAY/pg8lFdQL2ptnyzBmWXZycmSeolGP2xwDmrlwA8TEI+Oie/IWoe1txiNVlqc1TdSs7g1IJCM/g5UCYiFQq5RMKkqdLLnZtIyoJI2N/ylZ4RC6zcb1q/Nq3TE483SuznY3btftdOu1l6qmapmIinGZxOMRGJmZnHgsb45578hah7W3Aa0TgOV2LUdo57ZpsnEViJ+4Zc9ZO0llxkfK7K5uWPsOMxlqfOS0/LJmJVwONq9YPgR3GMWvd9TRGZppmPTn+af0vyd7Lqau7pu3aavKqIpnHnETTGY9i/rOuWl3VRxU6U6VNhZbcQoELaWOaVAgYMZqKl6PxIqt1tjggOyysektnJ/qEW1E/Zud7bpr84y5Huej+Y6y7ps54Kppz54nBEcve8qNaUqhdQdLk09/wA3lGuLr31AA8OHM8IkcUJq2S5rGsLO4M0lvqwfwckExTqr3cWqrmM4ZGxbZG6bha0k1cMVzjPokXx1y3dZtc/pI90Pjrl/yNrn9NHuitKjWEMzBkpNlycnAMlpvGEDxUTwEeVNTrkuetqFHSJccVKl3N6kjxx3/ZELTuuomM8Me+cfm6Xd7A7Nbrmjv7k45TMU5iPbMUzEY8fLxWsnWuU3DfaFcQnvVlJx9gEWJbNepdx0pupUmaRMMr+UBwUhXelQPEHgeca+SE3Lz0qialXA40sZBH6ImfR3UUV67pdJw11zDm3u3FHExlbfuNepuVW66cTCB7XdjdLsuitazTXprprmI548YmYmJj2LkhCES7niNXzelGtFhrt61vTT+ezyjKSpx3HgADgek8Ihfx1y/wCRtc/po90R/VBandVpouHd1NOaQ3/FSXHCR/VETqFX2TCpKnyzk7NpAJSj5CM8tys8IhtXuV21fm1bpicebpfZ/sVoddtdGv1d6qnjmYiKYzPKZjERzmZnHSIWZ8dcv+Rtc/po90cm9a5MrSHbSrbTefOWSkhI8cAZiqE1StS2XKlR/wBgA4qll9YpP1jwjMSkyxOSyZiWdS60oZCkmMWveL9HOaYmPScpzS/JztOqmaKL9yKvKqnhn24mImY9jeTQGuUu4tOpeqUebRMyrkw6AoAgghXEEHiD6DFgRrb0FXXPI15y289U3V21IR3JKmQVY+siNkon7VzvKKa/OMuR6/Szo9Vc08zngqmnPnicMHf33nVT83P6RFGnnF5X9951U/Nz+kRRp5xcYhCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEMHwgODzTbzSmnm0uNqGFJUMgiIs7p3aDhcPkZhKnCSohCQcn7IlmD4QwfCL9jU3tPVxWq5pn0nDyYieqsVaKWrhzZM1JKlZwS9kJP1RjpXRd2SDhkbsnmCrl1bez7Dgxb+D4QwfCJqz2r3izERTqKpiPPE/jlamxbnwVBQ7O1Pt9MwumXatJXngHXMqxy5qj027d+vlD65S5BU+nJP8Aji0u+ob4tbB8IYPhF2ntRfqx39m3ciPOiI/y4lRVpLcqcuDUu8Lppb1OvbToVRpC9zbjUk4wtpQyCQrae6IPpfqpdFiTbyqW4mYlFq2qlH1KWhKQcgDjwOOGY2bIJGMR0OyMq62ttyWbUhYIUCnmDElpe1ujt2psXNFTNFXWIqqiM+cRPFiY9FudHHhLUS6KxM3BXpusTSAh6ZXvUlOSB3AeqNj9Opmiztv2o3RnRMGnURbU8dhHUzC3t5RxAycE8RkR6Eab2MjOy16enJycJVx/riRU2nylNkmpKQlkS8u0kJbbQOCQO6MvtF20sbpttvR2LVVE0+cxMYiMY6Znl7Peqs6abdUzMvTCGD4QwfCOeMsjxVek0yryqpapyEtONKGCl5pK/wBIj24PhDB8ICAI05cpE0Zuz7kqNIVzEo8evlOPP9jJAH2Rxdui+aE/1VetHypKJODP0lWcjvUWjlQ+oCLBwfCPuDAR2gXpbFccDMhV5czOcGWdJaeB/kLwr+qJACDyIMYK6rOtu50ba3SmZlYGEu5KVo+ojlEfftW6qBLAWddC1sNjCJGrgOMoR/FWBuEBPApJWUBQKgMkZ4iOUajS+rtzU7Umbr7xY6p5wMzMojzmy0lR4JJ48MqIPpjaCzrkpV10JisUiYDrDnBSTwW2rvSodxEBmYQhAIQhAIQhAYS/fvGr383P/wB2Y1UZo1cGx1qlVAEYUlSWF+sHEbV36cWNXjnGKc//AHZjXSX1Y1EYYQyze1TQ2gYSkOowB/Rgqh5kzeoCUhKZm5UpAwAFvcI+9t1C/hVzf6x6MhLaranTLyWWL2qzjiuSUuI/Viat3ffIp6Gn7/riZ0pypQWgoSrHyT5vKEzTTGa6oiPWcMnS6LU6yqaNNbmuYjM8MZxHmrrtmoX8Kub/AFj0X78e1yW3ppRLct+35+eqrMt1U5PTSHFAKxwUnhknJ7z3RUdTvzV2QdCFXhWHkkAhbS0qSf8Auxivjc1J5G+ar/rUfqx7MTDHqpmJ4ZjEwxN0O3XWJp2qV5qpvL4qU4+2vagE5OM8hmI+5+1r/kn9ESur6l3zV6a/Tand9Qm5N9O11lxxBSseBwIiTi0dWvz0fJP4Q8I8G59CGaNTwOZlWR/3ExUlzanV+crc3K2qZCXkZRfVGZfZ61Tyx8rA4AAHhFuUD9yKb+bMf2Exq7RplqTp1Tmn1YbbnplSj/7wxH7lfuWLObfWZiG19itp0e6blNvW/wBXTTVVPPHTHWfLnlM/h5qJ9L0j/s1Pvh8PNRPpekf9mp98QmWRWasntK5tVOlV+cy22kdYU9xUTyz4R8mRWaRiYEyahJo859LiQHEp7ynHOIX59qs8PeRnyx+eMOnfRbYODvvmVfd/azPTz4ePix49M48E4GpN+0//AByacpdTYaG5yWRKdUpae/aoHgYue2asxXbfkaxLDDU2yl1Kc/JzzH2EERrv17UzTy+wsLbW2SlQ7xFz6KfvXUP/AEKv7xUSe1au7qIqi71hpHb/ALPbftNVi5oYxTXE+MzHLGJiZz1ymUIQPKJdzpT90apVpdwT1LtmRkUy8i8WXJya3LDqxwISkY4A5GfRGM+MW/8A59B9mX74iMs+1LIqkw+sJbbnZlSj6A6uPDLeXKrl9T/k2VVxaSlAU4pPcTnl9Ua3f3DUxdrimqKaYnDtW09j9lq0Gnqu2q7t25TFWKZmOvPnziIiOkZnn6p58Yt//PoPsy/fH0ao3rIf41OyNIqEuji40whTa9veQc88RAphVbpOH1PeUpNP7YCgB1I8RjmBGWU81M01T7KgptxoqSfEERZnc9VRMVcUTHs/3KSo7D7BqKblqLNdu5EZxNU59sc5pmPj6tjKJU5SsUmWqcg6HZeYQFoUD6x9YPD7I9sQXQX96ii/U9/fLidRtTgkxicPh4DMU9ceqdafrc3J2vK07sMq51YnZncvrlDntSMYHH+qLhX8g/Uf0Rqhbk0zJW05NzCtrTa3FKP/AFoj9y1FyxaibfWZw27sXs+j3XX1W9bP9HTTNU88dMdZ8ueU9+MW/wD59B9mX74fGLf/AM+g+zL98QOWTXKoDMLmhTpZfFpDaAXCO4qzyj4+7WKOtL0w+mep4P7KsoAdbHjgcCIh/n+rzwxcjPlj/th0j6I9n4o76rSXIt/a4p6ecxxcUR45x05ynw1Wu6l/43VafTKhJp/bW5VCm3Ep+cCTg/VG7tl1ORnrOos7LzDamZinsOtnPNKm0kH1GPz4nnG36Q480oLbW1uSod4I4GNs9KVK+K60+J/cST/uERJ7Vq7uppq7zrDRu3vZ7RbLfszosxTXEzjOenjEz55YiA5wgOcSrQXOEIQCIHqpXah1YtG23git1CWceefH/wBhlEg73jjkTjan0n6onkUzTJLU2ipuKoTNqUioTtULq5qecqiUrDQSQhtKRySlPIQGT0rq3kHo5Sta2hZkZCZfSk8ipLjm0evEYyh6ZyNb08auWozdQcu6ekzPoqnalhxl1SStCUgHASBgYx48uEeDTtu5Kr0d6lSV0mXbkTSJjyfMNzG9yYX1i1FKkfg8iBFhWNXJEaM0yuF5CZWWowLq88EKbb2qSfTuTjH1QHq0muB+6NO6PWppW6aeZKH1YxucQooUft25+2MLfX782nH/AMS/uBHb0fJB6n6RUNuYSUreS5MYPzXHFKT/AFYP2xhtZqfPVbUewabTqm5TH5jyggzTYyttHVI37fBRRuAPcTmAmtMu6Qqt3TNu0qWmZ1Ukn/HZ1rb2aXX3NlWcqX6Eg44+BjAN6oS8921ug2rXq1MSD7rM23LtoAZ2KIyVE4JVgkJGTgd0eHRh1VrVioaZVJKEzEk4qcpz4QE9tllqzuOOa0nn9o/Bj0dH9KRSrkISATc05k458UwCV1ZkqpSfKVuWtcFbaZa6yd6hlKBKHiShRJ85YAzhOeGDmJdbtzUmuWmzdEq6pNOcYU+ouDapCUZ3hXgRtI+yIl0fUpGnkwQkDNWnc8OfnCIlYClzPR9oVvMKKX6/UnKcMcw0p9anlfY0hfrgOq6HUUu1LEuOsEsuVC5/LM6dpKkh0FYGBxJS2EJx6InjOpKGq1TZGt2pXqHL1R4MyU3OoQELWfkpUAcoJ4cDkx4damWTULBY6pPUi5WEpQRwCQngMfYI79deNPtY/wD+USP9pUBYcI+q+UfrMfIBHA845xwPOAQgOJAixhpfkA+W/wDZv/NAVzCLH+K//Pf+zf8Amh8V/wDnv/Zv/NAVxCM1eNB+D1Tbku1dp3sh3d1e3GSRjGT4RhYBCETW2bD8tUSXqXlTqOu3eZ1G7GFEc9w8ICFQix/iv/z3/s3/AJofFf8A57/2b/zQFcQiWXjZvwepjc75R7TveDW3qduMgnOcnwiJwCEIQCEcm0LcWENoUtR5JSkkn7BHd2Gd/gU1/qVe6A88I9HYZ3+BTX+pV7odhnf4FNf6lXugPPCPqkqSopUkpUDggjBBj5AIQhAIRlmLar77Db7NJmVtuJCkKAGFA8Qecc/gpcf0NN+oe+Aw0IzPwUuP6Gm/UPfGFuqRrVIlMLkHGphacoS5wJHIkYzHtMZnDyZxGUcvW5WqJK9W2oqmXEnaB+D6TEU0stGd1EvJuXm3XezAlUy9x81OCcA+PoiKV4T5n3Vz6HEuFR4qzEm0t1Hq9hThVJMompNxze/LqUU9Zwxz7vUY1nXa3vNTFq7ExRE9PP1n/fR3js72aq27Zq9Tt8016m5TyqzGIz4Uz6ffPXkzOquj1ds4u1CVAnqUXQhtbWStIPIKTz9UVzJuzjClLl+tAbwV7QSE8e/wjc7TPVS3r3lkMhSZKodXudlnVp5jntOeI+wRyv8AsOgzNo180+UYkH5uRIW4y0POCVdZyHMkj+uLk7fGe/0leEZZ7aXrUfszftNxVTMRMz0mMxGZjE588x1ayWzfDrRQxOFa0lXee70GLApdSlqiwHZdzOfwSeIihWGluvBpA4k4+qJTQA83NsScs84Fk7StPPJ8BEttGqu66mYvU9P8XnPlj82rdv8As7t2xXKa9Hc51c+764jzifCPCInPot3J8YR2tU+ebbS2qUmlFIwVFhXH08oOy0y0je7LPtp5bltqSPWRGW0Rr/quoo1QnVgZKaek/wBYiH2aylFHTMkhb0yS66vvJPGJnql++rNfmCP0iIEwt623XJdyXemae6suNuNJyWcnilQ8PqjV9yia79yinrPD7+TuvYmunT7XpdVdj6lPexM/ZmaoxM+nKYz4eyUljB0lpMnclQlWeDLraJjaOSVEkHHqEfZi5ZEJAk0PTzp5NsoOftzyjtt+QflzMTs4pJmptQWtI5NjHBA+rjEbFFVq3Vx8s+Hvbtc1VnX6uzGmmK+CZmao5xEcMxjPSZnMco9s9Fl9H/8Adm6/5cr/AGFRbcVl0baRU6nV7uVT5J6ZCHJULKAOGUK9MXN8FLj+hpv1D3xuOi/s9Hsj8Hzh2m/vjVf+pX/mlhooHVxWzV+aXjO2kNHEbL/BW4/oab9Q98a1asfvyTAP0Uz+mLW5f2Wtndiczvmnx5/lKI2kyk04z6gFTE0tS3F44nzjgfZGZIBGCMgxHWZhy3plyWmWlqp7jilsvIST1ZJyUq9HhHqmbjpiGiZZ7tbx+Q0yNylGNUvWbly5NVMZien+/DDv227lo9HpKbF+uKK6IxVE8pz4zEdauKecTGc583VScyt01CQawmXU2mYSgDglSuB9eMxZPR6++a7v5Uv/AGBFfUCTeC36nOoCJubIUUfi0YGEZ9GIs7o0UmpVO5rxMhJOzIQuW3bAOGUCJba5idXVjwp+/k5928t10bBbmqMRVemYjypmK5iMeHLw8Oi2IR7qnR6pTEIXUJF6WSs7UlYHE8/GPDGxuMNf9WHCzqTVnk80U1tQ+xTpiLWdLpaojTxO96Yy66vvUSf+A4RLdTkpXqlUUKGUmQaBHiN7kQaQmVW4rybPIcVJ7ipmaSklKQTnarwwY1bcomu9cop68p9sYd47F106bbdHqb39XEXKc+FNU18pnyzETGfDp4pIQCMEZEYOhtpkq1UpBrgx5j6U9ySrOQI7Jq5Ka23/AIs4Z10/JaYG5R90c7ekplhMxNzqgZqbXvUkf+rT3I+yI6KKrdurj5Z6R726XdTZ1utsxppiqaJmaqo5xETTMYz6zjl6Z8Gz/QV/c+9v51Z/uBGysa1dBX9z72/nVn+4EbKxuWk/qKPZH4PmrtB/eup/56/80sHf33nVT83P6RFGnnF5X9951U/Nz+kRRp5xkIghCJPZdp/COWmXu39m6lwIx1W/ORnPMQEYhFj/ABX/AOe/9m/80Piv/wA9/wCzf+aAriETmv6f+SqNNVHyt1vUNlezqMbvRndwiDQCEIkNg0OUr9Ydk5xx5DaGC4C0QDkKSO8HxgI9CLZ+LWh/wqof6xH6sPi1of8ACqh/rEfqwFTQi2DprQwCe1VD/WI/VipzwJHpgEIRlrQprFXuGWp0ypxLTu7cWyArgknhkHwgMTCLZ+LWh/wqof6xH6sPi1of8KqH+sR+rAVMOcc4sS57FpNKoE5UJeYnVOsN7kha0lJORzwmK7gEIQJAGSQAO8wGJu+4Kda9uzdcqjmyXlkZ2j5Tij8lCfEk8P6+6ONt3BLViz5K5nEdilpmU7UoOrB6pGCTk+gAxW1yn4wJOv3E5hds0SSm0UlB+TOTQbUFzJHelPyUenJ8Y66tMOS3RMaW0rClUZls/wAlToSf6iYDNjVuV7ImtLtO4EWypzYKwWk9Xjdt37PlbM9//HhFjsutvsoeZcS404kLQtJyFJIyCPQREaqNOlPipfpfVoTKigloJxwCRL8P0ZjzaJzDkzpPbbjpJUJIIye8JUpI/qAgMpO3EiWvqm2sZRSlT0k9Nh/rMBHVnG3bjjnxzGdiq9Srhptr6uUCsVRaww1Q5xKUNp3LdWV4ShI71E8Iy+k81WLml1XtU6wVS8+CmSpcs7mXlGwcef8AOd4cSeX6AnsIpawaVc972K9VqpfVelHGX5luSTJP9XxQonc6cZc48AMgBIEddpSN1Xtpci7alfNak59Es8qTbkHAy0Op3Dc6AMuKUUHJyOYgLtAyQPGITLagMzE3bjTdLc6mvz8zKyzpeHBtkkB3GOIVgkDuHeYx8rdVTmNB5SvOOBysz8imWZUBjrJl1fUoOB35IV9hjC6m0ebptZ0xoNvTTco/LPuSkvMLQFhsJaQkube843KHpgLgHIemEVVUadWLJva1XZS7q7VZOs1AyU7LVOYDyVZTkLTwGw+gejui1RygEIQgOB5xwebQ6ytpwZQtJSoeIIwYzLFt16YZQ+xSZlxpxIUhQAwoHkecc/gpcf0NN+oe+AruU04sSVIUzatMCvnKbKifWYkNNp8hTWOz0+TYlGs52MoCRnxwIz03btclJZyZmaXMtMtjctagMJHjzjFwCEIQCEe2h01+sVRmnSy20Ou52lwkJGATxwD4RKPi1rn8Kp/9Nf6sBCoRNfi1rn8Kp/8ATX+rD4ta5/Cqf/TX+rAQhaErQpC0pWhQwpKhkEeBEeNdNpKEFaqbIBKRknsrfujKT8suSnpiTdKS4w4ptRTyJBwcRWWo1xzJ306XbcZb4BSjwJii7cptW6rlXSGfte3Xtz1dGks/vVT4+HnPuY2+q5IuzBkKVJSrIQrCnUS6Ek+gYEd1V0tu+QtiUuNyVaelJlrrsNLy42n+MCP0ZiMW/PMU6tS0/NyTc800vcthz5K/rjcPT7VW0brlWZNtxqRmS0kKlXlJwCcjYnx5eEa5TXRuVyrvqsfZh2jWWtR2M0lqnbbHeU9blXjPw5x6eEfFpiy+6wvzSMjmFpz/AFGJdbNx09tQanaZJuJJHOWbJH27Y2Wv7Ra1boeM5Lo8lzZJUVS6EhDiiSSVDHHn3YjWnWe3DbWoFRk0S7bEst0rlkNjACOGMeuLtN3WbXHOeKjyn8vJjcPZ/tvVFFNE27+JnMcpjGOvhVHt6eif01NAqDe+Xp8gf4plWwR/VHs8lUv6LkPZW/dFOW9Mz0srr0PrQhPLjx+yLmsKn3NXqQJ9FLdflj5rbqBncQeOcmNis1RfsRfpjET4T1ci3rbp2nX1aKq5Fc0+NPT2T5T59fa9TQCVoSkAAEAADgI0/ms+QZ4nPVirOFz+T13GNzZ+lVKmOM+UJN2W6xXmdYB52CM/pEaj0eWQ7LVWRmUHjPTCXEKHEZWSOH1EGIvda+C1TV5VQ2jsBp51O4XbMTiarVcR7eTMI27BsxtxwxyxHGYLYYcLuOrCTuzyxjjGEZbrNGZEvLtIqMok4bBWUupHcDwIIEfHmavWkBqabRTpQnDiAsqccHhnAAEav3EZzxRw+f8A26u7Tu1U2+7izV3uP3cTjP8Az/u49c9PDPJ8s/f8EWt2dpSsoz83JxF/6J/vXUP/AEKv7xUUw+lmVpzgSEtNNtn0BIxGyegFg1moaO23OtvSbaH5UuIS4pQUElaiM+b4RPbNX3ld2vHWf1cn+UjTfM9NodNNWZopmPhFMO6B5GJr8Wtc/hVP/pr/AFYx1xWbU6HTVT02/KLbC0ow2pRVk8BzAidcoaQXMSKXOZJ6s1hwO4+Z168/ZEqTgJAHLHCMcyw1MKq8k+Af8emW3UHmnLq48DTlZozSZZUquqsDg242rDiU9wUDwPrjTtXHe3KqI6xVPvy+keztz5lo7GpriZortW4zETPDNMT1iMzic+Ecpics+5tKFBeNuOOfCMFa5X8GV7s9X+ydV/I44ji8qsVtoy3Zl0qXJ89a1ZdUPAAcB64y7jTUpS1MtgIaaZIHoATGNju6OCZ5zMe7H/6mouTrdR85opmLdFNUZmJjimrHhOJxHD1mOczy6Lg0F/enov1Pf3y4nUfejXp09P6KW9Nv1Bcqt1DyuqVLZIHXLx+EOYwftjI3NS/I1bmKb1/X9Tt8/btzlIPLJ8Y3mHyrV1ljF/IP1H9EafM4+C8qHP2k1BIdHcU7+/0ZxG4K/kK+oxqhQpJE1br9Om0KALjjbiSMFJz/AFGIzdqootU1T4TH5t7+T+xVqNbfs0dardWM+eaeU+k+PozyNoQkIxtxwx4R01IINPmA6AUdUrdnwxGHbfrNHaTKrkVVNlHmtusq/ZMd24Hh6jHxxNVriOoelTTpIqHWhasuuAdwxwAMazGnmKuKao4fPP5dXcLm703LU2abVXezGOHhnGceNWOHHrnGOj7QSo2U1kkjqVbc/Nydv9WI3G0p/eutP+ZZP+4RGpdRSzK0V1A2ttNtYHcABG32lFOnTpbaZEs5g0STPL/2CIntlr45u1+cuSfKZp501Gh08zmaKMfDEZ+5H4DnCA5xOOXOcIRh6VXW6ncNWpcpLqUzSyhp+a3eaX1DcWkjvKU7STnmoCAzEcHm0PMuMuJ3IcQUKHiCMEeoxzhAeC3aNTrfo0vSKRL9mkpYENN71L25JJ4qJJ4k84is1pRZcxOuvqkpxEu8917si3OOIlHF5zktA4+wcInMIDi2hDbaW20JQhICUpSMBIHAADuEeCfolMnqzTaxNS3WT1M6zsju9Q6vrE7V8AcHI8cxkYQGKqlvUip1mm1iclN9QpiyuTfS4pCm88x5pG4HwORz8Y52/Q6XQGZlmky3Z0TM0ubeHWKVudXjcrzicZwOA4RxuOv0y3mJV+qPLaRNzTcoyUtleXV52jhyHDnGUPA4+yAx1vUOl0CnKp9JluzyynnHijrFL89Zyo5USeMeCjWdb9H8lppso4w3Sg/2NrrlKQgvftivOJJUeIBzwBPjEghAY2tUOl1l6nu1KW69dOmkzcqesUnq3RyVwIz9RyI+12iUyuNyrdUluvTKTTc2wN6k7HUfJVwIzjPI8IyMYu169TLlo6KtSHlvSi1rbSpbZQcoO1XA8ecBlDxOYQjD1qvN0mtUiRm5cplqo6qXbmt42tv43IbUP44CsHxGO+AzEcDzjnHA84AOBBixhqhgAeRP9p/8sVzCAsf40P8AMn+0/wDlh8aH+ZP9p/8ALFcQgM1eNe+ENTbney9m2Mhrb1m7OCTnOB4xhYQgETW2b88i0SXpvkvr+p3ef1+3OVE8tp8YhUICx/jQ/wAyf7T/AOWHxof5k/2n/wAsVxCAll43l8IaY3JeTuzbHg7u67dnAIxjA8YicIQCEIQEh05cbavKRW6tKEDrMqUcAeYqLj7fIfw2X/1yffGvZweYzHzan5qfVAbC9vkP4bL/AOuT74+9vkP4bL/61PvjXnan5qfVDan5qfVAZG5lJXcdSUhQUkzbpBByCNxjHwhAIQhAXHb90W9L0GnsPVWVQ63LNoWkq4pISARHu+F1tfTEp/S/8Io7J8YZPjAXj8Lra+mJT+l/4RX+qVUp9UqMk5T5tqZQhlSVFBzglQ4RDsnxhAY6sUaRqrWyZb44xuTwMVtctkzkgVOyYW+1gngItqPhAIIPEHgYtX7FrUU8N2M/jHslMbPv2v2a73mkrxnrHWmfbH5xzUJTJhdKqjUy7L7y0rPVqUpIV6CUkHH1GLAuHWu9q3KMyEuqUpzSUFsplms70kYwd5V3Rl7jtGn1RClttIaexwI4AxDJ61JyjIU4Ww4D/wCsBzj0RE29mvU3OG1c+pPXzdFv/KDtOr03zjWabOooj6sTzpzPjnwjzzGWHZR1STk5cXxWqLN6OtMZnb8RMzjbSpSXaUpZccCQlWPN7/GK0IIODziwNOJNCJBc3zU55pB9BiesUU2qcUxiKY5OUblrr24aib9+riqrnM/pHp5Q2y7fIfw2X/1qffEV1TmpV601oZmWXFde3wS4CecVJtT81PqgABySB9kULKAaqWLN3DMS1Yoky2xVJZtTRQ6B1b6Cc4JyMEEc4r/4B6n/AETQ/wDtARsBCMa9o7F6rirpzKc27tLum22u50t6aaeuOUx98S1+Fg6mjlSKEPqqAj1U7TnUybmOqclrbk04yXX6kAkcf6z6IveEWv2Zpfsfiz/pvv2MfOZ+FP6JVoDbtq6YWvNSTt1S1TqdQmO0zs0U7ElW0JShKRnCUgeJycmLH+F1tfTEp/S/8Io7J8YZPjGbERTGIavcuV3a5rrnMzzmZ8ZXibutraf+WJTl87/wjUfVewp2u1Jq46A82Ksyz1CmHiA0+3nPE/gkcMGLHyfGEeV0U10zTVGYlc02pu6W7Tes1cNVM5iY8Ja+GytS+Rt6mH/4gn3R6pTTbUQtJdRSraYKhkpVVUJUPQRti+YRhfszS/Y++f1bLPbnfpnM6if5af8ASo5Om2pS1BIlrXQT+EqsJwP6o2U6Pds2tpjbk0mZuaWnazVXEv1F0HDYWAQEIHzQDjnxxmI5DJ8YvWNJZsTM26cI3dO0O5brRTRrLs1xHOI5Rz90Qn+qdZpVUkZFFPnmZlTbylLCDnA24zEAhCMlCq51SsOfrdSbuCgPtIqTcv1Dku8MNzCQrckbsjaQSePHnEBVZWpagQbephB7jUE+6NhIRi3tFYvVcVdOZT23dqN222z3GlvTTR5YifxiWvLdjajtklu2qUgnntn0j/hHa3ZGpbi0oNDpbQUcFZnwQn04742BhFr9maXrwffP6s6O3O/RGI1E/Cn/AEpl0VbNRaGnTqXpjtNRn51x+deCdoUsYSABngABFuREdJvvRR/p3f0xLozoiKYxDVrlyq5XNdc5mecz5zLB39951U/Nz+kRRp5xeV/fedVPzc/pEUaeceqCJPZd2fByWmWewdp65wLz1uzGBjHIxGIQFj/Gh/mT/af/ACw+ND/Mn+0/+WK4hATmv6geVaNNU7yT1XXtlG/r87fTjbxiDQhAIyltVyboE8uck22XHFtlsh0EjBIPcR4Ri4QE1+MqufwWn/0F/rQ+MqufwWn/ANBf60QqEBNTqTXCMdlp/wDQX+tEKPE5hCAR7aHUn6PVGajLIbW61naHASk5BHHBHjHihATX4yq5/Baf/QX+tD4yq5/Baf8A0F/rRCoQErq99VaqU1+nzEvJJafTtUUIUFAZzwyqIvHAc45wCOLraHWltODKFpKVDxBGDHKEBVlw6MWS1blR8k0acVOplHeyoTPvHLm07AAVYPHHCPlnaZSbWj8zRVSb1Oq1ZpqG57r3VK2PpyUHaSQnCiMgRakICn37ju+YsQ2SLKriblXJinLmVMgSSRt2F/rs4xt448Ysu0KO3b1rUyhtL6xMjKoZ3/PIHnK+05MZX0QgITXaJMzmsdt1lVOL8jJUyZSqYUgKQy8VeZxPJXHhHitaiVaztRp2Rpsg+/adazNJLQymnTX4SSO5Csf2fAxYcICCaM0ip0fTlVOqki9KTfaptfVODCsKUSk/bHTpRRKrStFJei1GRelqimVnEGXcGFhS1OFIx6dw9cWDCAqyyKJV00nT6gVKmzMs3SmXqjPBxshKXkFSGGyeW7LhXjwSDGcvyk1Kev2xZ+Tk3n5Wnzz7k26gZSylTYAKvrMTeEBDNRaXUahXrKfkpN19qRrQfmlIGQ03sI3K9GYmY5QhAIQhAW9blz2/LUCQl36rLNuty6ErSpXFJA4iMh8Lra+mJT+l/wCEUeScx8yfGAtu8bloM5bFQlpWqSzrzjJShCVcVHhwipDzhkwgEIQgMxZlRlqVckrPzZWGWt+7anceKSBw+sxZHxh25+MmvZzFPwgLg+MO3Pxk17OYfGHbn4ya9nMU/CA9lbmG5utTs2znq3phbiMjBwVEjhGEq9Jk6owWplvOfwhzEe+EexMx0I5TmFVXLY01Kbn5ALebyfN5kCIetD8s8NwW04g5B5EH0GNhYwNetemVNlX+Lobd24SpPCIrV7RZv5qt/Vq+7/t7vg6P2f8AlG1ugxZ10d7b8/8AHHv/AMXv5+r06fa5qt21G5Cp9pqk42na2V4CEJHADgnJ4d5Jivb8uucv+vCsVKTl5QoTt/Yd2FDhjmT4R56tZdQkXlLKN0sDxWk59UeFSQ3+xpTtSngBFGn0GprxGq/cp6R5+/yZe79pdk0MTqNlj/xF2JzV04Inry6Z9Onj7eSB1jjbYTwyAEiNtNLKlbFv2RIU8VVlCtpccS4rilSjkjlGrNsyypqsy7aCAQsHj6It0cBiJ2qZi3Hr+TlOZruzVM5/Weac6q1emVXyd5OnGpnqus39Wc7c7cfoMUXeGl9EuGtLrKJ2fpk84kJdVKqTtcxwBKVAjOOGRiJ3CLFVMVRiYzDItXrlmuLluqaao8YnEqr+JmU/Kus/0Gf1IfEzKflXWf6DP6kWpCLPzaz9iPhCQ/bm5/xFf89X6ofami2nQLExdlwXJUQ26VLkglCWXADwCihIVjxAIjYmQvi1JCRYkpQTLUvLtpaaQmXOEpSMAeoRU0Iu0UU0RimMMLUaq/qauO9XNU+czMz964PjDtz8ZNezmMBfl20es2+qSklvl4uoUAtopGAePGK+hFSwr66tK6RWK2/WpKoztJnpk5mFM7VodOMZKVA4PDmIxiNHlbwV3jUinPECXZBI/oxakIs16e1XOaqYmfZCR0+8bhprcW7F+ummPCKpiPhEqz+KGT/Kit/0WP8A9OO+R0fttU22quVSvVSUQoKVKh9plLmD8lSkt52n0Y+uLFhHkaWzTOYoj4QuXN93O7RNFeormJ6xNdUxP3rBk9R2JOUalZagBphlAQ2hMzwSkDAHyfCIhc1U8s1uYqXUdR123zN27GEgc8DwjGwi+iiK+urSylVitv1mSqc7SZuYOZjqdq23D87aoHB5cosGEU1UU1xiqMwvWNRd09cXLNU01R4xOJ+MKp+J5z8sqj7M17ofE85+WVR9ma90WtCLPzSx9iPhCS+kO7fxVz+er9VWy+jNMcfQqtV2o1SWQdxlylDSVn+MUjJHoyI3HtZCG7ZpTaEhKESTKUgDkAgRRJ5RfFt/e7TfzRr+wIu0W6bcYojEI/U6u/q6+8v1zXV5zMzPxlREBzhAc4rY7rqM0mRp0zOqGUy7K3iPHakq/wCEQDTGcTQNE03NPDrXnZeZrE2RwLq1qUv+vCRE+qMqmep01IqOEzLK2SfDckp/4xANNJIXBogLZnD1L7UvM0eaHMtOIUpHH6spMBi6FbF4XNabF2v35W5KuT0v2uUlpVwIkmQobm2y3jzhjGSfHv459Fw1i85920LLVMih1urS7j9Xm5cpUphtrIV1eDgFWCeHLlHmoN2XXbVoy9pzNh16ar0jLdklXpZkOSb+0bW3C7yAxtz9Xdnh3VyjXpS12hebzCrgrVJl3GKxLsBCXHm3ck9WAACUZI4DjgHxgPlTZrWm1w0CZRdFYrdCqk8mnzkvVHQ8tlxz5DiF4BHEHI9Hfnh2TPwkuDV+5LZbuSfplGlpSVec7KsB5JKcbG1HOzcSSpQGfNA746qrMVfUq4KBKMWzWaPQqXPoqE7M1NjqFOrbHmNIRkk8Scn3cZDbtKqUvrFddYfk3W5CckpREvMEeY4pIG4A+iAwVsTVftq9bmtRNWqFwsStGFSpwn19Y8lw8OrKuagT/wAIi9qOzN1UBFUk9XKjLXo4CryfMTiWJZt0K/aiwRxTjhkZ+ruidzNIuBOrVerNOleqQ7bqJeSmnkZZMyFZCT48ecQy4Z03JbrtLuLSKrTN3LYUyZhqnJQ11xGA6HweCc4PeO7iOMBlNe6XUZmjWnNTtWm5WZNUk5Z9iUcAYDqslTycjO4HO0nu7okl7Uq4EStGpjV5OUmiMBYqtWemkNzrxHyAFEAZPeRj+rjgb8odwSmk9pSz0tN1afo89JPzyZZJecKW927A5qxkDPozHDUBDlQvC3Lvqlo1et20JBxKqf2PrHpSYUokLcYJ4nGOfLHoEB57RrTNK1WpVuUG/Zy6qVUJV9Uy3NTaZoy7iElSSlwDvxyH290e2RRcd16kXnQXLmqdNotPmWSBJO7HyVNjDaFnOxHBSjgZJxGOmpipK1JtG4pawKrS6DLB+VQluSSH9zqcdY40j9rRkjBVxwFH0RMbGpFSkdRr7qE3Jusyk/NSypR5Q814JbIUU+ODAYWyW62bhvKwJy6KtMsSDcu7I1FTgM4yl0bineRxPIZPp8YiOntVm7J0HnrqYqU3NPuvuSsrKTC0mXZdLxSHAMDjzUrJ44iyLYpFSltXrwq0xJOtyE7LSaJZ9Q8x0oRhQB9EQK2bcq1b0dqlhPUio06sU+aXNsuTksUS7znXFaEpWeCsjIPcMg8oDqqs8zSaA7Xqbraqo3JLs9euWdqDS5SZUBlTSWe7PED7OXdNL9nBdGhD9fZSZd409qqsbTxZdbKXOB9BChGDmK7OztM8l0rSB+VuVaQ2VzdKZEkwvgFOFwjCkjiQP/2ZPqopylaN1CRUllybfk26e2iXaDaHHnSlGEIHAAkqIA7oCXUGeFUochUwMdrlWn8eG9AV/wAY9R5x5aDI+S6FT6ZnPZJVpjPjsQEn9Eeo84BCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBHFaErSUrSFAjBBEcoQEZrtpys2FOyaUMu8MJxgGMzQ5VclS2JZxKQ4hOFbTkZj2wi5Vdqqp4ZW6bVNNWYIQhFtcIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAXBpN96KP8ATu/piXREdJvvRR/p3f0xLoDB39951U/Nz+kRRp5xeV/fedVPzc/pEUaecAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAHOOSilKSpaglIGSo8gO8xxHOMFqU89Lad3G/Lkh1ulzBQRzB6s8YDw6Z1GduCRnrpmX3uy1KaUKbLE+YzKtkoQrHzlkKUT9Q7o4Oao2A3WDSl3RJCZC9hOF9UFeHWY2f1xgau+9SujOl2mKUlaLeYCFoOCAtCApQP1KVGepNtW05pRKUJ+XlkUh2loLq/NTjc2FKd3HkrJKt3dAZ25LholuU3yjXKlLyMqTtStxXyzjOEgZKjjwzHitK9bWutTqKBWGZx1obnGtqm3Ejx2rAOPTEClZSmTms1q0kPpqdGpdsmYpbjrgeS6veUdZkcFEJA4/wAUGMlqdLsSOpNg1iSbS3Un6iuSdKBhTzCkDcFY5gZPPxgJVWr4tOjCc8pVuXYVJvJYfb2qUsOKTuCQkAlRxx4Zj12rc1BuiQVPUGpMzzCFbHCkFKkK54UlQBH2iINp3T5R3WnUOpOsocmWH5ZplagCW0rbyrb4E7U5PojqoMiw5qvqbTm3UyLM1T5ULcRhIQpbRBc7hnzifXASF3VXT1uqmmruiTD4XsKglZaCvDrNuz+vEeHU/UWTtOu2/Tk1GSaM1NoNQS6hSi3KKB/ZARy4g8Rn6oirDVwWrYBti57Ck7htlhhQdnqPNJ3LaB3dYUcFbu/cCOXOMle71JnmNLJujjdTnawx2YrBKuqDYCUq3ZORjByTxEBO67eVr0OkStWqtalpaUnEBcss7ip5JAIKUgFR4Ed3fC0rzti6w6KBV2ZxbIy61tUhxA5ZKVAHHpiMXnUKZL6kU9ul2rN3HdMtT1KabS+lpiUYUo+cor81KiScEDP9UYaiOV13pByM1XaNT6TMP0B7DUpMdcVIC+BcWAAVZ/qAgJxWL/s6kNPuT9el2uomVSriEpWtwOpAKkhCQScAjJAwM84+uXzbLtmzV0SValXKcykp6/CsJdx5qVJxuBJKeBHfEW0fp8p8NNQaoWEGb8uLYS6RkpRgqIHhk8/HA8I67HYZYurVWVZZbbYTNBYaSkBIJYWSQOXOAzek19Sl12S3VJ6oyQn5ZorqYQC2iX4qwTngBtTnnHppGptiVarppUhckq5NrVsbSpK0JcV4JUpISo/UYqeoOTKejRaUnKsB1NQqDMtMo39WHUF1w7FL7gVJSM90Sa/qfeddsyZoUxp7QKZLtoHZ3xW2kiTUkjapPmgDGMcxnMBMr4qc3bteoVbMw75KfmBTaiyVeYjrT+xPAdxSsbSe8K9ES8gg4PMRXGrzcwrQWoeU1p7Y3ISy3VJWFDrkqbOQoc/O7xziwKctbtOlXXf2xbDal/WUgn+uA7DzhA84QCEIQCEIQCEIQCEIQCEIQCEIQHwgEYIBjAVu15KoAraCWHSc5A4RIIRVTXNPRTVRFXVD7PoTtPqr/amclABbc28OfcYmEIR7XXxz0eUUcMEIQihWQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCA+HlF8W397tN/NGv7Aihzyi+Lb+92m/mjX9gQFEQHOEBzgOcYakUFul3DVqpKTCksVUodfldvmh9I2l1J7ipO0EeKcxmNwhuEB9hHzcIbhAfYR83CG4QH2Hdjuj5uENwgPsPTHzcIbhAfYR83CG4QH2EfNwhuEB97sRhq3QW6vWaROzcwoy1LdVMoldg2uP4whxR/iAqIHic90ZjcIbhAfY4HnHLcI4nnAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAXBpN96KP9O7+mJdER0m+9FH+nd/TEugMHf33nVT83P6RFGnnF5X9951U/Nz+kRRp5wCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQAc44T0qzPSMxJTKdzEw0ppweKVAg/1GOY5xy3CAgmlzKJmxJmy620l1+jqcpM6yoYDjXEtq/krbUCD6D4RjDphXBSjbSNQqkm1inq+wmUbL4Zz+1B7Odvdy5d0WShmXRMOTKGG0vuJSlxwIAUsJztBPMgZOPDMdu4QEOuiwJKoy1HXRZ+YoFRojfVU2blkhZbbxjq1JPBaT4fX4mOm3bFnWbmYua67lfuKqSjam5LMslhmWCvlFKE584jv/8ADE33CG4QGCoFsy9HuWv1xqadddrTrTjrakgJaKElICSOJznvjzJsynKuG46tMvOzCLglG5WZllJASlCUbeBHHiD9kSbcIbhAVixppc8vSPg5L6kz7du9WWRLdgbMwlk82w7nIGDjl9mOEZm6bAbn7et+l0GpqozlvvoekHlMh8ApTjzkkjOeefGJruENwgINXbGq8zXJS5KNdi6XXUSKJKcmDJJdZm0J45LZICTnjwPDhHmk9OqnLXnTbt+GU5NVNpBZn1zMqhSZlkkfsbaQQGR3cM8884sLcIbhAYK1bZl7fnq5NMzbr6qxPmdcStAAbURjaMcx6THXSLUladWLkqKZt51VfcSt5BSAGsIKMJPfwPfEh3CG4QFfUHTUy9izdl12uKq1JVgSQRKpYdlMKUoKCgTuVuIOT4Y5GOh3TivVRpmmXTf89WKE0tKjJCTQyt8JOUpddBJUOA+v6+MWRuENwgIJqxLissUWxpZKc1acbXMpSODUkwQtxXDkMhCR6TiJ5w7hgdw8I6epl+1Ga6hvtBR1Zd2DfsznbnnjPHEdu4QHE84QPOEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEB8PKL4tv73ab+aNf2BFDnlF8W397tN/NGv7AgKIhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBcGk33oo/07v6Yl0RHSb70Uf6d39MS6Awd/fedVPzc/pEUaecXlf33nVT83P6RFGnnAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAfDyi+Lb+92m/mjX9gRQ55RfFt/e7TfzRr+wICicH5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgNc8H5p9UMH5p9UbGbU+A9UNqfAeqA1zwfmn1Qwfmn1RsZtT4D1Q2p8B6oDXPB+afVDB+afVGxm1PgPVDanwHqgIlpN96KP9O7+mJdADHKEBi7rkn6jbs9JSwSXnmilAUrAz9cVgdP7kz+0yvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKc+L+5PxMr7QPdD4v7k/EyvtA90XHCApz4v7k/EyvtA90Pi/uT8TK+0D3RccICnPi/uT8TK+0D3Q+L+5PxMr7QPdFxwgKcOn1yY/aZX2ge6LTo0o9K0eSlnQkOMy7ba8HIyEgGMhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQiH6v35TdOrNduGopcWOsSwyhCCrc4oEgHHIcDxjUhPSp1OdmEtMSlIcW65tbbRKFSiSeAAzxMbDtHZjX7tZrv2YiKKetVU4hauXqbc4lvPCNHJvpRapyc25KTclR5d9tWxxtyUKVIPgQTwizJG8OklPyTM7JUm1ZiWfQHGnW3EKStJGQQd3ERn6nsVrNLw9/etU8UZjNcRmPOOS187ttl4Rrf8Jek59BWz/TR+tD4S9Jz6Ctn+mj9aMb6L3P4mz/8AJB88ttkIRrRPXh0kpGTcnJ2k2rLyzSdzjrjiEoSPEkqwIrqd6TOqktWFUoM2/MzIWlCezM9alxSgCAkpVhXPu74yNP2M1eqmYs3rVWOc4ricHzy23chGltf6Q+s9AZlnKzR6XIGZ3dW2/JqQvzTg5STkRONAdfbnumsutXZIS3k9cwxKtzEowR1brqwhAUM8QVKSM92Yo1nYzcdLo51uaarceNNWfHH48lVGpoqq4YbNQhCNTZBCOqWmJeZQVy77TyAopKm1hQBHMcO+EzMy8sgLmH2mUqUEguLCQSeQ498B2whAkAEk4A5mAQjhLvMzDKXmHUOtq+StCgoH6iI5KISkqUQABkkwH2EeanT8jUZbtNPnJebZ3FPWMOpcTkcxlJIzHpgEIR8WpKEKWtQSlIySTgAeMB9hHFlxt5pLrTiXG1jKVJOQR4giOUAhCEAhHW2+y4640262txrAcSlQJTnlkd0dkAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBQvTn/eXa/nZj+yuNL7EAN9W+DxHlNj+2I3Q6c/7y7X87Mf2VxphYf39W//ADnL/wBsR23sr/5O1Psuf5UZqf66Pc3T1c0ltG7pCenHZBqTqew7JtpOCDknJSMbjxPONYtNNaLpsimuUlDip+RThMu06vHUgE8ASDw9EbuV39zZz+QqPzVc/bFfyj+mMTsBobG76a9Y1tPHRRNM0xMzyznOPLLD4pX6Ok7cXfRmT/70fqx9V0nrhKFAUVgKIIB64cD4/JjX+Eb59Cdi/h4+NX6mV4aaSl765VuoIrd2zDUlINJD6Ukp3BxRwNiSAeCTz9EbFWPpNZVptoXJ0eXfmxgqmHk7ySORAOcRTPQX/wCfXb/o5X9LkbRRxXtHq7tjW3tFZngtUzMRTTyjl546z6zlVXMtTOmpj4T0oD8Wv/hGP6Mqv+TZtPhcFHP+2NR7ummf/pXTB/7NX6BFa6JVKel9TrXp7E263KTVdkevZSrCXNr6CnI78ER07Y9NOo7J0UxPTM/y1zP5Krc4rh+lkDCEfPqbUFo0kWF0iL904V+xU6tBNyUdHEJG87X0p+pXDHg3HPWNHw56RWn+noAdp9FSu5asjmPMO1hKv+sOR7lx29KJpVrXBYurssNnwdqqZSqKBIzITPmLJ8Qknh6Vxz6NKBdV139qy6etarlVMhSnM5HYZXzEqT4BR5+lMBJL41flKLd7lnW5a9cvC4JZlL87LUttOyTQrinrXFEJSojiEx6LM1LomoNs3C1JytQpVXpTTjNTpVRZ6qZlFlCsbk5IKTg4I8O6Kc0tpGoM9qvqzKW7ftLt6eRcq3pmVmqMmbddYUCWHMlaSEbTgDBHriSad0F6V1dv6p1bUWQue42qAiUqsrJ0ZUoljhlpS1hSkKXtSRtByO/GICM9HLVd+gaBUCn0KwrnukUlh41OZp7KUsy5Lzi9gUsguLCCFFKAcBQ4xaV8X5a11dG6pXvLz1aZt6bkSp9VP2InQ31gbdaG/KUqzuQTnlkg8jHm6GbLTXRqtMttIQVtzK1YGNyjMO5J9MVRQOH3PKtAcPMnv9/VAXpWbssjSXTGkvy9OclKc4lqXpNJkGAuYmXXBlLTaM+cs5ySTzySSTxx9o6zMVC8ZG0rqs64rOqlUSpVM8qNoLU3tGShK0EgLA/BP1ZyQDDdSVoldX9BJ6qqSmipTMs7lnCEza5VAZz3ZKsY+oxZ+olYsen3HZ8jc0k1N1WdqgRRE9m61xp8Di6O9AAxlXdAeywb6pl4z1yylPlZthdvVZ2lzJfCQHHEAEqRgnzePfg+iI3cd8U26bS1UoUlKzbL9tyM1JzS3gkIcUqWWoFGCTjHjiMB0ZFoN06vNBSd4vaaJTniAUjBx4HB9URSwZ+TqaOkfOSD6JiXVMTCUuIOUq2yjqTg94yk8YCWaf3/AEDTnowWNWq6qYc66lyktJykq31kxNvqR5rbaO9Rx6BGTtzWxh666Zbl4WTclmTNYVspb1UaQWJlz8XvSfNWcjzT3kDmRmopBxEnL9GCpVVxDdFbYW0tbhwhMyuXQGCSeGdw4fUYsTplrl3LCt6ms7TWpu5pAUlsftheC+KkjnwSSCfSIC9IqK4NcJZu7anblo2Tc15PUdfV1SYpTKSzLL72wpRG9YwfNHeCOODFud0UV0L1y7WnVcpjxSK3J3FPJqyDwcD5c4KUOfFIAB9B8IDxdG26qPcuqmsN1yLrjNNfepjpM02WVs7JZaXEuBXySkpUD9RjKOdIaUdlJiv0nTu86raMstQcrsvKJDSkJOFOoQpQUpsYOVcORitG3WqvL9J9y1FpfQ6lsJVL8Q4pLLof2455Ic5c8xKtNqNqQ/o3Q6rStX7blLaTRm1JQu2G1ol2Ut4Whai5xKcKCie8HMBf9s1yl3LQJKvUScbnKdPMpel3kclpPoPEHuIPEEEGMRqbfdB09to12vuPltTqZeWlpZvrH5p5XyWm0fhKOD6uMRbor0an0LROjSVHuL4Q0xS33ZSe7E5KhaFvKOA255wAVu58+Y4RCulizVVah6SPSNZlaI0KxMNJn5qWD7LE0ptHUlSCQCThYGSMHj3QEpoWt7BuamUK8rJuWy11hzqqZM1RpHUPuHk0VpJ2LPDCT/VHsujWikUe+atY0lb1erVxyKJdbMjIsoUZoOoKypJKgEIQMb1LwBuSBkmK31ptC8X6JSKdqJrTRmpSarEsmQbatUh52bCsthHVuFWeYJxgA8TEqsJps9L/AFKeUhJcTRqYhKscQCgEj6jtHqEBK9LtVZC86vWbfn6FVbZuCjJQ5OU6poSFBpXyXEqSSFJ9PDmO45iJTHSJlHJGcuCi6eXfWbSklrD1clmGwypKDhbjaVKClIGDk8ORziOqVck2elzeDtQwJNFjMqmOBP7GHvO4DieGeXGI3ZdtXtbWnYqujWolDuWxC2/MydLuGQUAhrcouNh4YVzChhYSAc5xxgLcvDVm0rc0+pd6KdmqlJ1ksopUvItdZMTrjoyhtCCR5x45zjGMc+EYGga19Zd1Jtu7rCue0Xq04WabMVBtCmH3cZDZUgnas9wI+vEQ6d1VfuCwNLHLUs232K9dc06imIqjW6UpS2CUuOo2gHOfk7cEg9/I4XV6m3xT9QdKF3pftOrDj93SymKXJUtMohsA+c7kqUteMhPHAG7xMBfVvX5TKxqFcdjiUnJSqUJth5wvhOyYadTlLjZBJIHI5AwTHVI6i0Scvy5bUQ3MINtSbc1U59e0SzO9O4IKs53BIKjwwADxiuNcZ+V031ss3VObX1FInZaYoFbdA4BBSXmCfE70q5+EROj0KtTHRBv+732V+X70Zm63MhOSoMKOUNj+KGQSB/GgJmrpFSjlPeuOQ06vSes5laguutSiA0UJOFOpbKgotjj53Dkc45RclvVim1+hyVbpE23N0+eZS/LvIPBaFDIPo+o8RyiGacVS1/iBodSS7KC32rea61XANoaQwA4lXhjCgQe/MRvoWszrHR0twTaXEoWqZclkuHKgyqYcKP6uI9BgLlhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBQvTn/eXa/nZj+yuNL7D+/q3/5zl/7YjdTpwy77+i6eoZW7sqjK17RnanavifRxEaRWxOsU256RUZkkMS08y84UjJ2pUCY7Z2RmLvZLU2qOdX1+UdedPLl6ozUx/TQ/Ryu/ubOfyFR+bKJd991YYYddIJyEIKscfRF06wdIOu1ydflbYmHqXSkOna4lI610cRxPzTzxGW0VvPRW0LdQqrTr0xV5hsGZUZFagk8SUiMTYr2o7I6SuvUWpquXeGYojOYiM5mrly68o6sWKJmOShPJ1Q/gE3/qFe6Hk6ofwGa/1KvdG3fx16GfjF/9mqj58dOhZ/8AWL/7NVEh/wASNT/Bz8Z/0nd1eSB9Cqq02mVy5JGozzEpMzLbHUtvLCCvaV7ufhuHrja5JCgCkgg8iO+NTr8rXR5r7b03S6hPUaqkLUh+WlFpStxWMFY4kgY7sRG7R17um2Kx5PXWPhFSG1py66wUrUjaOCMkbe/nGm6vbat91VzUaWJi5VOeCqJic+PDPSffiVVVEzzZ7ponN3U4eDav0JiK9Hy2pWo16QuNcy4iYpNfpgQ0ANqw5NNpOT9sefXq/wCm6g1ORqchLvyxQhQcZdwSjkBxHA8oy3Rqqsm1U00JXXKn5+t0tyXbQ3uBS3NNrWSe4BKSfsjouio1G3dlKabkTRVTnOfCJrnOfTE/B7bjNcQ/QCEIR89ppi7rt+kXVbs7b1ek0ztMnm+qmGFKUkLTkHmkgg5AOQQRiPloW7RrStuSt235JMlTJFvq5dhK1K2DJJ4qJJJJJJJJOYysICvtQ9H7KveuNV+oy09I1ppvqfKNMnFyr6m/mqUg+cPrBIjLWDp5aVj29MUO3aWJaWmlKXNrW4px6ZWoYKnHFHco4J7+HdiJXCAw9mWzRLPtmTtu3ZPsdLkkqTLsdatzYFKKj5yyVHionie+MQxprZbGnb+nzVH222+HA5J9pd473C4rz928ZUc84l8ICOXjY9r3daXwWuClNztKCUBDSlKCmygYSpCwdyVAd4OefiYjlhaL2RZ1xJuKSYqNQq7bRZl5yqT7k05LtnmlvecJ4HGQM4yM8TFjQgKyurQ2w7guubuV1qrU+eqAAqHk2puyqJ0Dh+ypQRnI54xn64z9v6a2Tb9OrVOotBZkZOttJZn2WXFhDiEtdUABnzPM4ebjx58Yl0ICJVTTay6np6xYM9RGn7elmUMy8qtxZLQQMIKVk7wodys59MYGydD7DtW45e4peXqVTqkogok5iqz7k0ZVJ4YbCzhPDhnGR4xZcIBFZXpoZYF03M/ckzK1Gn1ObSETr1Mn3JXtafB0IOFek8Ce8xZsICK2Lp3Zljqnza1CYpgqCGW5pLa1lLgZQUI81RIBwTkjiokk5PGIVOdHDS+Ynn3E06py0hMPdc/SpapvNSLq85yWkqwBkchgRb8IDop0lKU6QYkJCWalZSXbS0yy0gJQ2hIwEpA4AAd0Yu97Ut+9bcmLfuamM1GnTGCtpzIIUOSkqGClQ7iCDGbhAVlZehthWvcUtcDEvUqnUZJJTIu1SoOTXZAfxSVnCfQcZHcYmVPtOgyF31O7ZSR6us1RlpicmOtWesQ0MIG0naMDvAGe+M3CAwbNpW+zec1eDchitzckmQfmC6shbCVbgjYTt59+M+mK5m+jdpi9NTJalazJSE24XJimSlWeak3SeeWweA9AIEXFCAhV36WWRc9pU62J+jpYp9KKVU3sbimHJNSRgFpaSCnh6+/MRia6O+nE3TQzNMViYqAfbfTWHqo65UEKbztCXlElKRk+aMDPHmARbkIDXzpKdffKqbojRrerM1MTU7Juz1UdllGWlJRHnLdDx4FeBt9OSOZi+pKRlJOms02XYQiUZZSw21jzQ2lO0Jx4YGI9OOMICn5jo36WvTrqxTqmxTnnuvdpLNTebkVrznJZCsAZHIECLakZWWkZJiSkpdqXlpdtLTLTSQlDaEjASkDgAAMYjuhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAdFQk5WoSTsnOsNvy7qdq23EhSSPqMUurou6VFaldkqw3KKsCoKwMnPhF3wjO0W5avQVTVprk0TPXE4U1UU1fvQpD/Bc0q/glX/7RV7of4LmlX8Eq/wD2ir3Rd8IkfpVvP8VX/NKjuLf2YUh/guaVfwWr/wDaKvdD/Bc0q/gtX/7RV7ou+EPpTvP8VX/NJ3Fv7KkP8FzSr+C1f/tFXuh/guaVfwSr/wDaKvdF3wh9Kt5/iq/5pO4t/ZhSH+C5pV/Bav8A9oq90S3TLR2yNPKhMz9vSL/aZhISXJp7rlIAz8gkebnJzjnFhQjG1e+7lrLfdai/VVT5TMzD2m1RTOYghCERK4QhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhEfu69rQtFvfc1zUmkEt9YlE3NobWtOcZSkncrjw4AwEghGt2l/SOmtQ+kSuzKDJyJtIsPKYm3GXEzTym287+KsJSVZwCnOMZweEWd0iKjetF0rqlesOaaZqtLT2taHJdLweYTnrEgEcwnzh/Jx3wFhwivuj7qPK6o6ZU+5WwhudH+L1FhJ4NTCAN4H8U5Ch6FCLBgEI1M1a1x1Bt3pUyun9Mn5NFCdqNNl1NLk0KXseDXWDeePHefqjbLMB9hDMIBCKC6Ptw68VXUWqSmpdGdk7fRJuqlHVSLbIU6HUBA3J4nzCo4i/YBCGYp3pOVrV6jSNCVpNS3J99114VAIlEP7UhKdnyuXEq5QFxQjC2G/WZqyKFM3G0Way7TmF1BsoCCh8tpLg2jgMKzwEZrMAhCEAhCIZrdcFStbSW5rho7iGqhT6e4/LrW2FpCxyJB4GAmcIonoaalXXqbZVaqt2TUvMTMpU+ztFmXS0AjqkKwQnnxJi9swCEIQCEIhmt1wVK1tJbmuGjuIaqFPp7j8utbYWkLHIkHgYCZwiiehpqVdeptlVqq3ZNS8xMylT7O0WZdLQCOqQrBCefEmL2zAIQhmAQhmBOIBCEM+EAhFKacUjVG4tYK9eN2VKsUK1pWZLFFoHXBKZhKRtDzqUk+aflYzkqPgnjdfKAQhmEAhCPhOAYD7CNWGdab9V0xjpoZ6U+DvlJUv1PZEdZsEuV438/ld8bTA8ID7CGYQCERTV28k6f6c1i8F09VQTTGkuGWDvVlzctKMbsHHys8jyjA9HjVVrV6zJu42qIujplqguS6lUyHira2he7dtTj5eMY7oCyYQzCAQhn6/VCAQgDmBOIBCEMwCEIZgEIZiidMOkQxe+ss/pyi1HJFcmubQZ0zwcCuoUU/I2DG7Hjw9MBe0IQz/8AvEAhCGYBCKp6SlX1To9s0t7SqnOT1Scntk2hMqh7az1ajnCuXnY4xLdJ5u5p7Tmhzd5y6pevuyoVPtqaDZS5k5G0cBwxASmEM/X6oQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIoy/+lRpTaNcfo6pqpVmZlnC2+aZLpcbbWDgp3rUlKiP4uRAXnCK80i1lsLVFLzdr1RZnWE73pGab6qYQjlu28QpOSOKSQMjOMx1SmsNvK1omNKp+RqNNrKWutlXplKBLzg2hY6tQUSSU5PED5KhzGICyIQjHXPV2KBbdTrs0244xTpN2bdQ2BvUltBWQM4GcDvgMjCNXv8ADX06/Jm6v9Ux/wDqx3yPTS00fmm2pihXRLNqOFOql2VBHpIDmcfVAbNR09a72jq+zL2fjNycerOY8dr12k3Nb8lXqFOtz1NnWg7Lvt5wtJ+viCCCCDxBBBjJQCEDyin5jpAWszraNKFUismrGcRKdpCG+z7lNhYOd+7GDjlAXBCAORmEB8USEkhJUfAR8aUpScqbKD4Eg/ojlCA60rWXCksqSPnZGI7IRUGjmv8Aa2p97T9qUakVmUm5KWcmXHJtDYbUlDiWyBtWTnKweXKAt+EfFrShClrUEpSMkk4AHjFSaLatVfVC564aXaiJa0KbMOS7FacmyTOrScJDbezHEecTu4Ap7zAW5CEIBCEIBCEYO/rmk7NsyrXRUGH35WmSypl1tgAuKSnmE5IGfrMBnIRXuhurND1boM/WKFT6jJMyU32VaZ1KApStgVkbFKGMKiwoBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBFdap6LWBqXWJWrXbTJmbmpWX7O0pqbcaARuKsYSRnio8YsWEBoN0YaTJUHpq1Wh01tTclT5qqysuhSiopbQVpSCTxPADiY32mGm32FsvIS424kpWlQyFJPAg/ZGi+gX+Xpcv851n+25G9Z5QGmvQ2mHbJ6RN/6Yb1dg3vql0k5G6Xe2pI+ttZz/ACRG5UaX6DDy107b3qUl+yS0quoqW4OIx1iGufpVG6EBoD0gP8vCQ/nijf2WImH3RCvVyj3PaSKTWajT0OSUyXEys0toLIcTjO0jMQ/pAf5eEh/PFG/ssRnvulH302f+YzP94iA+ahaOa1V2wJrU64L/ACqfYp/lDyO068hMuwlG/Ygg7QoIGcAcTnKieMWh0CtQ7hvOw6xSbjqD1SmKJMtIYmn1lbqmXEqKUqUeKtpQrBPHBA7otfUD94O4f+i8z/uqo12+5o/udfP+lkf7L0Bg+gxX67U9fbjlKlWqlOy6KTNKQ1MTS3EJImmQCAokA4JEeS7Ls1C6Q+vM9YVq3JMUO25Jx4J6pxaEdSydqn3AgguKUojaknA3AcOJjo6A3+UPc38zzX+9Mx4uijWZDTLpOXBQ7vmWqap9uapgfmVBCEvB5K07lHgAoIOCeBJT4wGUq9ua19HbUCkTFDrFbvOiTQ6x9liXfcZdSlQDjbjeVhC8EFKwc8fQRE1+6E3BVJK2rHnKNU6jTRNOzS1dS8thSgW2iAoAg5GeR5cYnutXSXtrT+4qfQKTTRdk/NN7nUSE8kBglQDaCQlWVK48OYGPERWn3SBx122LDdfY6h1b00pbW7dsUW2spz34PDMBL9TNXKnpr0U7IqdOd664qzSJKXlX3/2QtqMslTj6t3yiO7P4SgTkZEVTp/oNq1qbZbN/1TUqdkp+pIMxIMTTz7inEE+YpawsdWFcwEhWAQcd0evpV0SdnOixpFXWG1rladTZZqZKeOzrpVrao+jLeM+Kh4xe/R91YsWe0MoE1N3JSac5SKY1KVBiYmkNrYWygIJKVEHBCcgjOc4HGAqzob6t3kdQKhpHqDOTM9OSweRKPTS977LzBPWMqWeK04CiCckbTxIIxt3GhXR0eVqD016helHYeTS2pqfqKl7SMMrQtpvd4FRWnh9fhG+vdAah9NLVa7TfFN0jsKcmpObmgyJ1yVXseedeOGmErBylOCCSMZ3AcgcwjU7R3VvSfS6q14Xz5Zpk5K9krlPCnVIQ27hO8BZIXtUQN4CVDOeWY+dJV9VgdNOmXrVWHFU1yYp9RBCc5abSlpzb4kFtRx9XjF39K3VexDoHV5WmXHS6rNV2WTLyLErModWsKUklZAJKQlIJycccDnAVh0PbyY0/6M+oF3vtJeNOqW9ppRwHHVNNIbST4Fakg+jMYLS6xNQ+kFI1O+bo1SmqK0JpbEm0CpSStIBOxsOIS22NwHDJPH6zh9KaLO13oUalMyCFOOy1YZnChIyVIaSytfqSCfsjt6MujukmpVkzE5cd21SnV6TmXEzMozPMMpDOAUOBLjZJByQTnGR3QE86L2pt6WnrVNaL35WHKwz1zsrJzLrxdUy8gFadrh84trSOAPIlOMcRG5EaY6OWT0fpXXWmU+yrmvSr16mTinWlgNOSSy0klSlOJbGW+7cCMkjB4xucOUBqH00tVrtN8U3SOwpyak5uaDInXJVex55144aYSsHKU4IJIxncByBzCNTtHdW9J9LqrXhfPlmmTkr2SuU8KdUhDbuE7wFkhe1RA3gJUM55Zj50lX1WB006ZetVYcVTXJin1EEJzlptKWnNviQW1HH1eMXf0rdV7EOgdXlaZcdLqs1XZZMvIsSsyh1awpSSVkAkpCUgnJxxwOcBX/QeuWVs7o9X7dM8guMUuecmVIBwXCmXRhA9JOB9sRDTS3NQ+kpP1q67k1JmLfp0rMdTLsNFRbS4Ru6ttoLSEpSkpyokk57zkx3dHmkTte6G2qtNp7anJlc0XUNp4qX1bTThSPEkIIxEb6LOk+luptBqabruip0yuyc1lEqxOsMpclihJCwHEEqIVvBweHm+MBPdB9Qr40w1+Ojt6V9yvUqYmRKS7zjpd6pxxIUy42pRKghWUgoJIBVw4g5jet1+XLqJ0jJ7T+fv34FWxJT7kihxbymmEdWCC45tKd6lKBxuIAyBkcSc/ZWn3R1kdbqRb9tXXetXuCRqbTkuZYsvSqnWiHDlxLQyhO3ziDwweMZe+WejprNqlUaNOrrdp3cHHWX55zq5Zp95k7ClQWpSVLOOHBJIHPMBhmtO9cdK7npVZ0vuqd1Aor46x8S7wMu5tI3NuNqcUnzgeC0nI48sRKen7J3JJ2/bV80Wp1elpSoyM+zLza2wneOsaKghQGQQ4kn0iKK1VtSr9H+6KbM2VqizPuTKlupTT3urea2Yx1zSVKQUnOBnIODwjdu+rfmtU+jm7TKlKpaqlYobMylvbjqpvq0uoHow4APqgIndmqqldDdeoDE0W6hPUVEshxKvOTOL/YFlJHele9X2RX/RSkLhT0cb8vasVmqTUxUZGbbkFzE24sttMMLG9BJ80lwqGR8wRrQi9atUtHabpCyxMLmBcapttAGM70BCGcePWqWcemP0JnbZlrM6N9QtaV29XTLXmJcqH4axLr3q/wCsoqP2wFE/c6q7V6qi+VVmsT08lgSJQZuZW4GwQ/uI3E45DP1RCJu6dS+kzrDO23bNxTFBtiU6xxCWnVoabl0q2hxwIILjiyRhJOBnAwATEg+5xy3bKbqNJhewvsSTW7w3JmBn+uIx0Jbkpum+sdw2teT7NImJtkyQdmlBtCJhl0/salHATuG7BPeAO8QC/qXq30YLnpFYkr0mK7RZ1ZG1xbnUPKTgqadZUpQSSDwUk554IIjeOybgk7rtCk3LTwRK1OTamm0qOSkLSDtPpGcH6o1K+6E3/bNXodAtCj1OUqU+1PGemeyupdDCQ2pCUqUkkBSisnHPCePMZ2R6PVEnrd0TtGj1JtTU4xTGi82r5TalDeUn0jdj7IDzdI3URWmOlFTuaXbQ7UCUysghwZSX3OCSrxCQFKI79uO+NTdJtJ9YtYaI7qRMakTtMffeX2B1+YeK3lIJBUNhAaQFApGAeRwMAZvPp+0Wcqugpm5Rta00qqMTj4SM4b2raJ+oFxJjydD3VSyRoNTqRVbhpdJnqCh1mbZm5lDJ2dYpaXEhRG5JCuY7wRAa56KzNyzXTRo67xOa+3VHWKgdoG51thbZPDgc7c5HA5z3xYusl83tq/0gV6RWhcblv0OSmHJaZmGnS2HFNJJeccKSCoAgpSjOCQM88iEaaXJI3f065S46YD2Gercw5LkjBU2GVpSrHdkJz9sYddi21MdLCv2dqTVZui06aqk4pE206hk7nCXGCVLSpISsKHEjmRxEBLtR6RqL0Z69Rbgt7USYuKkzrpQ6y8pQbWtIBLbrRWoEKTnCgcjB5cM7vWPcMndln0i5pBKky1Tk2pptCjkoC0g7T6Qcj7I021P0e6NWni5RqvXzdjsxM5KGJKZl5hxKQPlKSlrzR3Ann3cjG2ujlIpVC0vt6l0NVTVTWpFBlTUkhMz1asrHWAAAK87lgYgKo6dVr1esaSzFekrpnaXI0VlapymtBXV1IOOMpSHMLA8wgkZCufdFcfc9rRrb8i/ebd4T7NIlahMSbtBSF9nfcLLRDx8/buG4DignzRxi8+l//k33l+atf37cVv8Ac6ZuV+KGryXaWe0+X3V9T1g37Swxx288cDx9BgKEsq4tWKnrnc9t2PWZ9+qVF6fk2FzM8vqpJvriVvDJISUpSQCBkbuHHEX+za+tOlXR3qFBoji7kvGp1pS0zki6uYVLMONp3uZdAO4FBA4HBWDzireiEAel/dPobqf+8Ji6OnZftyWVppTpe2p16nP1aeMu/OMna422lsqKUKHFJUccRxwDjnAUlPaE6hy2nMxf95arP0KsplXZwyFQmXetynJCFOlzIWrA4BJwSBxizOhJe1xal6d3baF2VacnuwNtsMzy3SZgNTCHElJczuJSUEhRORnnwEVnQtMtG/iJVqRed9TNarsxTFviWNTSCmaKTtYDf7YpYXgHJ7icARJ/uZ+P/p7/APD/AP8AMQGP6G913NbfSBrunN3VifnHX235VKZuZW5iZllFQKd5OApAc5c+Ed/SUrlw310r6HptblcqMjLsCXk5kSc0tsblnrnlnaeJS2R9W2PH0uqe9pj0l7Y1SkGVCVnnWZt4ITje6wpKHkf9Zso+vJjL9CimvX1rRe+rlQbWUB91Epv/AAXZhRUQP5DQCfqXAerpWalXdUdUaVohp/U3KRvVLy85MtPFtxbjoBSguA7ktpQUqVg5OTnlxh2qmnOoWg9Hkb8tfVecqwbmENTqEqUgIUrO0lBcWlxskYIUO8fZg+kpbNKa6Yb8ve03M0+3a1Myrzk60oIUhhbaWysKUCAErSQTg4AMTbUXQ3o4WJRJeq1u/rlcbmVpSw1Jz0tMOu547koS1kpA5q5cvEQFk3h0h3ZbosU7UemMMM1+rKFOaaUNyGJsFQcXg80gIUpIPikGKf070R1X1YslOolQ1LnpWen+sdkGJh15anQlRAKlBYDSSoHACTgYOO6O7XKzaBK9EO3anYLldm7dYry53fVWwl4NupU3vwlKQEbwkA447s98Xb0W9T7IT0e6J2+4qZT3aHJmWqDMxMobW0WyfO2k5IUnBBAOc458ICD9G2sas3hZ906X3jN3LQ6giTzS7hmZZ4Py+FhC0dZlJcIJBSd+7G7jgDFBaL2RcFxdISqWrTL7qdCqbDs8lysywX1zpbWQsnDiT5/M+ceffG43R+16Z1fuOrU6nWnN02SprAdVOuzQcSoqXtQjaEjBUApXPhtMa39GaalpPpm19c3MMy6TM1ZILqwkE9Yrhx7+BgLD6Zert3Ui5KVpTYk7My1SmmWe2zcsrbMOLdO1tlCuaCeCiRxO4DI45h96dH3VywrIfvyn6kzs3VqcyZudlpaYfQttKRlZQ6V/sm0ZJBCcgH6j5elgp6yel5Qr4qEutymrcp9QbIGQtDBShxI/jDZnH8YeMbJa0au2BT9F61Vpe5qVUBUaa6xIMy8yhbkw462UpAQDuGN2VZHmgHMBHOjLq1U9TdFq6utuhVforLjEzMNgI65KmlKbdwOSjhQOMDKcjGcDV3o/zus19Krtm2ZcM4lyoMMrnqjO1B0CUYQpWUpXxUkrUoA7RuITjlmLW6A1EnZbTXUS4Hm3ESk80mVlyQQFqaadUsjxx1iRn648X3NUD4Q3oe/skp/bcgPX0l6XdumfRlsK3pu4HxV5SrOtzM1IzjoDoUHlgbjtURgp5jmInsrXdSWuh1aj1gSdQq1zVGVaYMwj9ldl2yVlb2VHicJCQTnBVnujF/dIP3s7a/nv/wCQ5ET1Evy5LK6F2nLFszr1Ofq7Ql35xlW1xttIWopQocUlRxxHHAOOcBH57QnUOW05mL/vLVZ+hVlMq7OGQqEy71uU5IQp0uZC1YHAJOCQOMWz0BtR7mvS1q/RbmqL9TcojkuZaamFlbpbdC/MUo8VYLfAnJ87GeAipqFplo38RKtSLzvqZrVdmKYt8SxqaQUzRSdrAb/bFLC8A5PcTgCJP9zP/wD68/8Ah/8A+YgNzIQhAIQhAIQhAIQhAIQhAIQhAIQhAR7UqXrk3p9cEpbSd1afpz7Uj+yBGHlIKUHceAwTnJjX3om9Hj4KSdantTrSpU3VHnUNyaZotTiEMhPnFI85IUVHBJ44H152iUQlJUogAcSTGpWsHSFua87qXploXJvTk88tTD1Xa5nHBZZJ4IQO95X/AFccFEK3p9Pp1p9PmVpNhJDEg3WW2SxLnzG0rZBmWwPmpy5w7sY7otTp90GapkpaeqlDWqXq9En0S6nkfK2klxpR9CVpI/8AeRNujT0fqdpfuuGtzSavd0ygpdmuJalgr5SWs8ST3rPE8gACc8+nOGz0bq8V43CYkyjPj2hHL7MwFpac3LL3jYlEuiWSEN1OSamdg/AUpI3J+xWR9kePWP8AejvH+YZ3+4XEJ6GCnldGq0i/u3bJkJz83tLu3+rETbWP96O8f5hnf7hcBpP0FZXT6arN1C/mLYdZTLS3ZfLSWCkK3L3bOt78Yzj0RYHTHp+hsvpIt21WbOZuHtbIkhReoDqhu/ZNwa5o2Z+VwzjvimOilo1R9YKlX5Wr1afpyaYyw42ZVKCVlalA53A/NiS9Jfo8yej1s0y76FcMxUW/KKJZxidlmyUqKVLSoYG1Q8wgpUO8c+MBfXQrmHbT6Mblduh5UlTGpmbn2nHgQESoCcqA54KkrIxzzw5xCU9JHWS/KrUHdJNN2JyjSKsKcmWFvukd24pWlIUQM7E5PpMZTUy86veXQCFyOIabm5ppiXnezthCMNzgaUQkcEg7BwHAZxjEV10ZJbpCjTIOaYu243Q3Z55Su1hrrS8NoUVbhnkE49EBe3Rt6Q7WplWmrSuSjpoV0yqFq6lBV1UwEHCwkK85C096DngCc8CBRFV/9Imn+fmP92TEm050T1lk+kNS9SbnaoaXFVEzNRXKziE5StBS4QhI5kE8O/MRmq/+kTT/AD8x/uyYC8+kz0hXNMavIWnbNFbrVyzjSHdj24tMpWSlA2o85a1EHCQRwx4gRWFR6SmutjTMnOaiaayUrS5pzandKPSqlkcSlKytQCsdxBjP9JHVCTpGs8haNkab21Xr73SyfKlRkUOutPKAUyhs8DuSClW4qATnlwJir+lhTtcU2VSKrqtX6IuRXUg3KUunhILbpbUStW1ABwAR8pWN3pgNw65qva1I0db1QmHXTR3pJuZYbAHXOqcA2NAZxv3Hb4DBPIRrZL9JTXi5pWcuOztMpN23ZRSt6xJPzO0J4qCnErSFEDntTwjA66uzSehHpU22VCWXMt9djkVBt7aD/wB6Nm+ie1ItdHizRIhsNKkNy9ve4VqLmfTu3ZgPB0ZtcafrBRpxDsgKXXadtM3KpWVtrQrIS42Tx2kggg8QccTkGKx6JGpbF3axVyit6fWVb6penTDpnKPTeomHdsw2napWTlJ3ZI7yAYtfSCl6FyF51FemjlC8vKYcTOokJ1bqw11id2UFRAG/byHDgBGs/QF/yiLm/mea/wB6ZgLT196S0xRLze060+tli5qyFmUmjMNrdaLpGCwhpGC4RnCuIAORg8YhludJC/NMarT7e1J0ukLfoznnNNU6QXJKabJ85baCShYBOSkY4nnmI50Iky0x0nbgfreDVUyk84x1nyuvL6Q4R/G2lf2Exb/3RBmmK0Xpz0yGhPN1poSZ/D4tubwPRtAJ+oQFga86pv2Zor8YVppp9US8qVVKqmApTTjTyhhXmkHkfGKNpnSg1Zu21GDY2mqatV2N6qrMy8i+9KsDcerQhKVZ3FABJKu/gO+Mbczk259zjoqp3O8TLaUZ59WJ1wI/qxj0Yi4Ogey030dKUtttKVPTs2twgfKV1pTk+nCQPsgMJ0WekfUdSromLOu6kSdPrKWFvSz0oFobe2fLbUhRJSsDjzwcHgMcdlI0P0bQln7oJVm2khCPLFXG1IwPkPGN8O6ApHpQa9yOkMnKU6Qkmqpcc82XWZd1ZS0w0DjrHMcSCQQEjGcHiMcaFvrXrVSb0xrVI1N09XTKXcVNcYp1QYkXpYBxScpz1iiFJIHoODnjHk1yRLzfT1pstcW00zylSkIDvyC1sbIB/ilZVn6zGzPS9apr3R1u7yn1WxEqhbJXjg8HUdXj07sD7TAVV9zunJan6RXZPzryGJWWqynnnVnCW0Jl0FSj6AATHim+ktqlfdy1CS0Y0/ZqVMkTlUxNMLdcWniEqUAtCW92DhOSeH1xBNDHZpnoU6srkyrrDNbTt+YpDIX/AN0qjydFSW13NkVN/Sly326YupKTNdtDfWl4No+cCdu0jH1mAvvo8dI1697tdsK+aEi3rqbK0toRuS28tHFbRQvzm3AATgkg4PI8DsPGlFJ0T1zndd6PqRcrVv8AbG6pKzM6uWm2296GyhKiEJHMoTj0xuuIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEICtbY0Tse3dTZvUSmsT6a5NvTDzq1zRU2VPkleEY4czjwjM60XrK6e6Z1u6phSOslJc9mQo/tr6vNaR9qiM+gE90TGMTdNs29dNPRT7koshV5RDgdSxOMJdQFgEBW1XDOCePpgKD6BtgzdDsSevqtpWardDgdbLnyhLJJKVf9dSlL9I2mNko4S7LUuw2ww0hpptIQhCEgJSkDAAA5ACOcBV90aFWFcepjeoVSl6gquNzEvMJWicKW97ISEeZjl5gyO+PVq7oxZOqM7ITl1sTzjsg0tpns80WgEqIJyAOPECLGhAY2qUSRqVsTVuTKXDIzUkuScCV4V1SkFBwruODziJ6QaS2hpY1Um7UZnG01JTapjtEyXclsKCcZHD5RifQgKz0w0QsXTq6py5bbl59ufnGFy7pfmy4koWtKzgEcDlIjw6zdH3T/AFRqHlarsTdOrGwIVP09xKFugcAHEqBSvA4ZxnHDOBFtQgKP0m6MOnOn9eYr7YqFbqksvfLO1FxBQwsclJQhIG4dxVnB4jBiaav6T2jqnLU6XutmcdRTluLY7PMFrBWAFZwOPyRE8hAYFm0KALEYsmYkETlDZkW5Ds0z+yBbKEhKQonmcAceeRnnFDVboY6ZTdUMzJ1e5KfLKVkyrcw2tKR4JUtBUB9ZJjZeEBDtKdM7Q0yoi6XadN7Ml5QVMzDq+sfmFDkVrPPGTgDAGTgDJiYwhAQjV3S2z9UaI3TLqkVuFhRVLTTC+rflyeexWDwPekgg4HDgIq60+iDpdRhOGferFaXMMqZQZp5CQwFcN6AhI8/HJRzjuGY2IhAQjSnS609NKHPUa2peZTJzz/XvomXi9uVsCO8csAcIqu8eh9phXKw5UadM1mgpdWVrlZJ1ssAk5OxK0kp+oHA7gI2LhAV/o9pBZGlcm+1a1Pc7VMgJmJ6ac6yYdA5JKsAJT/FSAO/nFgQhAQjV3S2z9UaI3TLqkVuFhRVLTTC+rflyeexWDwPekgg4HDgIq60+iDpdRhOGferFaXMMqZQZp5CQwFcN6AhI8/HJRzjuGY2IhAQrSTTK19MKPOUq1WppuWm5jtDomJgukr2hPAnkMARWWoPRK0yumuPVeTcqlvvTCy48zT3EdQpR4khC0nZk9ySB6I2ChAVro3ojYelYdftyReeqLyOrdqE64HH1I+aCAEpTnmEgZ4ZzgRgtXOjZpxqNWnq7Osz9Jqz+C/M051KOuUOG5aFJUkn0gAnvJi54QGvVh9EbTG2qyxVZ52rV91hYW2xPOIDGRxBUhCRu49xJB7wY2FwMYhCAqKn9HXTKR1DRfMvTZwVRFQVUUJM2Syl4qKshGMYCjkDu4RaNbpstWKLPUidCzLTss5LPBKtqihaSlWD3HBPGPZCAr/R/SGztK/KfwTZnW/KXVdo7RMl3PV7tuMjh8tUYHWLo76eam1NVZqcvOUysLSEuT1PcShb2BgdYlQKVEDhnAOMDPARb0IChtNOirpnZlaYrTqajX52WcDjHlFxBabWOSg2hIBI/jZHfiL5hCA6KjJSlSkH5CflmpqUmG1NPMuoCkOIUMFKgeBBHdGutT6G2l03XjPy8/cElJqXuVIMzKC2OPyUqUgrCfrJPpjZGEBUls9HjTK277k7xolMm5OoSSwuXbRNK6lB6vq/kHnwJ5niSTHs1o0MsPVVTU1X5WZlamy31TdQkXA29s5hKsgpWkHlkcOOCMxZ8ICgdOuidpjaVZZq815SuCZl3A4yiouILCFDkS2hICiP42R6Iv6EIDGXVQaXc9uT9v1qWEzT59hTEw2SRuSodxHEHvBHIgRUWkPRps/TS/kXdRqzXJp9pt1tliaW0UJCxg5KUAnA5covCEBWlh6I2NZV+Tl6URifRVpwPB1Ts2VoPWrC14TjhxESPVCwrb1HtR62rnlFvya1hxC217HGXBnC0K7lDJ8QQSCCDEohAa9WR0RdLrdqiqhPKqtwEBQaZqDqOqRkEZKUJTuIzwzw78RPNJNFrM0uqk5ULUNUYVOMhmYaenS62sA5SSkj5Q44P8Y+MWTCA0+6fOoNgVq0G7OlJ7t1z06rhS2m2ljsm1Kkub1EAHIIGATk4PdF1dE2y1WPobQqfMMlqfnmzUZ1JGCHHsKCSO4pRsT/1Yzb+jumUxdr91zVm0yZrL7/aHJmYSp3c5z37VEpByAeAieQEE1f0nszVOlsyV1SDinZYkys5Lr6uYYzz2qwQQeGUkEcAcZirLT6Hel9HqqJ6ozdbriG1hSJWbeQhk4+cG0pKvqyAe8RsdCAx9QolIqFAdoE5TZV6lOy/Zlyamh1RaxjZt5AY5AcsRrzV+hlplOVUzUnVbjp8qpWTKNTDa0pHglS0FQH1kxstCAiumOn1q6cW4KFalOEpLFfWPOKUVuvrxjetZ4qP9Q5ACKo1G6J+nl5XlOXMqoVqlPzzxfm2JNxvqluKOVKAWglJJyTxIyeQjYGEBD9StNbR1DtlqgXTTe1y7GDLupWUPMKxjchY4g4HEcj3gxS9O6GGmcvVBMzVZuWclUqyJZb7SAoeClJbCiPqwY2YhAYekWzQ6Pardr0intSFJal1S7cuwNoQhQIODzyckkniScnjES0h0asrS2aqEzajE825UG223+0TRdBCCSnGRw+UYsWEBC9WtMrX1PpEnS7pamnJeTmO0tCXmC0QvaU8SOYwTHirWj9k1jSmU01n5KYdokkhKZUl49ewpOdq0rx8obj3YIJBBEWDCA16sjoi6XW7VFVCeVVbgICg0zUHUdUjIIyUoSncRnhnh34ieaSaK2ZpfVJyftPyowqdZDMw09OlxtYByklJHyhxwf4x8YsmEAhCEAhCEAhCEAhCEAhCEAhCEAhCEBG9UaTWq9p3X6Jb0yxK1SfkHZaWefWUobUtO3JKQSOBPEAxptQeiVrZQJlyZoN7UKlPuI6tbsnU5plakZB2kpaBIyAceiN7YQGqGl2h2vlA1CoVauLUtuo0iTnEOzkr5cnHetbGcp2LQEqz4E4j0/dA7ieet62dN6SkzFVrlQQ8WEcVqQg7G04/jOLGP5BjaaKsb0Zp8xru5qxXK1MVWcaaDVOkXGEpZkgE7UlJySogFZGcecsnniAl+l9sNWZp5QbWaIV5NkWmFqHJbgHnq+1RUftj039SZmv2LX6FJraRM1GmTEoyp0kIStxpSQVEAnGTxwDGbhAa7dEPQ67NIqpcM1ck/RppFSYYbZEg84spKFLJ3b0J+cMYzEy6U2mdY1V0zbtyhTkjKzzVRZm0KnFqS2oJStJBKUqIOF5HDui14QFM6MaTVKjaCTOld/Jpc1LOdoZDlOmFr3tOqK9x3oTtWlSjjGRwSYpmhaO9JLSadqNL0vuCnz1EnHS4CtbIwcYC1NvAhC8AAlJIOBzwMbmQgNcOjr0fa3bN6zGpGpNabrF0PFa2W23C4hlawQp1ayBuXtJSABtSCcZ4Y807oDeL3SsTqqio0PyKKm3NlgvO9p2JZCCNvV7c5HzuUbMQgNUekxoBfld1WZ1M02nWPKa+ocdaVMBh1l9lIShxtSvNIKUpyCRxHeDwwl59HvXnU2gS9Rvy+qW/WpV0Jk6e6rZLstEHrFKUy3t6wkI5JOQDlXIRuTCApSmaMzNa6NcppTe7si1OSbXVy87T3FOobWhZU06AtKTnBwpPeCcHjwo+i6P9KWxqXN2faFwyZoEwpY3sTrQSkK5lPWp6xonmdnf643bhAUh0VdC06RUidnatOsT9xVNKUTDjGeqYbTxDaCcFWTxKiBnA4cOMX6MWgV4aZaqVi6q9UaJMSU7IPyzaJN51bgUt9tYJCm0jGEHv5xsvCA1Q1t6N12DUtepOkNYYp1UefM07Krd6hTb6s71tLwUkLycoVgcTxIOBGprQLXzVa4pB7V255eVp0nw4PNOLSk43dU0yA2FHHylEd3PGI3UhAVFrlpNMXToSjTezDIU9MsZVEqJtxSW0tsqHAlKVEnA544nnGU6NdhVfTbSan2nXJiSmJ2WffcWuUWpTZC3CoYKkpPI+EWTCA1qsTQS8KF0pp7VKbqNEXRpifnplDLTzpmAl9KwgFJbCcjeM+d642VhCA166WXR/mNUXZO5rXnJaTuSSa6hSHyUNzTQJUkbgCUrSScHGDnBxgGKxmdD+kjqFQlULUC8WWKbIslclLzM4l3r3wMN9YWkkkc8rWVKHcCTG6cICiejRonU7B0zuSzb1dpVRYrcysuIk3FrQplbKW1JJUhJB4Hl6Iqqm6I9IDSK4KknSK4ZKeo08rOx9xpKsDO0uNvDbvAONyDx9HKNy4QGsuhXR8uiV1GOqGrdcaq1wJc6+XlmnC4lLuNoccVgJykcEoSMDhx4ARs1CEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAiLXTqJZFrVqXotw3PTabUZlCXGZaYd2rWlSilJA8CoEfZEpjQj7oQ3Mu690BqTUpMwuhy6WilWCFmZf24PdxxAbdVrWXS2jXA5QKnfNFlai051brS5jg0vkUrUPNSR3gkY74nMu8zMS7cxLuodZcSFtuIUFJUk8QQRwIPjGqt79EqzZDSGffkpqoOXZJSC5pU+5MkomHkJK1pLZ4BKiCBjiOBJPHOO6CV03DcOld42JK1TqJ6mshdHmXsqEr16FgcuO1Lid2P4xgNhLs1h0xtWqLpdevWkSc82cOS/Wlxxs+CggHafQcRnLLvS07zknJu1bgp1XabIDplXwstk8gpPNP2gRpLbti9Huxpqrt6sX/KXbVC6Ets0lcyoNkZ3lamuayrnlXDHjGI6JlUpsr0uZZizXJ6Xt2oOTzLLUyr9kXLBlxxCV4PEgoSe/lAbzz+olkSF3t2hOXPTGK84420iQW9h5S1gFA2+JBGPrj0W7e9pXFXalQ6FX5GpVCmY7azLOb+pySMEjhnIIwDwI4xo30lKdVax0110iiTypCoz01TpaXmhzYUthtO/7ASeHhGx9ndHmn6c2Zc8rY1z1KXrdbpnYlT8+tBbZIJ/ZEhCQUnCld5xw+uAm1ya1aVW7VHaXV75ozE4yra6yl0uKbUOaVbAdp9B4xJrQuy2rvppqNsVyn1eVSratyUfDmxXgoDik+g4jR617O6NVkSNQltSb2l7vq/aCGk0YzJbaQABgFvzVK3ZySrHL0x0dBiptS/SOqEpQHZtqiz0nOBtl9WVqZQoKa344FYGOPpPjAfoFHhrtYpVCpb1UrVSlKdIsDLsxNPJbbQPSpRxHujRrpmVSrX50jLf0rZnFsU9l2UlwgHzevmSCp0jvIQtIHhg+JgNoqHrdpPWqq3S6bflFdm3VbG21PFveruCSsAEnuAPGLAfeaYYW++4hpptJUta1BKUgcSSTyEat6t9EO1ZmyUN6cS65K4ZdxGHJ6fcU3NIzhe/IISrHnApA4jGOPDN3Tp7qDUeixJWTd950ehTcg4E1SpvzK1suyTZUW0LX5v/ALMHPPZ35gLBmte9HZadVJuag0QupVtJQ6Voz/LSCn7cxPqNVqXWqWzVKRUJWoSL6dzUzLOpcbWPEKSSDGgtSpPRetrTOYps3XZy57yEo7tnaZ2lLfaDnZt3bWtgOOeeAPOLE+5tVKceod8Upx9apOWclH2WieCFuJeCyPDIbR6oDYym6uaaVGUn5uSvehvS9OaD044JoBLKCraConllRAHiTiO2ytU9PLznHZK2bupdSmmkFamG3drm0c1BKgCQO8jgI0K6IemdF1Q1HqVJuOYm/JUlJKnHZZh0t9oUHEoSlShxAG8nhx+qPmtmmlMs/pJSdi2rOz0lJVJyTaaWp4qcYEzhtaQrgVJ4q58wcHMBvMjW7SZdcFGTf9CM4XOqA7T5hVyx1nyOfDnEf6Zky/K9G66ZiUfcZdSJXa40spUMzTQ4EeiNdemFoRZGmenlFr1qpn2ZhVRTIzAmJkuh4KaWrec8lAt92Bx5RPL3n5upfc6GJuefW++abJNlazkkInW0Jye/zUgQHu6ImottWl0fpefvi6ZaQMxV5pLKp18qcdxsztHFSgM8cDAzGwll3la16U5dQtWvSFXl0K2uKlnQotnuChzSfQQI0x6Hmgttaj2dPXTeip2blG5tclISbUyppKNoSpbhKePEqAAGBwJOcjGKoslNdH7phyNApVQmXaLPTcvLkOKyXpSZIAC8YClIUc58UZ78QFtao2tIznSuplac1YpFKfRUKasUB150PuFPV4QEg7crxw/lcY2VuSv0S2qU5VbgqslS5FvguYmnktoBPIZPefDnGkGu3+X1Q/53ov8A8mLV6Z2nzV11aiVi5tSKPa9syLfVIlZzf1jrqlkurbA+UrZtAABxj0wFq0rXbSGpz7cjKX/RC+4ragOPFoE9wClgD+uJ1WqtTaNR5msVWdZlKfKtF1+YdVhCEDmonwj86Nf/APB0YtmXlNKfKj9cbmUh2ZUp/qVtBJ3buuxkk7cbQO/ujYK2ajO1T7nlMzU++t95NBnGAtZydjb7iED7EpSPsgLtb1X04ctiauZF50ZVHlXhLvTYmBsS6RuDfiVEcdoyYllKn5SqUyVqdPfTMSc2yh9h1PJbawFJUM9xBBjQHomaJSmrtv1R65a9U5Wg0yd2sScipKS5MLbTvWSpKgMJCByJPiMcd97apMvQLdptCk1uuS1OlGpRpTpBWpDaAkFRAAzgccAQHsmn2JWWcmZl5tlhpJW444oJShIGSSTwAHjEFoesml1drqKDSb5os1UXFFtplD+OtV81CiAlRPcATnuihvui17VKnUOg2TT33GJeqdZNz+xWOtQ2UpQ2fFJUSojxSmPZS+iLaKtJWczVRReK5ETCZ9MwQhuZKN4QG+WwKwn53fkQEN+5/wBSqM7q/dTU5PzcyhFLWUpdeUsA9oR3ExtlfGo9i2Qtpu67oplKddG5tl579lUPEIGVY9OMRpZ0B6kKLet71iaSpYkbaemXQTxOx1CiP6oh+kte02uvUivXfr3VpqZ7QA4xLhD6kvuqUc5LQylCEgAJyBxHcMQH6F2RfVn3tLOTFqXHTquhrHWiWeBW3nluT8pOfSIkcfmhXrqsjT3Xml3bovV5pyhoLTjzDiXUbAVFL0uesAUtCkgEZzjdzyBH6WtrSttK0EFKhkEd4gPkw81LsOPvuoaabSVLWtQSlKRxJJPIRXLmvGj7dRMgrUKhdcF7Mh/Lef8ASY2Y9OcRSv3Re86jTLboFmyEw4wxVlvTM9sOOsba2hCD/FKlEkfxRHro3RKsee0Zl29s18LpmmJfTUVTSwhEypAWE9WDt6sKITyzjjnMBtHKTMvNyrU1KvtPsOpC23W1hSVpPEEEcCD4iIJcmtWlVu1R2l1e+aMxOMq2uspdLim1DmlWwHafQeMVpodpjqvaGit12JWK9TJF6ZbV5FnGZlTokusSQ7+CCkD5QxyKiYo+17O6NVkSNQltSb2l7vq/aCGk0YzJbaQABgFvzVK3ZySrHL0wG8NoXZbV3U01G2K5T6vKpVtW5KPhwIV4KA4pPoOIx41Fsc3j8Dxc9MNf60teT+u/Zt4Tu27fHHGNJ+gzU2pfpGVGUoLs21RZ6TnA2y+rK1MoUFNb8cCsDHH0nxjHalUGpXT02qvblKqa6XM1KqmWM2gZU02qXAdI9PV7xzHPnAbzU7Uqw6jKVuckLqpkzK0HBqb7Tu5qWBzgqWOBHmnkTyjzt6r6cOWxNXMi86Mqjyrwl3psTA2JdI3BvxKiOO0ZMVHdGjVtaQ9HXUhm3p6qzZqdIzMKnnEK4thQBSEpTjO8+PdFE9EzRKU1dt+qPXLXqnK0GmTu1iTkVJSXJhbad6yVJUBhIQORJ8RjiFzdLqk0e81WlVmtVqRaco7IPOy3anXUCcbc2KStO3HADHPxjH9OiZm6XolZAkKq6SJ5lszMu6pIeAlVedkHJBxnjEG+6C0mXoCdOKFJrdXLU6kvyjSnSCtSG+qSCogAE4HHAESjpyf5Pmn35zL/AO5mAvjovPOzGgNmvPurdcVTUlS1qKlE7lcyYsqKy6K3+T3Zf82J/tKizYBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBDI8Y8VfqslQ6HPVmpOhmSkZdyZmHD+C2hJUo+oGNIaRqH0gte71qa9PKo5b9HkcKS22+GGWEKJ2BxzaVOOKAPDiOBwAIC5Okpr7XtLdRqLbFLodMn5eoSbcwt2ZW4FpKnlNkDaQMYTmNh4/MbXGtagVDVCjUjUyXbTcNEbZknJhASBNNl0uIc83zTkL5jGccQDmNt+mDrfUtMafT7etVttVyVZBcQ8tvrBKsg7QoIPBS1KyE5yPNOQeEBsFkeMI0mu6R6VmnVop1Eql8idYYCHZ6nl4Pql0qIHntqbCCASAdh4Z4cBkXLavSAlqv0aqrqiqnteUqQ2pickUqIb7WClKADzCFFxCvEAkcSMwF6ZHjCNF9N57pL62SVSui3tRJOmS8tMlnsgmuzDdgK2pbbQrCcEAKWePieMWt0UtTNUatc9SsTU6jz65mTbcVL1R2RLQKm1hK2lqSAhfPKVDng88iA2ShkeMafao39rlqBrTO2Bpr2u3qXJvusIm1MllL3VcFureUgkJ3AhIRzGOeYidX1I130G1IpNMv+5WrikJtCJh1hTwfQ4wVlKilZSlaFjBx3Z8RAX/0rtZqxo9T7fmaRSJCoqqbr6HBNKWAgNpQRjaRz3RlL31OuGj9Himaj0igs1GqzslIzJkUpcWgF8IKgNvnYG4+qKa+6VEKoNkEcjMzh/wC41Eu1IuavWj0Ircrlt1N6m1Fmj0hLcw1jckKS0FDiCOIOICz+j9e9c1A07auK4aKijzy5p5kyyULSAlBABwvjxiwsjxEa76D3xddd6JtfuyrVuZm63LS1TWzOLCd6C22SgjAxwPoikNFtRukdqZTaxbdqVwzM0FNPTNXnVto7G1hQDaDt4FZ45AKvN4Y4mA33yIRotYmq+sumOvNPsbUqsTFVlZubYlppqYcS+Ah4gIeacAB4bgccjggjPKy+lXrbdlFvenaV6ZpSm4p0tJmJsIStba3ThtpsKykKIIUVEHAIxjiYDZ7I8YRpHfc90mtDZan3bX7yl7ipbz6WplhTpmGkLIJCFhSEqSDggKQeY58s3RfeuM1/g6U7USyqO7PVSslEtLS3VKeEq/5wdKwkcQgoWByBO3xgL0yPEQjRySpnSwrNiPajKvl6SlEyzk72N6bDDxbRkkhoN7E8EkgEjhFvdDbWWtajWbXEXg8yufoBbU9PBAbDzK0rIUsJG0KT1askAAjHDnkNhYRo+nVLW7XvUSo0fS2qJt2iSILiFBYZ2tbtqFvObVKK1dyE8PRwJjI6fauasaW62SWm+rlRTV5GedaaEytQWpoOna2826ACpG7goKHDB5EcQtHWrWq9rK1bp1o0SzWqpTJluVU5OqZfUUFxwpUMo83gBmL+EaedKPU+/rX6R1Ftyg3NOyFKfYkVOyrQTtUVvKSvmM8QMRaPS21rf0ntmSlaI0y/cVWLglS8nciXbRjc6pP4RyQEg8M5JzjBD1at3VqVO6r0GwNNUCQbLBm63WJqQ61iXaJASlJUNpXjJ2g5JUkcBmLlYStDCEOOKdWlIClqABUccyBw4+iNIWKR0upqzBqE3d03sUx21NO7SgTCmsbgoMbOr+Tx2c+7GeEXL0QtcJzVahT9LuJthu4qUlK3XGU7UTTKsgOBPJKgRhQHDiCMZwAvzI8YZHjH5/6S6udIG77rq9qWxWXKvUpthaWXpzqw3T20uDc/xTjOMJGc/K4AnEdlw6j9IHQ3UWnM31cD1XlZgJfXLuPJmJeaY3YWEKwChQ48sEHHAg8Q38hHVJvtzUo1Msklt1CVoJHMEZH9RjtgEIQgEY64q7R7dpT1VrtTlKbIsJKnH5h0ISAPr5n0DiYyJjW/XPo0W1dlXuO+5+5a83NOMOTQlm1NllCkM8AMpJAOwZ+swEu6PWucrrBWrmlJGgrp0pRlt9RMLmesVMocU4EqKNg2HCAcZPPHdEn1t1St3Si0vLtdLj7ry+qkpNnHWzLmM4GeASBxKjwA8SQDrP8Ac0f3Svn/AEMj+l6MZ90Lmnqlq/aVuFSywimpcSkH8J6YUhRHpw2mAkUn0ya7LzErUq9pe/LW9NubWZlqYc3KHfsUtAQ4R4Aj6xG0VEva2axYLV8ylUaFAclFThmnPNDbaQSvcO4pwQR3EERA+lLb9Mc6NNzUxuUZTL06nIdlEBPBnqCko2+GAMcO4kRqlZ1zzzPQVvCkodUAm4WpRBB4pad6pxSfqJSr+kYCz670xKlOVad+A+nM1VqPI5U9NvOObi3x89SW0ENA4/CJ9OOUXX0ftabd1fokw/Tpd2nVWS29tp7ywpTYVnatChjeg4IzgEEcQOGYf0CqVKyvR8lJxEuhLtSn5l59W3i5tX1Yz4gBGPXFG9HRg2900LmtanOmUlJl6rU9Ia4BDaVKWjA/i7Bj6oC6NQ+ljaVu3TOUKhW9VbnNPUpE7NSikoZbKThW0kEqAPAnAT4E84tnSLUi2tT7TRcVtvuFsL6qYl3gEvSzgAJQsAkciCCCQRyjUbRTUiV6Njl12RqFaNUVU3ZwvsTUs0k9rSE7UpKlkZbONwUN3y1ZGYzGgtWq+lOkN/ao1KkLpirnnm0W3SFII614l3q9iMZKMucOAyls+iA2RoupJrus1WsGi0btUlRJRLlVqxmcIYmFfJl0o2ncrHEncMYVw4cbCitOjzY50907lpWsPJcuKrPKqFZmHFDe9Nu8VJz37eCfrBPfFlwCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCNCPuhBmRr3QDJBapnyHL9SEDJK+0v7cenOI33jRrpzSk090kLTcZlnnECmSYKkoJAPa3e8QEnvjpdUKd0nn6WzQ6pK3lNSa5J+WeZCWJZ5SShxe7OSBxITjOcA45xgujlp9ddG6L+o10ykrNS9UuGmlFMbQCl5cu0hWVpHPz969vedoI5iNr6pprp9Va95eqdlW/OVMq3qmnpBtTildxUSPOPpOYlaUpQkJSkJSBgADgID86Oi1f+jlkUqru6hWwalWFPhySmVSCJsBrbjq0hZwhW7JzwzkceEejQiveUumzIV6p08UEVCoza0SbyerLPWy7gabwccTuQB4k8OcbyDTXT0XAbgFk295VK+s7V5Pa6zfz35x8r+NzjNPUChvT/b3qNTnJveF9euVQXNwxg7iM5GBx9EBpRqn/AOkNpXEfutSv7lqNmOlczWX+j3d7dBDxnDJpKgzncWQ4gvAY/wDZ78+jMWE9RaO9Uk1J2lSLk6khQmFS6C6COR3Yzw+uPeQCMEZBgPz16MepOjFjWfPfDG0VVK5xNKcYfMgiaLre1OxtsrOGyCDngM5zk8h2dEaqKe6W01O1aXRSZyoGokybv7GW3lkq6kA4ORxGMZ4Ru3T9NdPqfXjXpGyrflqnu3iabp7aXAr5wIHA+kcYzPkCh+UPKPkands6zrO0dlR1m/527Gc+nMBko0e6adCrtj680LVyQklTEgtyUe63HmImZcj9jWfwdyEpwTz87wjeGOioSUnUZN2SqEoxNyrqdrjL7YWhY8Ck5BH1wGpWq/TBpU1ZTDGmrVRYuSacb3KnJNBTKpzlQwSQtR+SMDHEnniMN0ojqhPdFm0qne7rrk8/UzMVZtthLIYStKuzocSkADGRnPJSgDxxG09A0x07oFUFUo1kW9ITyTuRMMU9tK0HxSceb9mIk8/JylQknZKelWZqVeSUOsvNhaFpPMKSeBHoMBopY2qmklG0NRbluWE7OX/M0xyUWRTEOuOTCkKSt4vcVFABKto4jGMAcYz/ANzYmZdD9+Sa320zLjMk620VDcpCeuClAd4BUkE/xh4xtba+n9j2vMvTVu2lRKU+8Clx2Vkm21qB5pyBnHo5RladQaJTZgzFPo9PlHikoK2JVDaik8xlIBxwEBpF9zl/fXub+ZT/ALw3H3pK/wCW9bH53R/71MbvUyiUemPLep1KkZNxadqlsSyGyoZzglIGRCaolHmp9M/M0qQem0FJS+5LIU4NvLCiM8O6A12+6LfvLUf/AKRM/wBw/EeuT/0bsv8AmMr/AL+mNr6lTpCpsJYqMlLTjSVbwh9pLiQrlnCgRniY4qpVMVTBS1U6UMiAAJYsJ6rAOQNmMc+PKA0U6JWvdK0stKct68qbVPJc3MrnKdNyrAcyvCUuNkEjIylJBBOCTnHCOmynKn0h+ltL3bLUx6VoVNmmJpwrGQxLS+C2hZHDe4pPIH8JWOCcxu3W7Gsyt0pFKq1q0WdkW1lxth6SbKELPNSRjzScDiOMe+27eoVtU5NOt6jyFKk0nIYk5dLSM+OEgZPpgNIddf8AL6ofL916L/8AJjr6dxmZTpDUOduSUmpu3EycspplKtqXWUukvtoPIKPf38U+iN5ZiiUaYqKai/SpB2cSUqTMLlkKcBT8k7iM8O7jwjpum2beumnin3JRKfV5UK3JanJdLqUq8RuHA+kQGivSK1N00ubTFm2dKbMMjKszTMxUZxFKRLIYSNwbbKk8SpSjzJx5vDOeFm6eTMu/9ztqTTL7bi5emVBp5KVAltfaFq2q8DtUk48CPGNlqPZtp0ejKo1KtqkSVOUoKXKsybaW1qHJSk4wT6Txj3S9Fo8tIvSEvSpFqUfyXWES6EtuZGPOSBg8AOcBrP8Ac3/3s7kH+ev/AJDcbTx5KZTKdTGlNU2QlZNtatyksMpbBPLJCQOMeuA1N+6JWLUqtbtDvamSzsw3SOtl6gG07i2y4UqS4fBIUCCe7cI8lF6X1G+KmXp6aLVX73EmmTaYbaSph2Y27EuBWc4JwrbjOeHpjbt1CHW1NuIStCgUqSoZBB5giItR9NtP6PXPLlKsq35GpbtyZlintocSe8pIHmn0jEBpb0B6WKxe170abUpAnrbelXSeYC3UJV+mMPojP2do9qLctpa2WdKTiVbG235qmIm+zrbKsKSFAktuJVncnOcJ+z9BqbRaPTX1v06lSMm6sbVrYl0NqUM5wSkAnjHgu2y7Su1ttFz23SawG+DZnJRDqkfySRkfYYDU6m6iWLfOqknaOlmhVoVaRdKA7Pz9Iba6tOf2R0pSg7W0jGN3EnhjiBG5yEpSgJSkJSBgADAAjE2va9uWvJmTtuhU2kS6sFTclLIaCj4naBk+kxl4DVP7ofYtTrVrUS8qXKuzKKKp5mfS2ncUMubSHCB+ClScE924HlmMfSOl9bclo0zLiRqAvKWpyZVDPUAy6n0o2Jd35+RwCiMZ7vTG3a0pWgoWkKSRggjgRENOlGmRq3lU2BbJnN27rfJjWd3zsbcZ9OIDXWRuDWa+eiHflx3LMOvPTjDYpaGZNDDi5RC0mZcAQkEpUgqA9CTjgYrLox6k6MWNZ898MbRVUrnE0pxh8yCJout7U7G2ys4bIIOeAznOTyH6EJQhLYbSkBAGAAOAHhEWp+mun1Prxr0jZVvy1T3bxNN09tLgV84EDgfSOMBpH0R6op7paTU5VpdFJnKgaiTJu/sZbeWSrqQDg5HEYxnhGalv/SMk5H7sr/3Qxu35AoflDyj5Gp3bOs6ztHZUdZv+duxnPpzHMUSjipeUxSpHt27d2nsyOtzjGd2M5xw5wEG6Tf8Ak/3r/ND36BFQfc3/AN7O5B/nr/5DcbRTUuxNyzktNMtvsuJ2rbcQFJUPAg8CI6aZTKdTGlNU2QlZNtatyksMpbBPLJCQOMBph90p++Gy/wA0nP7bcZnpx/5Puno/+8y/+5mNs6pRqTVFIVU6XJTpbBCDMS6HNoPPG4HEcp+k0ufl25aep0nNMtEFtt5hK0owMcARgcOEBX3RX/ye7L/mxP8AaVFmx1SctLycs3LSjDUuw2NqG2kBKUjwAHAR2wCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQFf9I+QnKloVecnIJUuYVSH1JSnmoJTuIH1gERQ33N2t0r4MXPb3XNIqonkTnVk4W4yWwgEDvCVJOcctw8Y24WlK0FC0hSVDBBGQRGql+dDimzt0u1mx7uetpl5wrMoqWLqWM8w0tK0qCfBJz9cBU/TfrNJq3SSpzFMdaddp0pKyk4tsggPB5aykkd6UrSD4Hh3R7un3ITKOkBQpqam1yUnNUuWQ1NjJDO19wLI4jincFc+8RaTfQxtNryY63dlXE3KgKmXupQe0uhe7dgnzBjAxx5ZJJJi49ctJbZ1attqlV3rpeZlVlySnmMdbLqIwefBSTgZSeeByIBgKFu/o9V+TtOdqVzdJOs+QCzmZdm23ly621EY3ZmSFA5HDjnIjIaPWvpLZeh94ylb1IlLms+rzjctOTbMk4ymXdKAAkbSs7uKFA9xAjwSnQ5qr6mKbXdWKjN0CWVlmTalVApH8ULcUhBx3hJ+qNgm9KbIb0qXpmikhNvOM9WtreesUrO7rSvmXNwCt3iB3cIDU+Q6M7tWp6bw0L1STPyilrQyt7rZR5KknBT1rY+V9aUxn+inq3qYjWp3Sq+6k5WADMMKW+tLrsq8wlROHU/LSdpByTzBBHHPumOh3WKZMvotLVeo06QfPnMuSy0qI/jFtxIWcd+0RaXR76PVu6SzkxWfKT9crz7RZM680G0tIJBUG0ZOCSBlRJPDHDjkKKTf2qOuevNUsegXw9ZdFlVTPVJlCUr6llewnKSFOOK543AAZxy41T0prDk9PtQKdRxeFRuiqOSaX5+YnVZW2orIQnmSPNGcEk8Qe+NkdTeiNK16/pq67RvF63FTswqYeY7KXOqcUcrU0tK0kAkk7TyyeOOEcql0M7QnJOSzdlcFRbCzOzq0pcVNrJBCiFHzccgBn0kwEf8Auk33u2N/p5v+w1GZ13/yBqD/ADTRf0NRZWtuiErqtb1uUyu3LPMv0VK900zLt7plakISpSkngnOzOBw4xlL10kp1z6JSWlz9Xm5eTlJWUl0zaG0lxQl9uCUnhx28YCn+jV/kQ3P+aVj+6VGL+5pj/kO9j39pk/7DsXnp7pHT7P0dqOm8tV5uZlZ5qbbVNONpDiQ+kpJAHDhnhHn6PejFN0ek6xLU6tTlTFUcaWszDSUbOrCgMbeed0Bq/wBLj/LBt36qX/fGMLrzQZ6b6a81TZm4HrbXU6hKdlqyCd0ulbKEoWkhSeSht+UPrjaLVHo+Ui/NVZC/5u4ahJzMn2bbLNMoUhXUr3DJPHjGR6QWhFs6vS8tMT0y9Sq1JoLcvUGEBZ2E52OION6ckkcQQScHiQQpHUro9z9JthT1/wDSPqbdGceQgpqcu6tlbnEpG1UwQTwJ5cMZj7Xrud0H6MFJk9PLrlrkcrFWmUSdZTJ9W2wjiXNiFFQUoKTgE5GSeHCMtR+h9NTtSlV31qdVa5TpQgNSrTS0q2/NC3Fr2DgB5o+0Rc2q2jFp33pjKWJ1XkeUp2xVLclUAmUUhJSMA/KSQSCCeOc5zxgNcUaX3Tduh72pepGtNbep79JXUE09t5SmQNpKG1Eq27irakpCOZwIxvQYlJmf071hkZEKM1MUhppkJHErUzNBIH2mJ7ZPQ5lZNzs93X3P1ikNlSmabKtKl2isg4WrK1cic4AHHviy+j9oVKaPVSpzNKuefqMtUmUImJaYl20jcgkoWFJ4ggKWMcju9AgKN+5sVWmsVW8qK8623UZlqVfZQogKcbbLgXj+SVpz9cXzqBrTpxbmpslY1VkZypXA+qXabErJNvBtbqsIQpRUCFcQrGOAIMQHVPolUiv3Y/dFlXNMWrOzDpedYSwXGg4rO5TZSpKm8kk44jjwwOEZnQvoxUPT+50XdXa5MXNXmiVsOOs9W0ys8CvaVKUtfE4UTwznGcEBRvTM/wArK3vzenf7wqPd90bk5lnUK06q8ypcg5TlspyPNUtDxUtOfHC0xfWrPR7o+oWp0hfM5cM/JTEm3LoTLtMoUhQaWVjJPHjnETnV3Te2tT7SXbtyMOFsL62XmWSEvSzmCAtBII5EggggjnAZGRuy3HLCZvFFRlm6AZETnad46tDW3JyeQI5Y554c400+59sPz2tV1VmTbU1TkUp1KgBwSXZhCm0n04Qr1GJQroW1HrDTkaoviiFzrDLmnqzn+T1uzPpx9kbGaN6YWzpZapoVuNOqLq+tm5t8hT0y5jG5RAAAA4BI4D6ySQ1P+55D/wCuS7D3+SXP95RHp+6UffVZ/wCYzP8AeIi+dCNAaRpRdlTuCn3BP1J2oSqpdbT7KEJSC4F5BT38MR2dILQak6wVOlT1Rr09TFU5hxlCZdlCwsLUDk7vqgLOtH71aT+ZM/3aYrfX6w9TbxnqS7YGoK7VZlWnUzaEvOo69SikpPmc8AHn4xadKlEyFMlZFCytMuyhoKI4kJSBn+qPTAaqfEh0kP8A+/D3tcz7ozun2keu9Gvaj1W4dY3atSZWaS7NyRmZgh9sc0YUMHPpjY6EAjC3595Fd/m2Y/ulRmo8lakUVSjztNccU2ial3GFLSMlIWkpyPXAab/c0v3Svn/QyP6Xoxv3Q6TfpurVpXL1a+oXTktJUORWw+pZA9OHExsR0etDaVo6/WHqdXJ2pmqIZSsTDSEbOr34xt8d59USbWbTK3NVLSNAuFDqOrX10pNsEB2WcxjcnPAgg4KTwI9IBAQ/pRXbRP8ABkr9XYqEu5LViQQzIKSsETBeKcBPidpJ9AB8I1fs21J9/oKXfVkNKO+vtzrYA4qZZLTalekAqX/RMWJS+hMkVVtFX1EmJmjsrJSwxIdW6QTxAKlqSg+kA/VG01GtC3aTZLVmSdLZTQmpQyYlFDclTSgQoKzz3ZJJPEkkwFLdAuvU+Z0AakO2Mh6jzsyiaQpwAtJUsuJUrPJJCjx5cD4RS/RgULt6adwXRTwHpFt+pz6XUjKercWptBz6esETO6OhXKuVh521L7mKXTJgkKlJmULym0E/JC0rTvHgFD6yecXjoLo3bOkVCfk6Qt2eqE4UmdqD6QHHtudqQBwQgZOE8efEmAsKbkpOaLZmpVh8tq3I6xsK2nxGeUa+CY+NfX2fr/Vmbs7TULTKITxRPVXblSh47MAD0hJ/Ci9LzkKtVLVqVOoVURSqlNS6mpedU0XOzqUMbwkEZIBJHHniMRpBYlO04sCnWpTnC/2ZJXMTKk7VTL6jlbhGTzPdk4AA7oDUPR3TOY6SsvcV/wB8XxUmZ9ueVLystLKSoSnmhaSUq+S2N2AlO3O1RzmLa6Ct4XBW7aua1q5U11dFtz6ZeTn1LLnWNK3jaFnipILeU5zwUByAjhevRMolTuWoVa1Lyq9py1TJM7ISze9le45UlOFpwk5PmncBnhgcIuDR7Ta3NLrRRbtutulCll6ZmXyC7MOkAFaiAByAAA4AD6yQmcIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgP/Z

ANÁLISIS

Materias
  • Comisión Económica para Europa de las Naciones Unidas CEPE
  • Componentes de vehículos
  • Homologación
  • Marca de conformidad CE
  • Reglamentaciones técnicas
  • Vehículos de motor

subir

Estatuko Aldizkari Ofiziala Estatu Agentzia

Manoteras Etorb., 54 - 28050 Madril