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Documento DOUE-L-2026-80972

Reglamento n.o 166 de las Naciones Unidas. Disposiciones uniformes relativas a la homologación de los dispositivos y los vehículos de motor por lo que respecta a la percepción por el conductor de los usuarios vulnerables muy próximos a las partes delantera y laterales del vehículo [2026/1365].

Publicado en:
«DOUE» núm. 1365, de 29 de junio de 2026, páginas 1 a 54 (54 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2026-80972

TEXTO ORIGINAL

0.   Introducción (para información)

El objetivo del presente Reglamento es establecer las disposiciones para que el conductor perciba mejor a los usuarios vulnerables de la vía pública que estén por delante y a los lados del vehículo antes de que este arranque. Mientras que el Reglamento n.o 46 de las Naciones Unidas establece las prescripciones sobre la visión indirecta de los vehículos de motor, el presente Reglamento se refiere a la visión o percepción del conductor de las partes delantera y laterales del vehículo antes de que este arranque. Por lo tanto, los dispositivos que cumplan lo dispuesto en el Reglamento n.o 46 de las Naciones Unidas pueden cumplir también algunos de los requisitos del presente Reglamento.

1.   Ámbito de aplicación

 

1.1.

El presente Reglamento se aplica a:
 

1.1.1.

La homologación de un dispositivo de visión delantera y lateral definido en la parte I destinado a ser instalado en vehículos de las categorías M1 y N1 (1).
 

1.1.2.

La homologación de dispositivos de visión o detección delantera y lateral definidos en la parte II destinados a ser instalados en vehículos de las categorías M1 y N1.
 

1.1.3.

A petición del fabricante, las Partes contratantes podrán conceder las homologaciones a las que se refiere la parte II a vehículos de otras categorías y a dispositivos destinados a ser instalados en tales vehículos.
 

1.1.4.

El presente Reglamento no es aplicable a los sistemas destinados principalmente a facilitar las maniobras de estacionamiento del vehículo.
 

1.2.

Los vehículos en los cuales la instalación de dispositivos de visión o detección delantera y lateral sea incompatible con su uso en carretera podrán quedar total o parcialmente excluidos del presente Reglamento, con supeditación a la decisión de la autoridad de homologación de tipo.
 

1.3.

Si un vehículo contiene varios dispositivos, el fabricante indicará cuál es el dispositivo que cumple las disposiciones del presente Reglamento.

Parte I.   Dispositivos de visión o detección delantera y lateral

2.   Definiciones

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

 

2.1.

«Dispositivos de visión o detección delantera y lateral»: dispositivos destinados a ofrecer al conductor una visión clara de las partes delantera y laterales del vehículo dentro de los campos de visión definidos en el punto 15.2 o destinados a detectar objetos en el campo de detección definido en el punto 15.3.

Pueden ser retrovisores convencionales, sistemas de cámaras de visión delantera y lateral, sistemas de detección o cualquier otro dispositivo que tenga la misma finalidad.

 

2.1.1.

«Dispositivo de visión delantera y lateral de proximidad»: un dispositivo que ofrece el campo de visión definido en el punto 15.2 del presente Reglamento.
 

2.1.2.

«Dispositivos de visión delantera y lateral»: dispositivos que proporcionan información sobre los objetos que pueden hallarse en los campos de visión definidos en el punto 15.2.
 

2.1.2.1.

«Sistema de cámaras de visión delantera y lateral (SCVDL)»: todo sistema destinado a proporcionar, por medio de una cámara, una imagen del exterior y una visibilidad clara de las partes delantera y laterales del vehículo en los campos de visión definidos en el punto 15.2.
 

2.1.2.1.1.

«Contraste de luminancia»: la relación de brillo entre un objeto y el medio inmediatamente circundante que permite al objeto distinguirse de este medio. Esta definición es conforme con la definición dada en la norma ISO 9241-302:2008.
 

2.1.2.1.2.

«Resolución»: el detalle más pequeño que puede distinguirse mediante un sistema perceptual, es decir, que puede percibirse de forma separada de un conjunto mayor. La resolución del ojo humano se indica como «agudeza visual».
 

2.1.2.1.3.

«Espectro visual»: una luz con una longitud de onda dentro de la amplitud en los límites perceptuales de la visión humana: 380-780 nm.
 

2.1.2.2.

«Retrovisor para visión delantera y lateral de proximidad»: un dispositivo, exceptuándose dispositivos tales como los periscopios, cuyo fin es garantizar, por medio de una superficie reflectora, una visibilidad clara de las partes delantera y laterales del vehículo en los campos de visión definidos en el punto 2.1.4 y descritos en el punto 15.2.
 

2.1.2.2.1.

«r»: la media de los radios de curvatura medidos sobre la superficie reflectante, con arreglo al método descrito en el anexo 7.
 

2.1.2.2.2.

«Radios de curvatura principales en un punto de la superficie reflectante (ri)»: los valores, obtenidos con ayuda del instrumental definido en el anexo 7, y medidos en el arco de la superficie reflectante que pasa por el centro de dicha superficie y paralelo al segmento b, tal como se define en el punto 6.1.2.1.2 del presente Reglamento, y en el arco perpendicular a dicho segmento.
 

2.1.2.2.3.

«Radio de curvatura en un punto de la superficie reflectante (rp)»: la media aritmética de los radios de curvatura principales ri y Imagen: data:image/jpg;base64,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 , es decir:

 

Imagen: 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2.1.2.2.4.

«Superficie esférica»: una superficie que tiene un radio constante e igual en todas las direcciones.
 

2.1.2.2.5.

«Superficie asférica»: una superficie que solo tiene un radio constante en un único plano.
 

2.1.2.2.6.

«Retrovisor asférico»: un retrovisor con una parte esférica y otra asférica, en el que debe marcarse la transición de la superficie reflectante de la parte esférica a la parte asférica. En el sistema de coordenadas x/y, la relación entre la curvatura del eje principal del retrovisor y el radio de la envolvente esférica primaria se define mediante la fórmula:

 

Imagen: 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

 

donde:

R

:

radio nominal de la parte esférica

k

:

constante de la variación de curvatura

a

:

constante de la dimensión esférica de la envolvente esférica primaria

 

2.1.2.2.7.

«Centro de la superficie reflectante»: el centro de la zona visible de la superficie reflectante.
 

2.1.2.2.8.

«Radio de curvatura de las partes constitutivas del retrovisor»: el radio «c» del arco del círculo que más se aproxima a la forma curvada de la parte considerada.
 

2.1.2.3.

«Otros dispositivos de visión delantera y lateral»: los dispositivos definidos en los puntos 2.1.2.1 a 2.1.2.2.8, en los que el campo de visión no se obtiene mediante un retrovisor o mediante un SCVDL.
 

2.1.3.

«Objeto de ensayo»: un objeto cilíndrico con una altura de 1,0 m y un diámetro de 0,30 m.
 

2.1.4.

«Campo de visión»: la sección del espacio tridimensional por encima del nivel del suelo que se controla mediante visión directa o con ayuda de un dispositivo de visión indirecta. A menos que se indique lo contrario, se basa en la visión ofrecida por un dispositivo o dispositivos distintos de los retrovisores. Podrá estar limitado por la distancia de detección pertinente que corresponda al objeto de ensayo.
 

2.1.5.

«Sistema de detección»: un sistema que utiliza señales para permitir al conductor detectar objetos en la zona adyacente al vehículo.
 

2.1.5.1.

«Información acústica»: información mediante señales acústicas proporcionadas por un sistema de detección tal y como se define en el punto 2.1.5 para permitir al conductor detectar objetos en la zona adyacente al vehículo.
 

2.1.5.2.

«Información óptica»: información mediante señales ópticas proporcionadas por un sistema de detección tal y como se define en el punto 2.1.5 para permitir al conductor detectar objetos en la zona adyacente al vehículo.
 

2.1.5.3.

«Información táctil»: información mediante señales hápticas proporcionadas por un sistema de detección tal y como se define en el punto 2.1.5 para permitir al conductor detectar objetos en la zona adyacente al vehículo.
 

2.1.6.

«Campo de detección»: la sección del espacio tridimensional por encima del nivel del suelo que se controla con ayuda de un sistema de detección.
 

2.2.

«Tipo de dispositivo de visión o detección delantera o lateral»: los dispositivos que no difieren entre sí en las características esenciales siguientes:

a)

diseño del dispositivo, incluida, si procede, la fijación a la carrocería;

b)

en el caso de los retrovisores, la forma, las dimensiones y el radio de curvatura de la superficie reflectante del retrovisor;

c)

en el caso de un SCVDL, el campo de visión, el aumento y la resolución;

d)

en el caso de los sistemas de detección, el tipo de sensor y el tipo de señal de aviso.

3.   Solicitud de homologación

 

3.1.

La solicitud de homologación de un tipo de dispositivo de visión delantera y lateral será presentada por el titular de la marca de fábrica o comercial o por su representante debidamente autorizado.
 

3.2.

En el anexo 1 figura un modelo de ficha de características.
 

3.3.

Para cada tipo de dispositivo de visión delantera y lateral la solicitud irá acompañada de tres muestras de las piezas.
 

3.4.

El fabricante designará los dispositivos que se presenten para su homologación con arreglo al presente Reglamento de las Naciones Unidas.

4.   Marcado

 

4.1.

Las muestras de los dispositivos de visión delantera y lateral presentados para su homologación llevarán el nombre comercial o la marca del fabricante; esta marca será claramente legible e indeleble.
 

4.2.

Cada dispositivo de visión delantera y lateral contendrá, en al menos uno de sus componentes principales, un espacio lo suficientemente amplio como para alojar la marca de homologación, que será legible; dicho espacio figurará en los dibujos mencionados en el anexo 1. La marca de homologación deberá ser también legible cuando el dispositivo esté instalado en el vehículo. Otros componentes del dispositivo deberán llevar un medio de identificación. En caso de que el espacio destinado a la(s) marca(s) de homologación sea escaso, se proporcionará otro medio de identificación que permita establecer una vinculación con la marca de homologación.

5.   Homologación

 

5.1.

Si las muestras presentadas para su homologación cumplen los requisitos del punto 6 del presente Reglamento, se concederá la homologación del tipo pertinente de dispositivo de visión delantera y lateral.
 

5.2.

Se asignará un número de homologación a cada tipo homologado de conformidad con la ficha 4 del Acuerdo (E/ECE/TRANS/505/Rev.3).
 

5.3.

Se comunicará a las Partes contratantes del Acuerdo que apliquen el presente Reglamento la concesión, la denegación, la extensión, o la retirada de la homologación, así como el cese definitivo de la producción, de un tipo de dispositivo de visión delantera y lateral con arreglo al presente Reglamento, por medio de un formulario cuyo modelo figura en el anexo 3 del presente Reglamento.
 

5.4.

Además de la marca prevista en el punto 4.1, en todos los dispositivos de visión delantera y lateral que se ajusten a un tipo homologado con arreglo al presente Reglamento se colocará, en al menos uno de los componentes principales, de manera visible y en el espacio mencionado en el punto 4.2, una marca de homologación internacional consistente en:
 

5.4.1.

Un círculo que rodee la letra «E» seguido de:

a)

el número distintivo del país que haya concedido la homologación (2), y

b)

el número del presente Reglamento seguido por la letra «R», un guion y el número de homologación.

 

5.5.

La marca de homologación y el símbolo o símbolos adicionales deberán ser claramente legibles e indelebles.
 

5.6.

En el anexo 5 del presente Reglamento figura un ejemplo de la disposición de la marca de homologación mencionada y del símbolo adicional.

6.   Requisitos

 

6.1.

Retrovisores de visión delantera y lateral de proximidad
 

6.1.1.

Requisitos generales
 

6.1.1.1.

Todos los retrovisores conformes con el presente Reglamento se fijarán a la carrocería del vehículo de manera que proporcionen al conductor el campo de visión necesario.
 

6.1.2.

Especificaciones especiales
 

6.1.2.1.

Dimensiones
 

6.1.2.1.1.

Los contornos de la superficie reflectante deberán tener una forma geométrica simple y dimensiones tales que el retrovisor permita obtener el campo de visión indicado en el punto 15.2 del presente Reglamento de las Naciones Unidas.
 

6.1.2.2.

Superficie reflectante y coeficiente de reflexión
 

6.1.2.2.1.

La superficie reflectante de un retrovisor deberá ser plana o esférica convexa. Los retrovisores exteriores podrán estar equipados con una parte asférica suplementaria, siempre que el retrovisor principal cumpla los requisitos del campo de visión indirecta.
 

6.1.2.2.2.

Diferencias entre los radios de curvatura de los retrovisores
 

6.1.2.2.2.1.

La diferencia entre ri o r'i, y rp en cada punto de referencia no deberá ser superior a 0,15 r.
 

6.1.2.2.2.2.

La diferencia entre cualquiera de los radios de curvatura (rp1, rp2, y rp3) y r no deberá ser superior a 0,15 r.
 

6.1.2.2.2.3.

Cuando «r» no sea inferior a 3 000 mm, el valor de 0,15 r citado en los puntos 6.1.2.2.2.1 y 6.1.2.2.2.2 se sustituirá por 0,25 r.
 

6.1.2.2.3.

El valor del coeficiente de reflexión normal, determinado con el método descrito en el anexo 6, no deberá ser inferior al 40 %.

En el caso de las superficies reflectantes con un coeficiente de reflexión regulable, la posición «día» permitirá reconocer los colores de las señales utilizadas para el tráfico por carretera. El valor del coeficiente de reflexión normal en la posición «noche» no deberá ser inferior al 4 %.

 

6.1.2.2.4.

La superficie reflectante deberá conservar las características establecidas en el punto 6.1.2.2.3 a pesar de una exposición prolongada a los agentes atmosféricos en condiciones normales de utilización.
 

6.1.3.

Carcasa de protección
 

6.1.3.1.

Cuando el contorno de la superficie reflectante esté rodeado por una carcasa de protección, el radio de curvatura «c» de su perímetro no será inferior a 2,5 mm en todos los puntos y en todas las direcciones.

Cuando el borde de la superficie reflectante no esté rodeado por la carcasa de protección independientemente de cualquier posición de ajuste, el radio de curvatura «c» en su perímetro no será inferior a 2,5 mm en todos los puntos y en todas las direcciones y este requisito deberá cumplirse con respecto al perímetro de la parte sobresaliente.

 

6.1.3.2.

Cuando el retrovisor esté montado sobre una superficie plana, todas sus partes, en todas las posiciones de ajuste del dispositivo (incluidas las partes que permanezcan unidas al soporte después del ensayo establecido en el punto 6.2.2), que puedan entrar en contacto en condición estática con una esfera de 165 mm de diámetro, si se trata de retrovisores interiores, o de 100 mm de diámetro, si se trata de retrovisores exteriores, deberán tener un radio de curvatura «c» de al menos 2,5 mm.
 

6.1.3.3.

Los requisitos de los puntos 6.1.3.1 y 6.1.3.2 no se aplicarán a las partes de la superficie exterior que sobresalgan menos de 5 mm, pero los ángulos de dichas partes orientados hacia el exterior deberán carecer de filo, salvo que estas partes sobresalgan menos de 1,5 mm. Para determinar las dimensiones de los salientes, se aplicará el método siguiente:
 

6.1.3.3.1.

La dimensión del saliente de un elemento montado sobre una superficie convexa podrá determinarse directamente o por referencia al dibujo de una sección apropiada de dicho elemento instalado.
 

6.1.3.3.2.

Si la dimensión del saliente de un elemento montado sobre una superficie no convexa no pudiera determinarse por simple medición, se determinará por la variación máxima de la distancia entre el centro de una esfera de 100 mm de diámetro y la línea nominal de la superficie cuando la esfera se desplace permaneciendo constantemente en contacto con dicho elemento. La figura 1 muestra un ejemplo de cómo utilizar dicho método.

Figura 1

Ejemplo de medición en función de la variación máxima

 

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

 

 

6.1.3.4.

Las especificaciones del punto 6.1.3.2 respecto al radio no se aplicarán a los bordes de los orificios o muescas de fijación cuyo mayor diámetro o cuya mayor diagonal sea inferior a 12 mm y que carezcan de filo.
 

6.1.3.5.

El dispositivo de fijación de los retrovisores en el vehículo deberá diseñarse de tal forma que el eje de un cilindro de 70 mm de radio y cuyo eje sea el eje, o uno de los ejes, de giro o de rotación que permiten al retrovisor ceder en la dirección de impacto de que se trate, corte al menos parcialmente la superficie exterior original a la que vaya desde la que sobresale el dispositivo.
 

6.1.3.6.

Las especificaciones correspondientes no se aplicarán a las piezas de los retrovisores exteriores contempladas en los puntos 6.1.3.1 y 6.1.3.2, y fabricadas en material cuya dureza Shore A sea inferior o igual a 60.
 

6.1.3.7.

En el caso de las piezas de los retrovisores interiores fabricadas con material cuya dureza Shore A sea inferior a 50 y que estén montadas en un soporte rígido, las especificaciones de los puntos 6.1.3.1 y 6.1.3.2 se aplicarán únicamente a dicho soporte.
 

6.1.3.8.

Los requisitos del punto 6.1.3.2 no se aplicarán a los retrovisores si su borde inferior está montado, como mínimo, a 2 m del suelo cuando el vehículo está sometido a una carga correspondiente a su masa máxima técnicamente admisible.
 

6.2.

Ensayo de los retrovisores de visión delantera y lateral de proximidad

Se considerará que se cumplen los requisitos del punto 6.2 en el caso de los retrovisores de un vehículo que cumplan las disposiciones del Reglamento n.o 21 de las Naciones Unidas.

 

6.2.1.

Los retrovisores serán sometidos a los ensayos descritos en los puntos 6.2.2.1 y 6.2.2.2. Los retrovisores exteriores con brazo de sujeción se someterán a los ensayos descritos en el punto 6.2.2.3.
 

6.2.1.1.

En los retrovisores exteriores que se encuentren como mínimo a 2 m del suelo en todas sus partes, cualquiera que sea la posición de ajuste, cuando el vehículo tenga una carga correspondiente a la masa máxima técnicamente autorizada, no será necesario el ensayo establecido en el apartado 6.2.2.

La excepción anterior será también aplicable cuando algunos elementos de fijación de los dispositivos de visión indirecta (placas de fijación, brazos, rótulas, etc.) estén situados a menos de 2 m del suelo y no rebasen la anchura total del vehículo, medida en el plano vertical transversal que pasa por los elementos de fijación más bajos del dispositivo de visión indirecta o por cualquier otro punto anterior a dicho plano en caso de que esta última configuración dé una anchura exterior mayor.

En tales casos, deberá presentarse una descripción que precise que el dispositivo de visión indirecta ha de montarse de tal manera que el emplazamiento de sus elementos de montaje en el vehículo concuerde con el descrito más arriba.

Cuando se recurra a esta excepción, el brazo deberá marcarse de forma indeleble con el símbolo

 

Imagen: 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y el certificado de homologación de tipo deberá contener una mención a este efecto.

 

6.2.2.

Ensayo de impacto

El ensayo con arreglo al presente punto no se realizará con respecto a:

a)

dispositivos exteriores que no sobresalgan más allá de la anchura y longitud totales del vehículo y que formen una zona delantera de deflexión con un ángulo inferior o igual a 45 °, medido en relación con el plano mediano longitudinal del vehículo; o

b)

dispositivos que no sobresalgan más de 100 mm, medidos en el punto de fijación, en relación con la superficie exterior original circundante del vehículo con arreglo al Reglamento n.o 26 de las Naciones Unidas (véase el anexo 13).

 

6.2.2.1.

Descripción del dispositivo de ensayo
 

6.2.2.1.1.

El dispositivo de ensayo estará formado por un péndulo que pueda oscilar alrededor de dos ejes horizontales perpendiculares entre sí, uno de los cuales será perpendicular al plano que contenga la trayectoria de lanzamiento del péndulo.

El extremo del péndulo llevará un martillo formado por una esfera rígida de un diámetro de 165 ± 1 mm y recubierta por una capa de 5 ± 1 mm de espesor de caucho de dureza Shore A 50.

Deberá haber un dispositivo que permita determinar el ángulo máximo trazado por el brazo en el plano de lanzamiento.

Un soporte fijado rígidamente al armazón del péndulo servirá para fijar las muestras en las condiciones de impacto precisadas en el punto 6.2.2.2.6.

La figura 2 siguiente indica las dimensiones (en mm) del dispositivo de ensayo y los detalles de construcción.

Figura 2

Dimensiones del dispositivo de ensayo y configuración (en milímetros)

 

Imagen: 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6.2.2.1.2.

El centro de percusión del péndulo coincidirá con el centro de la esfera que constituye el martillo. Su distancia «1» al eje de oscilación en el plano de lanzamiento será igual a 1 m ± 5 mm. La masa reducida del péndulo será de mo = 6,8 ± 0,05 kilogramos. La relación de mo con la masa total «m» del péndulo y con la distancia «d» existente entre el centro de gravedad del péndulo y su eje de rotación se expresa en la ecuación siguiente:

 

Imagen: 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6.2.2.2.

Descripción del ensayo
 

6.2.2.2.1.

La fijación del retrovisor en el soporte se realizará por el procedimiento indicado por el fabricante del dispositivo de visión indirecta o, en su caso, por el fabricante del vehículo.
 

6.2.2.2.2.

Colocación del dispositivo de visión indirecta para el ensayo
 

6.2.2.2.2.1.

Los dispositivos de visión indirecta se colocarán en el dispositivo de ensayo de péndulo de manera que estén situados en una posición similar los ejes que están en posición horizontal y vertical cuando el retrovisor está montado en el vehículo de acuerdo con las instrucciones de montaje previstas por el solicitante.
 

6.2.2.2.2.2.

Cuando el borde de la superficie reflectante no esté rodeado por la carcasa de protección, el servicio técnico, en consulta con el fabricante, determinará las posiciones de ensayo más desfavorables para ambas direcciones de impacto.
 

6.2.2.2.3.

En el caso de los retrovisores, excepto en el caso del ensayo 2 para los retrovisores interiores (véase el punto 6.2.2.2.7.1), cuando el péndulo esté en posición vertical los planos horizontal y longitudinal vertical que pasan por el centro del martillo deberán pasar por el centro de la superficie reflectante definida en el punto 2.1.2.2.7 del presente Reglamento. La dirección longitudinal de oscilación del péndulo deberá ser paralela al plano longitudinal mediano del vehículo.
 

6.2.2.2.4.

Cuando, en las condiciones de regulación previstas en los puntos 6.2.2.2.1 y 6.2.2.2.2 por encima de partes del dispositivo de visión indirecta limiten el retorno del martillo, el punto de impacto deberá desplazarse en una dirección perpendicular al eje de rotación o de giro considerado.

Dicho desplazamiento deberá ser el estrictamente necesario para la realización del ensayo. Deberá limitarse de tal manera que:

a)

o bien la esfera que delimita el martillo sea por lo menos tangente al cilindro conforme a lo dispuesto en el punto 6.1.3.5;

b)

o bien, en el caso de los retrovisores, el punto de impacto del martillo tenga lugar en la superficie reflectante a una distancia de al menos 10 mm del perímetro de la superficie reflectante.

 

6.2.2.2.5.

El ensayo consistirá en dejar caer el martillo desde una altura correspondiente a un ángulo de 60° del péndulo con relación a la vertical, de manera que el martillo golpee el dispositivo de visión indirecta en el momento en que el péndulo llegue a la posición vertical.
 

6.2.2.2.6.

Los dispositivos de visión indirecta se golpearán en las diversas condiciones siguientes:
 

6.2.2.2.6.1.

Retrovisores interiores

a)

Ensayo 1: el punto de impacto será el que se indica en el punto 6.2.2.2.3. El martillo deberá golpear el retrovisor en el lado de la superficie reflectante.

b)

Ensayo 2: el punto de impacto estará en el borde de la carcasa de protección, de tal manera que el impacto producido forme un ángulo de 45° con el plano de la superficie reflectante y dicho punto de impacto esté situado en el plano horizontal que pasa por el centro de dicha superficie. El impacto deberá producirse en el lado de la superficie reflectante.

 

6.2.2.2.6.2.

Retrovisores exteriores

a)

Ensayo 1: el punto de impacto será el que se indica en los puntos 6.2.2.2.3. o 6.2.2.2.5. El martillo deberá golpear el retrovisor en el lado de la superficie reflectante.

b)

Ensayo 2: el punto de impacto será el que se indica en los puntos 6.2.2.2.3. o 6.2.2.2.5. El martillo deberá golpear el retrovisor en el lado opuesto al de la superficie reflectante.

Cuando los retrovisores exteriores estén fijados en un brazo común con otros retrovisores, los citados ensayos se efectuarán con el retrovisor inferior. No obstante, el servicio técnico encargado de los ensayos podrá repetir los mismos, o uno de ellos, en el retrovisor superior, si este estuviese situado a menos de 2 m del suelo.

 

6.2.2.3.

Ensayo de flexión de la carcasa de protección unida al brazo (retrovisor exterior)
 

6.2.2.3.1.

Descripción del ensayo

La carcasa de protección se colocará horizontalmente en un dispositivo de manera que sea posible bloquear firmemente los elementos de ajuste del soporte. En el sentido de la dimensión mayor de la carcasa, se inmovilizará el extremo más cercano al punto de fijación en el elemento de ajuste del soporte mediante un tope rígido de 15 mm de ancho que cubra toda la anchura de la carcasa.

En el otro extremo, se colocará en la carcasa otro tope idéntico al anteriormente descrito para aplicar sobre este la carga de ensayo prevista (figura 3).

Se podrá fijar el extremo de la carcasa opuesto a aquel sobre el que se ejerce la fuerza en vez de mantenerlo en su posición, como muestra la figura 3.

Figura 3

Ejemplo de dispositivo para el ensayo de flexión de los retrovisores

 

Imagen: 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5j5g9vJJE52Djl6tce8oI/3Dqbxvzus3TFnkdFpi1ytirZ2ux2kc8TT0BBDsOjPcVajSlkodO2GltNvgZDDBG1uGjAJDQCffOFpHDxt3S7f6Fp6M03Z3GbJqnkN5n4keW55SR0DvBSWgIiICIiAiIgIiICIiAiIgIiIC6HWurrHpC1m43usZBFzNaBkFxJOB0yPFZ+oLpS2a0VNyrJRHDBG55cQT3NJ8OvgqeR0l44mNxa18lXUQ6Pt7nshlg5SHktEkeWSYd1OfBB2bKHUPExqx0tbNWWnRtIR2TWt6y8zevmSDwkiHcfHKs9VaM05VaV+die1U0lq5CzyYtPJgnJ6Z8Ss/TVktunrRDarTSx0tJCDyRxghoyST+UkrskFK71bNZcOWtTcrK+pr9K1MxfLT9eVgJL3DlYOg6gZz4K0O024Nm19piludDURtqTG3yincQHxycjS4cpPNgF2MlbHqGzW+/Wqe2XOmZUU07Sx7HjIIP/APxU/wBzNL6k2B3AGutJwyu09V1X1TE57GRDmkdI5mGkvI5I2+Hd7qC6CKMtIbyaWve2o1jNXwwxxsAqGtilLY5uzDyzq3J78ZwoVruMahZXTso7fbpqZrsRSO8oBe3HeRydEFt0VQvXkw+1Ns++qPkJ68mH2ptn31R8hBb1FUL15MOP3Jtn31R8hdtcOL/TsdC2SjbQz1BA5o3MqAB069eT09EFp0VQvXkw+1Vs+/qPkJ68mD2qtn39R8hBb1FUNvGTTlwDrXbAPTzVHyF9u4x6TlkItttJGOTrUed6frEFuUVR5OMejHLyW22uz7LrUdP+BZ1bxgWGOpp200VBLE4s7Z5ZUAsB9lgcnXCC1SKpt14xLZFVclvorfUw8vs3Coac57scnvLE9eTD7U2z76o+Qgt6iqF68mH2ptn31R8hPXkw+1Ns++qPkILeoqhevJh9qbZ99UfIT15MPtTbPvqj5CC3qKoXryYfam2ffVHyE9eTD7U2z76o+Qgt6iqF68mH2ptn31R8hPXkw+1Ns++qPkILeoqhevJh9qbZ99UfIT15MPtTbPvqj5CC3qKoXryYfam2ffVHyE9eTD7U2z76o+Qgt6ipjNxoV7bg+OPTdpdShri2Xtp8kgeaMcvisak41L29hNRpOzxu8AKic/8ApQXXRU1peM6rfWysn09aY6cFvZyCWoJd069OXwKzfXkw+1Ns++qPkILeoqhevJh9qbZ99UfIXHDxlA8/aWa2Nw4huH1ByPA+wQXBRVC9eTD7U2z76o+QnryYfam2ffVHyEFvUVPqjjKDYSYbNa3v6YaX1Az/AMC6F/GvqQOIboyykZ6Hyqfr/wAKC76Kj/r2NTfaXZfxqf5K+ouNfUZlYJNG2ZrC4cx8qn6D71Bd5FTml4zJXxSmosNrjeP2NokqDzdP5npXHaOM6rmjlNx09aaZwcBGGyzu5hjqfYoLlIqhevIh9qbb99UfIT15MPtTbPvqj5CC3qKnFz4zZ4ommhsFqqHknmDpahuBjp9Yvmr4zqpluZJT6etUtUWguiMtQADjqM8vpQXJRUtl40rqKNj49L2h055eaPt58D09eXwXY03GUHU8bp7Na45SPOaH1BAPv8iC4KKl9540blC9gtmmLTVtOeYumnbjux9b766/16+p/tKs341P8lBczVgc7Tlc1hw4xHHVVM4UrVK/ig1xcpJMBja6PAIOSKuMrXbpxm6lrrfPSP0bZ2CVvKXCqmyP+Fd7wI3eW/7naovc0TIZK2OqndGwkhpfLC7AJ6+KC5iIiAiIgIiICIiAiIgIiIC1rc8xDQ12M0j42+Sy9WNyc9m5bKte3Gp4anRd2inldEzySU8zRn/NuQUa4Kpmt30oImMMjXzTESOBBH1LIvQZUP4JY6KLdjs2ntJG1TxE8t648lflXwQEREBERAREQEREBERAREQEREBEQ9Agq9rzV9Rs9xTXTWGsrVVz6T1LbqaipLpDGZPIeza3mZ08OcOc5o6kODgDghTDpK1aUvesTupoyvt9Yy52p1FUvpSOSrc2Rj43ucO57cOacjmwQD7HC+tPao03r6v1Xoe9UdvmrbRXSUlbbKjlkE1P0dFNyO72ua4e84EehQ1svptuguLjUukNDVU79IOtLau5UfamSKiqHEcjCT3OHXGfO5XEHOMoJj263Idreh1Mbdp6pp7hp+6SWyelnqGDtZo8c3K8ZGPQSm3O5lHrnbmfV9Fp+6COOeandQARyTvdGeVwA5g0/Co44br/AGSx6n3fpbzdqK3zs1pV1DoqmZsb+zecNcATkgkYGO/7qzOCWrpp9m6ynjnjM8V4rjLDzDtI+aTI5m97c+6g2zancjRVx2bl1vbrUzS+mKJ9T9IMLI+zZG85dyR9AXH60ZJJx1JXHqLdyp0pU2er1joy42TT93qmUsNxfUxyup5HglgqIm9YwQD1BdjBBVfdM0VyrfmfFxFsgfUPp7k+qmhbnz4Yqxr393gAMn3AVK9JU8OuoND0l+NPY7jHVsY6G2OqHT1T6g90DacvLjLzHlAA93u6oJRv+sxT6pGlLDbJL1fG0wq6mJszYYaSEuLWumlIPKXEHla0OccE4AGV1WiNzqXU8Wp6N2nrpT3vTNT5LcrW0Mle5zs8pifkNe1wBIJ5eg6gdMxro7WFv0LxP69teuKiGyfPPT26stVRWShkLmxQ8hh7Q+bkEuaOuCWH0jM1aa1Tp/UVbcvneqYLhTUpa2puFK5r6d0uOsYkHR7mtxzYyG5AJz0AaltLuNou57SVesrbaY9K6at8tVzQviZEImxuy95ZH0BJJPKMkk+JK1fVd/pXCh3d1Rt9ebhp6jiZNRioq4pJLXC7H1WKLAHMQWkuL3yNGMBuCFFGkLLddScBmp7fYmyT1XqnU1HZRdXSxx1DJHtGO88rSceOFPL9YaevXDDUaolq6c2uo008T5cMNeYCx0X87n8zl784CDL3L3gsejNI2PVMVur73ab1PBFS1dDymIdr1a52Tz9W5IAaTkY6FcA3bmo9xbNpXUWirxYqS/vkis9yqZonNqHtGeV8bCXRE9MB3XqMgdcQrrOx3PS/CJtfZr418NfHqG3ySRS9HR9pLLIGEeBa1wBHhhSFxLuaN0dlmkgE6pJAz3/sfxoJ5REQEREBERAREQEREBERAREQEREBEXHUzMp6eSeQ4ZGwvcfQAMlBq27eroNFaIrb3N1LG9nGM/XuBDfA+I9Cr9wy6QrdydTTbua1Z2skgZ6nxEgcuGSQSdWFuc8jT1b73pXFr64VG++8FPpCzvZDY7PIXVdQ5vMJXxvbI3lI6jLSR76tJp+0UdjtUVsoGvbTxFxYHO5j5zi49ffJQZ46DCIiAiIgIiICIiAiIgIiICIiAuv1HeKCwWSsvFzmENJSQvmlfgnDWtLj0AJ7gVlV1VBRUc1XVSCKCFjpJHnua0DJJ+4qpbo6pr9+NaHbnR7Wi0UUvPX1hYHtIY90UmCPOb5sjT7iDor9qHVHEbrh2l7HUmDSdJVPfPNyMPaCOTnj6ODHjLD4H31bHQWkrRovTlNY7LAIaanYGDznHIGceyJPj6V120+hLfoHTEFoonPe5sMTZXl5cHOYwNyM9w6LcEBERAWJeLbRXa3zUFwgE1NMwsewkjIIIPUde4lZaIKJcXmycOh6Kq1Vp+pMFjlqYjPR8pd9Olkf15nPLugDR0GFu3CfpbafXGgaammoxVXmljYysYZJ2cr8EnxDT0x3dFunHq3m2KqW+m5UQ/4nquuh9rdW6a0dY91tIuZXObCyWqpGwl7+RziXu84hoAaxBbt2we2hqBN6gjI8PKZvR/PXzX7A7aVdO6F1hADgRnymb5a+dhN6LBufbC2B4prnH1kpXvBeAXP5fY9PYsypWQRVFw/7Zx0JpRYRg+PlM3y11LuGba8uJ9Ru85/bE/6xTWiCFPWy7Xe03/zE/wCsX6zhm2va7PqN/wDMT/rFNSIIV9bNtfz83qN/8xP+sXYT8PW2UtIKc2MYHj5TP6f56lpEEYt2J21axrfUAdAB+2ZvlrBuPDxtlWTsldYw0tc048pn8P8AeKXEQRXRbA7aUsTmNsIPM8u/bM3y1z/QK229oB+MzfLUmogjL6BW23tAPxmb5afQK229oB+MzfLUmogjL6BW23tAPxmb5afQK229oB+MzfLUmogjI7E7akEeoA6j+MzfLXHT7CbaQ8+LCDzHP7Zm+WpRRBGX0CttvaAfjM3y0+gVtt7QD8Zm+WpNRBGX0CttvaAfjM3y0+gVtt7QD8Zm+WpNRBGX0CttvaAfjM3y0+gVtt7QD8Zm+WpNRBGX0CttfaAfjM3y0+gVtr7QD8Zm+WpNRBGX0CttfaAfjM3y0+gVtt7QD8Zm+WpNRBGX0CttvaAfjM3y0+gVtr7QD8Zm+WpNRBGX0CttvaAfjM3y0+gVtt7QD8Zm+WpNRBGEuw+2sjC02Adf9Zm+WvobE7agAeoA6f6zN8tSaiCMvoE7a+0A/GZvlrJj2V24ZTiAafHKHc37am78fz1IiII5qtk9uKgRB9gGI28rfqmbuz/PXxT7HbbQyB40+CR/rU3y1JKII8r9ltuaxzXSafblv+szfLXAdjdtjAIfnfGASf21N4/7akpEEbT7H7bShoOnwOX/AFqb5a5aLZXbmk5+z0+PPBafqmbuP+2pERBGj9i9tXSOf8746nP7am+Wuap2U25ngihfYByxjlb9Uzd2f56kVEEf27ZzbyhY5sNgaObv+qZvl+6s521+hnRtjNjbyt7h5RL8pbkiCNtV7X6Fi05XSMsTQ4RHB8ol9I/lKC+DSlgot79cUlKzs4Ipa5rG5JwBURADJ9xWj1w57dJ3J0Yy4QHAx7oVXuDt0j99ddmQYd29f/5iJBbtERAREQEREBERAREQEREBapuz/kBdv6tJ+jctrWqbs/5A3b+rSfo3IKdcCsLXbjdsfZMqXAfir1fBUM4F45Hbltka4Bjal4cMdT9SvV80BERARF+EgDJz8CD9RdZdr9aLVD21xro6aPOOaQED8yjK7cR+1VFPLFHqi3VPJjBjmPndPDzUEwIqtXXjG0wIJY7dp2vlnx9LIqocZ94rCqt1t79bWQnSegq+OlqC5gqpKWKWPw9Dh3ILXySxxtLnvAA91dTd9U2G00z6ivr2RRsGXHkc7Hf6B7iqbTbZ78aupZY7zVW61Nc4vLZrYQScfySfsj8CyKLhCr68NqL9qKlkqCfP7JkrBjvPT3yUEl6v4qdrbM2WK33U3OsjeGugFPPF755jER0Ufaj4xBLTFmnNJOmef895aRy9R4Oh6+IW/aF4X9DafBfUGunlJySyseB3ejClSx6FsFnpfJqKGYR/y5S495P+KDC2Q1BedU7Y2m+6gp/J7lU9r20fM12OWV7W9WgD2IHgt0QAAYAwEQFxTxzPfCYp+zax/NI3lB7RuCOX3OpBz7i5UQa3edB6MvM089z0xaqqoqJe1lnfTN7Vz+UN5ucecDytaOh7gs3S2mNPaWoHUOnLLQWqne/neylhbHzu+ycR1c73Tkrt0Qa9VaH0dVapj1VU6Xs019iILLg+jY6dpb7FweRnI8D3ha7dr3bdA36msFr28uottdSyzmvslq7WFs4JIikbE3mDnd/O7plwye8iQ0QRlwy6IuGhNlrLp2+RNZciJaishyHCN8r3P7MkdCWghpx0yCtlsO3mhLDe33uy6PsNuuT85qqagjjkGe/DgMjPjjGVtCIOj1bpDS2rqaKm1Pp+2XiKF3NE2spmy9mfEtyMj7iyYtP2OLT7dPw2egitDY+zbQsga2AMznlDAMY9zCyqq4UFJPBBVVtNBLUP7OFkkrWukd9i0E5J9wLJQdNpvSmmdNNlbp3T9rs7Zf2RtDSsga73wwAFYkOgtFw3h13h0taI6103bmVtKwZl/hMYxz/ysZ91bHI9kbC97mtaBkknAC4aCspK+kZV0NVBVU8meSWGQPY7BwcEdDggj7iDrdSaU0xqXsfni09arx2GTEK6kZOIye8tDgcH3VjXPQui7pLSy3PSllrpKOMR0r6iijkdA0dwYXAluPcXd11ZSUNM+qramGmgjHM+WaQMa0ekk9AuWGSOaJksMjZI3tDmPachwPUEHxCD9Y1rGhrQA0DAA8F+oiAiIgIvxzg1pc4gADJJ8F0tz1dpW1yGO5als9G8HBbPWxxkfCUHdotW+iNt/wDbvpv+84flLqbZvFt5cLi2hp9TWvtHZwTWw46Anwf7iDf0WljdTb03Q2/577GJA1ruY3CHlOfDPMs6XcHQkTuWXWmnWHGcOuUQ6ffINmRau3cTQLjhuttOE+gXOH5SHcXQAJB1tpsEd4Nzh+Ug2hFrtLrrRVVnybV1hmx39ncInY+ByzabUmnqk4p77bJj/IqmO/MUHaousfqGwsmEL71bmyE4DDUsBJ97K547pbJHtYy4UrnO6NAmaSfyoMxQFxW7mvsVuGjLGDNe7gISBE9r3iKR743+YDzdMd47lKO6utbbobRdZfq6ZjeSJ/YAuaOeQMc5oGSM55T0BUDbA7dXHXGtJt3tYSuqm1E05t9NO5zwynk5ZYsNe04DS84w7A8EEn8NO3VJoXQFIZaeUXasjZJXSTg8/aAFv1wy3pjopWQdEQEREBERAREQEREBERAREQF8yyRxRmSV7WMb3uccAL9ke2Nhe9wa0d5JVWd9d3LtrS4wbe7WvnlrqzDaishLi2Jr25aeeFxLSHNx1Hig6De3cHUm5+4Ee3+jZHx21srIKmqgaZmgSkxPy6M9AD6e5WE2R2ytG3OmYKSlb2tfJG11XUOJLpJCxgeQXDmAJbnBWPsdtdaNCaYhZNRU1Rd5XGeorJImumc5xDyC/lDsB2cZ7lJSAiIgIiICIiCv3Hl+8bP/AGpRf871sHCrTxVWxVkp52NfHJQta5pGcg8wP51r/Hl+8bP/AGpRf871svCV+8nYP6nH+dyCGeI3am8aBvjtyNuRUxyMx2tJTwySA+bHEPNZho6OcVMnDlvBbdw9LQiuqqWmvMZ5Zad08YkcS94aAwHI81uVLNZTU9ZTPpquCKeF/so5GhzT74KqhvtstedH3xmutqTUUckIdPUUVNzMY5zGsawNZCwZ73nqfHp4oLaIoS4cd7aHX9CbPdnMo7/S/S5YXkML8HkGAXlxOQSVNqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDotfyCLRt0kJwGwE/lCq9wZyCXfDXcg7jPX/APmIlY3eiKSXbC/xxVIpnGjcBIX8vL1HXPgqzcC7XM3X1gx8olc11YC8OzzHtoeufHKC5SIiAiIgIiICIiAiIgIuGpqqamaHVNRFCD3F7w3861y/7h6KsdO6a4amtEYacFprYg7OCe4uHoQbStV3Z/yBu39Wk/RuUcai4n9trXL2EFVNXS9w8mfBICevTpJ7n5VE28fEtXX/AExWWzS+mLp2UnmvqZqI8oaQQfOZIR3H8iDXOBP98F39ad/5Z6vNVVtHSAGqqoYAe4yPDc/CvL7YGm3CrdXQO0LVOirO0cMufMI+bsney7Pr7HKsP9BnfbVV3D9Qa8q6OAfW011q2NHTwDmH0BBZe87i6FtMbzWavsEUjW5EclyiY4+8C5Q1qfiy0hbKp1NSW99byuI7SCvgLT+VfNp4UrBJcBVaj1DfLlygYElWyXOPA80Xct0tHDptdbp+29QoKs4Hm1NLA8dDn+D8UEN3fim1ReGSU+ktF3eeWVpbE5lO2oGTkDowde9qwaCx7/a+g7W4XKSyxTgP5JbVUROaHDmx5uOozhWvs+iNH2dsYtml7LRmMDldDQxsIxjByGjr0C79rWtGGgAegIKl2ThZvtZCX37W1ZO497RUVLB8Dit50bwt6As/LLXx1dZO367ypxb4+BHuqfEQatZdvtIWmPkpbDQEYxmSmjce/PeWrYqWjpKWIRU1NDCwdzY4w0fAFzogAAdwAREQEREBERAREQRleN9Nv7dX323iruVZW2OJstZTUtulfKM56NaQC7DRzF3sQ3qXLt/omWCe22uqtNLdrxU3O3suUFBRUhdUtpnjzZHtcQIwT0HMRkggZwVoO3bGHjA3SkLG84tVsaHY6gGJuR93A+ALptJtgunFHubp68agvVnuUzaCe2x0dd5OKmmZBggDHncpdnA+ycfSgmfbzXWnNd2ee42Crkd5LO6mrKeeIxT0szfZRysd1a4fB6Ctbue9ejLdafngqW3f52fKjS+r0dC59FzhxYcObl5bzgt5wzlJ7iVx6T0NorT941jZrHcLk673ulE97nlq3TOjLxI1kjiejJHcz3AdCQM92FGmitKavu/DNUbUx2ikrqeYyUVu1DFVR+Qz0pn5xU8vN2uW9cNDDzEAg4OUEuai3Z0hY9L0ep6qS5Os9XVCkZVMt8oDZCcNDmuDXAHwdjB9K7DWW4Ni0jfrJaL2yvhkvdZHRUMzKYvikneQAwuB809fEKLOLugjsvD1bLYJ3SRUNxtkHayHBc1jg3md8GSsjismiOodoYxI3nfrmie0Z6uaD1I9zqPhCDj3/tlvi372bukVFTx1095qI5qhsYEkjWxs5Q53eQPDPcpTvWuLRbdTQ6Vp4K27X59Ia00FDG10kcAPL2j3Oc1jAXdBl2Se4FRvxCfvz7K/25U/omLs33m3XbiEumndL223UOobfZ4fVq+TRc84he5ro6eJmcOPnNcXu6N6DDvAO3vmotMbi7ManraKNtZSR0dbT1NNWU/K+nqIo3c0cjHexe04PwEHuKijYTeXSGhuH7SVNd4b5NFTUzm11ZRWuWemoi6Z5AllaOUOwQeUEu6jp1C5NgRy7Zb3NNQ6oxqO8jtXEEyfSPZHlAHXv6ABbbw2UtsqeEexUt2bELdNaattWHgcvZmSXnJ+5lB88WDtPao4Yb7qClbRXOn8jhqrdVhofyh0seHsd3tyOh7vQVv9t1Fa9N7d6fqrnK8GekpaemgijMk1TM6JvLHGxvVzjgnA7gCTgAlVxtNDc6D5nLXx3MSt7WmfPTMk7xA+sa6M+8QeYe44LZt0K6Gi17sZ6s3SttNkmoKinNbTVHYdjUyU0TGEv+tznl6+Dne6gmTSm5Wn7/qyq0k+C5WfUFPAKn1OudN2MssJOO1jIJa9ufQSR4hboowl0Ho2ybi6d1TcrtfbhqYF9FajVXB8z3Ncx5kaGAdWNa5ziT0Hf6FJ6AiIgj3iF1i3RO1t1ugDzNLBLTwFvMCJDE8tOR1Hse9UE0bade716xq46K6VTpZOebs5a93IzlaDgF2VeDi5trLlspdw/wD9milqB77YJfjVefmeMbfnluLyBzDmAP8Au0GtHhe3VBI8ph/vIfEshvCpubSU0NbSVcMdQc83LcGtLeuOhAz3L0AQkAZJwEHnr613dTte2M8PafZ+qIz8OF2Vt4Wt0K+Z3l9z5Q0DDvVEOP5Vdl+rrMwuBll80ZPmLj+fOx/ws34NBTio4S9w45GmkvBcOUEl1c1pBXCeE3cskk3RhJ7ybgPiV16HUtqrObsZX+aMnLcLgm1fZYpHRvll5mkg4jQU+tvCpuRTgluoqimce/sbgBk/cXJT8Nu9NMc0+rq6L+ZeS38yt6dYWURh5llwf9Gv12rbM2ISGWTlP8hBUJ/DhvY+YTP1hcHSA5DzenEg++tIa3cDbXeyxWfWesLsaWOeKWb/ALUfM0sc1x6jmwe7uV8fnzsf8LL+DVK+MK2s1lvXbaOzVDpKi4Mgp2NlwxoIjPXJQbXf79W797h2XRtm8odYLQIJq6pfzBsropDHIC12WOyyQH0n3lbrTVppbFYKGz0cbGQUdPHAwNYGghjQ0dB0HQKPOGjbij2+27o4BDGK+rjZUVEjSDlzoow4ZHQjLe9SogIiICIiAiIgIiICIiAiIgISAMk4CKBeJbeGbS7RpDTjpG6hr4uank6sDOSRvP5/UDzQ7wQdPxA7p1t7r27c7dyVE15qciWphlfEIeUMlGJGZHVocOvvLceHzZah24pJautkZcLrMSDUTQxuka3my3DwM9F+cOu0FLoO1C7XYR1eo6nrUVJwSMF4bhzeh8xwHcpiQEREBERAREQEREFfePRwbsXUOPcLnRH/AInrU+HHfbQundr7XZ7rV1ENVSwMjeG05IyObxz7qnPfHbul3N0PLpmrrZqOOSohm7SJrXOBjJIGHdPFQRDwT6ZMTTLrO8NfjzgKWFBJvrkts/bGr/Ff/uXxLxHbXyxmOWuqXsPe11JkH/iUV3HgpszHM8i1bdJQc83PTwtwvq4cFNjYxpo9X3WR3iH00IHh/wBUEbb3XTSVm1FSbgbZ3qajqHzHtqSnjbSNy1pPN9LIcSXO8VO+0PE9pK92RkeoJH0NbFiPDWOcHgMYOYuce8klUg1xouq0/quvsccjZvJBzOc5wBI5iB3e8tTcC1xae8HCD1K+jrtz7cH70fGn0ddufbg/ej415a5TKD1K+jrtz7cH70fGn0ddufbg/ej415cU7O1mawnGfcWx6X0u6961p9Osm5DMHkP6fWxl/j08EHo87f3bYVIgN3k5iB17MY6+7lfcu/O3EbQ513cQTjowH/FQDR8GVPPSQT/PLWjtImvI7KLoSAVyjgtp89dS12P6KFBM9RxHbZxSlnqnUnHiKbP/AKl8euS2z9sav8V/+5RLW8FVqbBEaXVdyfKQO0a6nhAB8cFYvrLYPtlrvwUKCY38Se2bWF3qjVnH+q//AHLpazis24gndGJ65wHiKN3xqN2cFtMXDm1NXBviRFCvx3BbTZ6amriP6KJBM1i4jtt7nA+T1RqIuTqQ+n5fHHiVmUHEDttVtcW3WVvKSPOiDe448SoN9ZbB9std+ChRvBbTc7ebU1cG56nsoe5BNt34httrfA6R10meQMgMh5vT6D7iwKPiY20ni5zX1be7oaU/KUWTcFVpE8Ai1Zc3RkN7UmnhBb6cDxXxX8FdtZK0UeqrlIzByXwQtPuIJc9cltn7Y1f4r/8Acsq38Qu2tY4tbdZ2kfZw8v53KEfWWwfbLXfgoU9ZbB9std+ChQTlcOIHbajjDn3WV2TjzIQ78zl1Fy4mttKWkdM2urHkDuFIT+ZyiT1lsH2y134KFZdt4KrS97hXasucTceaY6eF2SgkK28VG29VUCJ1RWsGO80bh4+6V39DxEba1U/YtulQ04Jy+DlHT3eZRfHwUaUa7LtZXhw9BpIV8T8FGlyHuj1leM9SG+SQ4QSpUcRG2kPaZulQSx3KcQZ/9XVfkXERtrJRyVIulRhmMgwdepx0HMolouCiwOjzVawu0bvQ2lhIXeae4OdFW2d8lZfK65tdjDKiliAHf9j7/wCRBsdq4pNt6yZzH1NbGAQMmjcO/PpKyI+JzbV9xdS+W1gaGg83khx1/wBpdDqjhF0Fd3ZoauezjBGKanYfR9kT6PyrpY+CzSTad0R1ZdnOPc80sOQg3qg4mttamORzq6sZyyFuDSEZx4+yWZBxHbZyyBnqnUjPppsf+pRDDwVWouf2uq7m0ZPLinhOR4Lgl4LKQPIj1PXub4EwwhBNtTxC7awVLYHXWcl3i2HI7/TzJX8Qu2tJy811mdzZ9hBzf+pQm/gso+RhZqevLiPPBhh6FctBwV2x8pFZqq5Rs8CyCFxQTIOInbU0D6oXSfDMZb2HXqcd3MtYk4sNuWucO1rjykj9pO8PuqPo+Cyh7fD9UXARfZCGEnu9C2C5cGWkamnjbBqS5U0jGjmMdLF5xxjrn4UG82/iZ20qaRszq+rYSSMGlI/O5c/rkts/bGr/ABX/AO5Q27gtpuY8upq4jJxmKHuX7HwW0pkaH6mrgzI5iIocgIJkpuJHbSaYx+qNUOuMmmx/6l3lHvbt7VTthivLQ53dzcoH/MoBn4LKMSuEOp69zM+aXQwgkLBuvBjPFRPfbb9UT1IxyMlbE1p69cn3kFxqC72uua11JcKSfm7uzna7PwFZy84tUWPePZespnerjqRjObshS1bHY6DPc3p7NS7sTxWS3G501h1jSlsk8vLHUR88jzk9xHcAAEFwEXBQVcNbSR1MBJjkaHNyMdCM/wCK50BERAREQahvLG2XbC/se7lBo3An7oVZ+BiEs3T1i5vWNslYwH/fQqxXEA+pZtFqN1K7leKF3XOPFqq9wHS3Y7y6oY6YuozT1TpIy/p2vbw5dj04QXeRF8ukY0Elw6DJ6oPpFr911fZbYxzqqWUBvfyx5/8A93qHdX8VegbJcaq3xi4TVEIGAaJ4aSQD3591BYJfjnNaCXOAA9JVP5uLu83CqfDpzSlvquTqTUzSxdF1lLc+I7cWuNTZb2yzUrvpZggubA3JOc+cwnueB9xBcWpvNppmuM9zoo+XOeaoYPzlR/qvfPb/AE+J21F0MskLuUiBglyfc5XdVCdNw4bjX3LtW62rg5/nv5JIpfPPf3gely3zQ/CxoCzCKW9QNvswZh/lcDQHO9PmkIOqvPFfp1lPmz2i6Vch7hJb5mtPd4j7q6N+9+7Opbdz2LQMEMbuvaSVFVC8YPgCB6Cp/tu2Gg7fBHDR6Yt8LIxhoYxwAHwrbYIIoIhFE3lYO4Anogpbc9tuIfWNTFWT6ir7dFK7pBFf5OVnT0H313lHwnXi5tiOpNcXmQlwMoMjJgPvu/vKt0iCE9McNuhLM6ifNS0lxfTNYC6ptsBMhbjq7ze846++ti3G0VpK27fXVtFpmzU+KeQ5ioY2dRG7B6BSUo+4hK2poNrbpPSAGQsLOpx0LXAoKp8CLWt1+5rQABVOwB/Vnq9qo1wAUvlGoaivfI7niq8Y9OaZ6vKgIiICIiAiIgIiICIiAiIgIiICIiDTLLtlpKz6yq9Y0FPcY75W4FXVuulS81DRjDXtc8tLRgYGMDHRcG5W0ug9wqykr9TWXtq+jHLBWU88lPOxuc8vOwgkZJ6HOMnGMrekQR5qCy0O2mz9+i0DpCKulgpJZo7c0OldWSuGCZCSXynHU5Jc4DA8FAOjtP8ADPX26hgo7xqKO9uhaJ6Cikr46kTkZcBTsaeU82ejfNHT31cFfgaAc4QR9pnQ9PeNpfnO1vDW3i3TmRrYbrLz1TaftS6BssjTntWN5fOByCB1JGTwUuxu2cVqpLbPYH10VLUMqYnVlbPPJzsaWsBe5+eVoccMzyg9cZ6qSUQadqfbPSOpL5a73d6SulrrQQbdJHcqiIUhwBljWPDQTyjJx1x1WHqXaDQWotXwarulomku8cDad88VbNF5RG3oGyhjgJB0x53eOhyOi31EGl6X2t0Ppq9Xm62eyMp5byXGri7V7qc84w/lhJ5Gc3jgDp07uixLftBoqgoXWmlp7m2xuJcbMbrUOoDk8xHYl/Lyk9Sz2Jz3Lf0Qa5rjRGnNaae+d7UNJNPaTgOpIaqWnjeGkFocI3NyAQCAegwsK+baaNvuiItGXu1Oudmh5ewiqqmSR8PKMNLJS7naQOgId3dO5bgiDSduNq9EbfyyVGm7Q6KrljELqqoqJKibswchjXyElrO7zW4BwMrdkRAREQRRxXiY7K3vsRn6mn5u72PYSZVdfmeP+UVy9936NWO4qIqmXZW/eTtc7lpJ3PwM4aIJMlVr+Z61MbNWXCmeQJHh7gM+AjGUF51FHFVeXWXZ+61EVT5PKRFyO5eb/PRg+HuqV1DPGJSeVbL3T6S6Tl7LuPd9PiQUT2v0Frzcupr4dLwurJaWISSt7WJnml3KPZub4+hShbOFXdWehllrHOpJ2tJZDzQP5z4DmEuBlbh8zjmJu2o4O1aQ2jjdyY6jMp6q6SDyc1tadYbfailsV2e6mqhnpzMflvMW580kd7T4roa+W8QtZUVMrgJhzg5HUH3lOnHrZnW3dmKoOMVVGJhjP100x/wUA1efJYvqyOXzR5jR1b7hQPVKvc0M8odgdw6LsaKSunuLbbVXF1O3r53JzY6Z8F0KINit1LcarUEdmfWuimkeGNPKD1Iz6cflW5bMWSv+jnp2gq5SJGVrDnoehDsHofcUWZOcqSOH94ot6dMdu7OayM57sDlcg9QdPRGCw2+EnJjpo259OGhZywrA9sljoHtOWupoyPvQs1AREQEREBERAREQEREBEUab/bnW3b3SkjnyF9zqwYKSBjgHl7mP5HecCCMtwg6jiQ3cp9AWMW+gHlF7rsRU8IJGOYlnNktLehI6Fa7w3bRPhZT7h64zW6prXeUhx8zyYujdG9mI38js9+cLXuHvbSu1hqufdnWUPaeqLjPRxS8zHta9o6+YQ04c30K0o6ICIiAiIgIiICIiAiIgIiIC/Hd33Qv1fju77o/Og8q97jcLRudeoi/s3yyOLugOWl7iPSo9cS5xce89St430bUN3Mu4qQQ/t34yPDndhaMgIiIC7jRwY7UNOJKzyNvLJmbs+fl8x3h4+hdOuy004tvERAz5knT/AGHIPWzQ0Ri0la2mft/qOEh/Ly5HZt8F3S6jRbi7SVoJaW/UMHQ/0bV26AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgE4BJ8FFN/3v09ad16LQTohJLN2wqKjneOwexpdy8vJ52cd4Pitn3e1fR6L0NX3isJwGGNgBAPO5rg3v6d4XllqrUVZfdW1moppH+U1U3bPcQM5IAPcMeCD1zrqKkuFOYaqJssbu8Zx+ZVw4i+GeyaktE140bSeSXuGPpEHuf5SAAGsy+QNZ3k5wpA4X9xaLcDbimnbUiS5UwcKyEkc8XNJIGc3KABkNyFLCCgXD7vfetrNRTaU1sXPtvaMhaDyjyYmXD5PMY4v80d2fDor2acvVv1BZaW8Wqft6OqiZLE/lLctc0OBwQCOhHeq8cXexjtZxt1Lp2habtFG7t+Xnc6VjIzyNA5uUHPjhaXwYbn1FjvlRtlqaZ8EsM7oYY5AxvLMHRQiPoObm6HxQXMRfMji2NzgCSATgeKrFvBvjre2auuOl9MaevDKqmnLWStFO9r2NwSQHAnHXxQWclljiZzSODR7q6uv1LZKCTs6qubG7OMcrj7vgFUa5aS4g91paEX2oqrLTx8/K6toIgG5x/BjP1g+ELt6DhIrqqvbUajv9tuAJBeGR1EefDwcPDCDd97eITbeg09eNPx3byq5PpcMg8nmbzEkYHN2fL4HxVUtkt27robcy93+zWQ3aG4un+pRUNiwJJWOzzFh+xA7h3qx+u+GbR9p23vD7RaYzcmUrjE5k87iXZHcHPx6VGfA06ksu9V+07XwFk8MFQxnMegcJ4WAY785CDvIt1OIrX90lbpCzm3UknOGw9tRycg7yOaRoJw1wH3FkWnYjezVFwfPqvVjrKZg5z3+RU0+Djuwx471ccNaO5oH3F+oK0aU4SdPwNk+fC+O1I92OU9hJS8vf9hL/ADfg91Sbo/Y7bnS9MYLbYg0HByamZ3cSfrnn0lSUiDpbRpWw2l7n0FvbCXDBPO535yu5a1rRgABfqICIiAiIgIiIC0vexk79t7sKdnO/sH9MgdOR2e9botE34bWu2yuooM9r2Tu4A+byOygq5wASXGO+VkDelM6sHbDze/yZ+Pd+BXeVE+AXshq97Z4neU+VHldnGB5M/wAFexAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQRfxRzMh2V1BzycnPRVDR17yYJOirN8z2i5tY183Lnla8Z9+MKw3GG9jNlLlzueMiQDlPeewl7/cUE/M7adhuV2qe085knKG578xILsqKuKsgbMXnJ8If08alVRLxZiI7L3ftJjH0ixh2M/T40Fffmb/+VOqf7Pi/TOV3FSP5m/8A5U6p/s+L9M5W43H1VR6P0lcb3Vn9rUs0zG9MuLGF2ACRnu9KCmPzQy7W+s17bqOnIfUwUUbZHA92JJwW49OSquO5OUcoOcdeqmrT9nuvEDvZWSyPqxRyzPl53F2IoTOPNBw8DAk7u5Wdi4RtvI7bFHLVXMzsY3tH88OCQOvXskHnsPdX3N2fanswQzwyVceLYrZ+57h1Oi7ddrqbnTiQyDt6bkbyAEjozPcR4LbPWd6Q9sK/8NH+qQUgtTbKy9tbcGyy0PM3m7OXlJHj1wu820utns251pvFU97LfSVYkcHSdeUZ6Zx7yuH6zvSHtjX/AIaP9UnrO9Ie2Nw/DR/qkHZ2nio28o7XSUmXHsYWR/thvgAPQsr12O3n8r8Yb8S1W68G2npmRiiu1bGQ8F/NOwZb1z3RLEu/BlapGw+p95qWOa1gk7SpaMnPnd0KDdfXY7efyvxhvxLv9McSm1d2gfJW6loLS5uMMqZsl3f3YHuflUPT8FsBld2N+l7PPTmqhnH4FfLeC/l9jqGQe9V//wBKCbrlxFbSUvL2Os7VVZzns5XdP+FYXrltq/tjofwx+SoysvBraIg83S91kpOOXkqWkDvz3xe8s2u4OdMPopmUt1r2TluI3OnYAD9yJBJ1m4htqbjP2J1dbKd3hzzHr1H8n3V2dXvltNSytiqNeWaN7gHAGU9R8CrfVcG96p6oOt2oWNbjPMatwcDn3IveXNS8Hd8qpDJc9TF7mjDCK15I9HfF3d6Cx9VvVtZS00NTPrizxxTN5o3GU4cM4yOiz6LdLb6spmVNLqu2SxPHM17ZDgj4FW6Xg+us9JHFPq2pk7MYYx1e4sb49AYunVcJ4UdbUsEcVFrepYwDHI25ygN94CJBZ36JGhvtmt/35+JPokaG+2a3/fn4lWD1rW4f29Vf96Tfq1p27OzWqdu9J1N7u24FTzMY4wwi7Sc8rhg4DXMGTg9wKC124+9WidLaTq7tFe6OrnZG8QQxyec+QMc5rRkY6kYVf9rYbLuNrWTcbcLUtLFSsnLqC3Pe9hZiRssZcOrHYDnNPp95RptdsfuVuZbRVXC5XCC1u5zGK6advM5pABGWOByHHHuLbYeF7dWic6lotUCCla/DGx11Q0Y7h0EeO5Bbm3682+oKOKjpdRW2KCJvKxjXYAHvALn+iRob7Zrf9+fiVPpeGneQTvazVrywA8p9UKn7n+bXDZeG3emouLIq/VToqfJDnNr6kHu6YJjx3oLj/RI0N9s1v+/PxLsLdq7TdwqHU9FeKWeVoBLWOJIB7vBU5uPDJuzFVvZS6xlfEMcpdcagnu9yNcD+HzfihImtuuKqOV3RzmXSrBwO7uYgu96pUP8AGY/hT1Rof4zH8Kpn9AviC5AfolXXOPbqs7/vF+R7GcQZHnblXUHPt1WfIQXN9UaH+Mx/CnqjQ/xmP4VSip2R4jWShsO4tyc3r1N4rfkL5q9kuI2OmjfFuJc3yEecPVitODn+Yguz6o0P8Zj+FPVGh/jMfwqllNsfxEvpo3y7j3RshzzD1ZrOnXp9YsKbZbiVZ7HcG5O9671vyEF4RcaInAqGEr78spcgds3qqMxbO8S8crZBry4uLTnDrtXEH/gWYNreJvtWSfPrU5Zjp6pV2Dj0+agu35TB/CtXx5dSdfp7OneqYHbnidII+e53UY/dCu+SuvG0nEyO0/8AxzXeecn/ALUrunveagu76o0X8ZjXK2qp3gcsrTk9FRb6DXEuB/l9c/72rvkJa9F8TYilp26gu48mweearrsyZ69DjrhBEXEzLDNu3c3wPa5vQZb3Zy7KjNTdfuH3dysjdea+ilrJ5ZHtc0x1D5enXJzH3HPTquGm4aN0J7f5WLa1n0zs+yfDOJO7Ocdn3e6ghpjA4El7W49K+FKtdsBudSOIOnq2XDuX6XSTn7vsO5YNz2R3MoKVlQ7Sd2nDyByQ0E7nDJx1HIgjhdva3RNu8TqNjshj+hOfrCtsuGy25dHQNq3aRvMocM9nFb53PHXHUci7/ha0vQXLfa1ad1XQywh4mD4KiINI+p5HDma8e4D3IPRnQMk0mjbQ6ZnI7yKDpj/RtXerhooIqWjhp4ABFFG1jAPQAAO73AuZAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQVw4sdv8AcDcOqo7bYX9nao4yZh2JPM8Py05B9HuKoVVszqen3Dh0S7BuErpA3ER68jS49PeC9S3AYKqbff8AvlWz+krP0DkHHwv7Pbh7aa8jrK55faps+VRNicObEcgbgk4HnP8AQrbr8AGB0X6g+ZWNkjdG8Za4YI9xef8AxM6dqdsN+6DVdHKwQ1FXHXkNaRguqJH4Ph9YvQJVi+aAaUhuG31JqKNrjV01UyMkAdI2xzP9Ge8+nCCdtsNRwao0RaLrHI18k9DBLKAe5z4w4j8q7uS1WyWoNRJb6R8x75HQNLj93GVX/gc1S69aEnt8odzUIpoGk92BAPdPoVjEH4xjWN5WtDQPADC/URB1+pKWOtsdXSykhksZacHBVOuHHT8LOLnVzIKlo7BtXNyOJLiG1kfirl3Uc1vmGSMt8FUPh1p3ScZWtQ2aRoZR1rzh2M4rmdPeQXGREQEREBERAREQEREBERAWqbs/5A3b+rSfo3La1qm7P+QN2/q0n6NyCn3An++C7+tO/wDLPV7FRPgT/fAd/Wnf+Wer2ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCGuManlqNlLj2XJ9L7R7uZ2Oggl7vdVcvmfPlfz8VYZMRT9nJzs58Au7MYOPFWP4w5xBspc8wMl7RsjBzE+bmCXzh7qgz5ni61Orrm11Gw14f5k3KchvZecM5x1QXWUQ8XDqZuy928pDu6Llw3P8An41LyhLjPqHQbL3LlaDzdn3n/TxIIQ+Zv/5U6o/s+L9M5WE4pLDXX3a+5toQ9z6eiq5C1rsc30hwxjHX3lAXzOKKMXvUkwL+d1FGCOXpjtT4q6NTDHUU8kEreZkjSxw9IIwUHn1wOaqg0ruvVWa8iCnjqad0DXSM88TumhaBkkYHmnwXoHJNDJSukZIx7CwkFpBBGFS/iD4bL/Bqqo1dol7ZO1qHVJY57WGOQve/zRgk483BUezaj4kbLHHbhqHUUccTOzYyPLmta3pgfS+5BMOgpaR/Gdf3QtbHhtaHEt5cns4/hVtg5vpHwryxtt33TfuJPcKW6XUale2XtZxntSCBz583xGPBS4zVnEo61uvYuV08lb3xmU83fy+x7PPegvlzN+yHwpzD0hefcmqOJmqtzrhFf79FC0FxAd52Acd3Z5X1ZN0OIS3vldVVF6uAc0NAmDwGkHvGI0HoHkekJkelUQ+jFvz/ABCv/wDF+Que37076U1T2s1mq6lnKR2cna46+PRiC9GR6UVHpt798Xv5m6enjHOHYBm7ge72HcV2P0f95/LIp/nJbyMzzRc1RyvyPHzfBBdDI9KZHpVJL9vrvbcXMNJpaS3BuciAznPd6W+5+VY9p3t3yo5ZX1FhqK0PaAGymYBpz3jDEF48j0hMj0qhtXvTvrEe0dbrg1r5MANEpxnw9h3Lmm3z3vdDG8WSsYGtERwJsud9kfMQXsyPSmQqJVe9m+ZooHi0VsYijw9zRKXSHvyRyd657ZxL7t2iiiNbo6Wv7ZvmPmFQHdO89Gjvz+RBeZQ3u7s+7cHXlquFzrq6Sy08jTNRiqb2JHIWuPZuaQScjPpUDeux3M//AE7j/wDmfiT12O5n/wCncf8A8z8SC6NmttFaLbBb6Cnigp4WBjWMYGjoAM4AAz0WYqPScW248YJk2/hYB38xqR/gvgcXu4RGRoSlx/PqPiQXkRUb9d5uF9odN9/UfEvtnGFrkEMfoai5/QZajPwYQXhRVBtvF1dXPiFdo4xt685ZHUOx6MdFjni71B5S3Gim9l4nlqM/mQXGRVOl4vGRx4dpmVshb0DoJhk47lwUXF9KWPdV6WdGOchpbFORjw+6gtwiqUzjBiEuJdOOazwPZTZwuel4yNP+VPZWWx8UYzgthkLvgygtciqvU8YNiNPz0doqJXHuzTSgHr6Qs2Li70oYwZLdXtf4gUUhH50Fm0VZzxdaQAyaC4AD/UZPjXCeMPRAODT1YI/1R/xoLPIqxDjD0Qe6nrD/APCP+NHcYWiW+yp6we/SP+NBZ1FWWPi90bI3mZRV7h6RRSH/ABX4/i+0YwgPo65pPdmjkGfyoLNEAjBC/QAO5Vkfxf6MZjnpK5ue7NHIM/lX4/jB0UwgPpq1pIz1pHj/ABQWbLGnvaD9xfLoo3DDo2ke6FWT14mh/wCAq/xR/wAa+ZeMTRXZP7Onqi/lPKDSv78dPFBZauko6alfLVOgjiaOrpCAB8K8/dCyHVnF/TT2J7oxN2gZJEezxiicD1649iVjat3Z3T3a1bPYdN11wp7dXTOMdKwkRFgAeActOMchIVjeFzh+btzUu1DfnMnvTsdmAWvbB0kaeVw+ya8ZygsFRMfHRwxyEl7Y2hxJzkgLmREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAPcVUy+/8AfKtn9JWfoHK2Z7iqmX3/AL5Vs/pKz9A5BbMdwRB3BEBRZxTadrNR7O3amomh0lPDLUkF/L0bBIPu9/cpTWv7kysh291FNI7lYy11LnH0ARuQVb+Z9R3Gmlv1HUNwyKpDH9T0cIsK4iqlwOx1Et51dVitkdTPuZLY8gtcDGSCrWoCIiDGuf7Qm/mqpXDd/wB8vXX9n13/AJ6NW1un7Qm/mqpXDd/3y9dYP/u+u/8APRoLfIiICIiAiIgIiICIiAiIgLRd9hWHbO6+Q47Xsnd7sebyOyt6Wq7s9NA3b+rSfo3IKccBPP8APyO0zzeUuzn+rSK+KonwKfvgu/rTv/LPV7EBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBCvGd+8pXfz3/oJVD/zO61xCO73IuzI2YNAx4GL31NfF6GO2UuvMM4jlI9w9hKoM+Z3XKft7tby3MTpQ/OR0xF3ILpKCeN1sjtlq/kk5P2PPTOfp8SnZQXxtOa3Za4czgP2P9PEgj75nhTQNsFzqmsxM8Oa52T1Ak6e4raqtPzP6inj2mdXOe4wy1dQxreToCHtyc+KsbUV9JTydnNM1jsZwQUGSsatp4ZInvkD8hh7nkeHvr9pq2mqSRBKHkd+AVxVddRhskD52teWkYwfeQVV0AYJeMu/Njc5zWNrR3kY+lx+KtmIYxD2Xncv84/nVT9AUcVHxk6geKjnZIK0k8hHKezjGFbNjg5oIzj3kHwIIxD2QDuTGPZH864vIab7F/wCEd8ayUQY3kNN9i/8ACO+NPIab7F/4R3xrJRBjeQ032L/wjvjTyGm+xf8AhHfGslEGN5DTfYv/AAjvjTyGm+xf+Ed8ayUQYklupJAA9jyAcj6a7v8AhX56mUfLy8j8Zz+yu7/hWYiDEdbqRzOQseW+jtXfGsafT9qnjYyWCRzYxho7Z/T8q7REHS/OtY/4rJ+MSfKT51rH/FZPxiT5S7pEGsXLQOlbjG9lXbnyB7eU/VMo6Yx4OWAzanQrGNY2zOAaMD6rm+Wt2RBpX0K9De0zvxub5SwZdl9u5a9ta6xOMzc4d5ZP4/7akNEGlHazQ5P7jO/G5vlJ9CvQ3tM78bm+Ut1RBHlw2X27rpmS1Fic5zCCD5ZP4f7a+X7K7dPpjTmxO7Mv58eWT9+MfZqRUQRfUbCbYz8vPp8nlbyj6sn7vv1UnjG2XtOgrjBetOMMVvqsl8PnO7NxfytHM55J6e4vQZdHrfTFo1bYn2m803lFM57ZOTmc3zm5LTlpB70FV+EXSW1mv9BR0dxsva3mgz5S7yqobz88kpb0BDRhrR3KcPW/7W/a6fx2o/WKlOy+p67ZPeaSjvVK6BrXAVUc7hGW5heWZ6Ox+yBelELxJE147nDKCK5OHzaySN0btOktcMH6tqP1i6eXhZ2akkdI7S55nEk/V1T+tU3Igg6fhi2Yo6OWZ2mMMiaZD9XVPgM/wnuKlm5Vhsl43mm05oe3mOgZWdjHGJXu8wub1zIc9MnxVvOMXduo0XY5NN2tjPVCtgjeH9oOYRyOkY4cpaQe7vytM4FtrZKWP6IF1bIJ54+WlD4yA6N7MEgh2D1b6EEjbdcN2grXpSmpL3ZjU3BpeJpfKpmc30xxb0bJjuI7l2tw4bdpK6SOSfTRc6PPL9W1Hj/vFMCIIduHDXtHXCMT6aLuz9j9XVHox/CLhruGHZ6skY+bTBJYwMH1dU9w/wB4poRBBsnCrs0Y3BumS1xBAd5dUnB9P7Kutm4SdsHUEMUVCY6ljmF8/aznnAOSOXtcDI6e4rCIg0Pb/aTRGh6iOqsFqNNUsGBJ5TK7wcO5zyO5xW+IiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIB7iql30j15dsH+krPD/QOVtFrc+idPT6tp9USUObnBz8kvaP6cwIPTOO4+hBsg7giIgLTt66q30u0+qTdDilktNUx4weoML8jp17srcVoPERR09Zsnq/ygZ7GzVksfUjzhA/HcghLgLNOaTURoxilNazsB19h2Pm9/Xu9KtWqmfM9/3Au/8ATw/oArZoCIiDrdUulZp+tdD+yCI8vvqqPChDJJxQ67ralv0/sq+PP8nyuM+HTvVqNaVIo9LXCqc8MEcJdzHuHUKsPCFVGt3311Uc4kBmrsOH9YiKC2yIiAiIgIiICIiAiIgIiIC1Ld6Rke312dI7lHk0gzj/AEbltqjbiTuUdr2oudRI0ODgI8F3L1c1wQVt4Bra2p1DXXZs2BT1oaGcvsuamf456K7apV8zzgY+S5Tn2TK5gH4u9XVQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREELcZpI2UrsEjzn9x/0EqhT5nbWP8pu1Jyx8pl5s8g5ukXpUx8bVXHS7KVHaNe7tqh0TeUZwTBL1PuKOfmeNFSN09eKsNk7fymMZIGOsXX3UFt1FfE9oe7a82zrLNZnsFU7k5WlhcXYljd0x7jSpURB59aF224hNOWyG3Wqz3OhpnzPyx8WQzPUuOH9xws6r2e36vdZNVV1VcoJGsGOsjQ/HgAHq+2B6Av3A9AQeeZ224idP1oNttl/rumedrnFvf3edJ7g+FYh214h6+rlrKuzajp35c880jgD4noJF6LYHoC4qwAUkxx/m3fmQeW9t07ulVbj11uttvu8+o4nSCoijce0aQ0F2fO9BHipv0xp7iW0/C6opaKslc7GYp6btT4j66THitu2VpxUcWOsqkDlEdTUsw7v6wsVsMD0BBS6O88VjmPcdJVbS0ZANvj6+5+yLC0JvLu9Qbw2jSWrKEU01RPG2amfSNY/kcHEH2RxnCu9gegKmGtaiI8cVrcyjqOXlom8roxnIY/r7xQXHtM8lTa6WplbyySwse4egkAlZKx7Yc26mPKW5ib0IxjoshAREQEREBERAREQEREBERAREQEREBERAREPcUFDfmgUOnKfWtBJQRYuzy81Ra4ADDIeTIx9j7q49J8VWvrbQRU9fRQ1UUY72QRtPefElaPxP0VZeuJi+WyGUue51P2YkcS0fU0ZPp9C9BbZonTcVqZTutFA7LMEmjiz6fsEFR3cZV6BINp6j+TH8a/HcZV7LTy2rBx0y2Pv+FWXrdktEVU00r6Z7TKMEMhgAHXPT6WuOTZXRNPb5WNpXEBh6mGDPd/RoKB37VN13c3Xoqu7TBhnqI4mtAwGsM2cYB/llel+hNPU+ldKW+w0uDFRw9k13pAJ+Neb10godO8Rc1PAHimp705jRhoOBU4HdgdwXptQVMdXSR1MWeSQZbn30HOiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICjviRrW0eyeq+Zhd29pq4Rg9xMEnVSIod4wrzSWjZS6CqZK41rJaSLswDh74JcE5Pd0QRt8z8oqmLTF1nkic2N00BDiOhzAFatVN+Z8PedP3dpe8jt4ehccfsAVskBERBqG8tOarbK/wNlMZfRuAdk9Oo9CrLwMxmHdnWMRdzlj6xvN6cTQ9VYjiImkh2f1G+NxafIX9QSPFqrXwDVHPufqiNwcXuiqnl3h+yw/lQXVREQEREBERAREQEREBERAUecQ9RR0u1l0lrYe1j5S0N6eyLXYPX3VIajLibkij2juZlexoOAOYgdSHYQV2+Z71EgqrjCyjldG+taTKCOVmKd/Q++rrKi/zP2QjUU0f0zDqvw9j+1396vQgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIIP412MfspU87Wnlnc4Z8D2Eqjb5ng5/qDeG8zuXylnTPT9iUjcbVHdK3Zh8Vqpn1Egq+aVrASRH2EuSAAc+Cqjw+7raj2rhq6VmmaipjqHh7u0imBBDOUdGhB6QoqXT8Wese2d2WifMz5uW1A6fAvqv4ttVsPNFowBg7y5tQ3/BBc9FTmfjFq4uyLtMxMHN55d2w6YXxDxiXB9W5/zsROpuUcrh2x6+KC5K4qv9qy/zHfmVSRxgynu0uD/sTrhqOMUdm+J+nI2FzSOrZh4IO82R/wC9Lrf+uz/oY1aVecWg9+ZdP7vXvWPqZHLHc5ZJTHl/mlzGt8Ov1qmm58YtujYx1JYy8Oz1kilaPDuQW0Kou51zq+M+gdPO10raiAZe5x8wc4aOvuLZxxmRZGbBDjP+lUf7IX+56+4lrfqeotkkbH1MTctY9zGtaX4OSOnegv1bQ5tvpmuILhE0HHvLnXHTN5aeNuMYYBj7i5EBERAREQEREBERAREQEREBEXxPNFBGZJpWRsHe57gAPhQfaKGdz+IjQ2iqtlHJVuq5znmEEfatHRp72n+UotqOMalkqC232Dt4wASTHLn4AgtwiqFJxiOjGZNNNYPS5swXEeM2Id9gg/8AFQXCQ9xVPPXnQ+0MHwyp682D2hg+GVBCHE9X1Fr4mb9XUpAmjdTcuc+NNGD3e+vSm1vdJQQvd3lq8xNwb9Bu9u82uoKGCgmr3DnLXEc3JE0DJd7jD8K9PbfGYaOKMnPK1BzrEvUvk9nrJ8Z7OB7senDSVlrGusDqm2VVMwAulhcwZ9JBCDzMuj4rzxJVZmYWtdfX5AGP/avu+lem1FTx0tMyniGGM6NH3V5ga/ndo7f+61lTE13k13ml5QcggVBPh/NVhJeM2mEr+zsUJZzHlJ7XOEFwUVPPXnQe0MHwyr4i4zW5d2lgpwPDrKguMip5686H2hg+GVPXnQ+0MHwyoLhoqeevOh9oYPhlT15sJ/8AcEH/AIqC4aKoD+M2lEbMWKHnx5wPa9FzR8Zls8iBdZmCo8WhsnL3+n3kFuUVVG8ZGmuUc1ukBx1+kyd/wr99eRpn2vk/ASfGgtUirDJxg6NFC2VlLUumJwWGlkx3enK+aHjC0fLziopKmMgEt5aaQ56e+gtAiqLX8ZdvbORR2VkkX2T2ytP5Fjs4zYC4ZsMGPc7VBcJFUm38ZVrdK8VtmETMDlLGSuJKzPXj6a9rpfwEnxoLVIqq+vI0z7XyfgJPjT14+mfa+X8BJ8aC1SKqvrx9M+18v4CT419O4x9LcreWgmJ8cwSfGgtQirFT8YOi3xPdJT1TXNGQBSvOevvrBqeMjTgiJp7bI9+T0dDIBjw8UFq0VS6LjKszi/yu09mMnl5I5HZCyvXkaZ9r5PwEnxoLVIqq+vH017XS/gJPjT14+mfa+X8BJ8aC1SKqvryNM+18n4CT40HGRpjPW3y4/oJPjQWqRQ/tBv5pPcW8utNvfLFUiLtA2SEsz5zW4GT16uCmBAREQEREBERAREQEREBV34+6nsNl6dojDjJc2tJI7gYJvyqxCr5x7RxSbJxdq8t5bk1zcDvPYTdEGn/M+P3BvH9PF+gVs1Uz5nx+4N4/p4v0CtmgIiII64j/AN5zUn9Rf+dqrZwBl30UNTDkZy9hVHmx1z2sPTPoVk+I/wDec1J/UX/naq5cAf74mpv5lT+lhQXSREQEREBERAREQEREBERAUY8TlPT1G0dzZUnDQQ4d3eA7HepOUX8T9vkuO0dzhjl7MtLZMkgdGhxx1QV6+Z519sikuVBNTOdXz1zXQS8jSGAU7+br3jx7ldVUf+Z8WkT3WruvaYNNWBvL0681O/41eBAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfFRDHUQvhmbzxvaWuafEHvC6KTRWlpJHSPstK5zjkkg9fyrYEQa784+k/aOk+A/GuKq2/wBG1UJhn0/RSRnva5px+dbOiCPK/ZPayuY1lVoizytacgOid0P3y/abZTa2np+wh0TZ2R5J5RE7HXv+uUhIg0OPZ3bSMYZo21N96N3xrr7psdtRPHLNNoazPkDHYcYnZHT+cpMXxPjsX83dynPwIKU7QbZaJunEVquyV1gt9Va6KpmjgpZI3ckYETCMDmz0JKsfLsRtJLDHC/QdkcyPPI0xOw3PfjzlDWhpYPXmX1tGcNLK3tB16u7OPHf7itegjD1v+z32gWP8E/5S2rSOg9I6SZyadsNFbRnOIGkDvz4krZUQEREBERAREQEREBERAREQEREH49wa0uPQAZKpvxdb6VvqxW6A0q+ojqY8w1E8U/LySNka/wBi5mDlvTofFWo3Hups2irpXNbzObSyhvXuPI7B7ivPrhwstRr3eulutzAqO1nkdO4kNy407z3Aj0DuQbnsxws3/U0DL7qqpZQQS5LInwsm7TBc09WyDGMDw8VZfR3D7t1YGS9rp611j5BgvNO5p78/ZlS2wBrQAMABfqCPa7ZXa2tjDKrRNnla05AdE44/4lrmo+G7a+407Y7fpez2x4cCXspnuJGD09mPSPgUyogr561bQ38BbvxF36xPWraGx+wW78Rd+sVg0QeYm62mYdrt75KC3StqYqZzezDGdkPOhaT3l32ZXpjS1DG29k8rgxobkkqiHzQS10NBuJbrhTQ8lRVmQzu5iebkjgDehOB09CjndXfXWesq6eFlxNNaXcvZ0ojjdy+Y1rvP5A45IJ+6g9F6vcDSNJJ2dRd2sdzFuOxeeo95q7WK90FVZZrrRTianjiMnMARkBvN4jPcvH+aonlcXSSOcSc963DQG5urdGVMBtFydHTsla98XZRu5gC3Iy5pI6NAQbRrsU2r+Iy5QTAGGe8SxkPBcMGpPvfZK3LuFfQrnEintwGTgeQu/WKm2k79NqreugvUsXJPU1zJZfOBy504cT3D0+hepQ7vuoK++tV0N/AW78Rd+sXNU8LWgpGsEdFbYi3PMRROPN/4in1EFfPWraG/gLd+Iu/WJ61bQ38BbvxF36xWDRBXz1q2hv4C3fiLv1izbLwwbeUVaJqy02uuiwR2T6RzRn057RTsiCB7twvbfVddLPS2y2UcT3EthbRuIaPRntFietW0N/AW78Rd+sVg0QV4quFLRUtO+OIW+F7hgPFA4lvu/si+28Kuhw1oMNuJAAJ8hd1/8RWERBCVh4Z9tqBpFdYLTcCX5BfSvbgdOn7J7n5Vj3vhh27rq0zUVotdBF1+lMpHOHw9op1RBCFFwzbbwWiopJrFaZ6mQtLKk0rgYwO8Adp4rGtHC9t9R1rJ6u2WutibnMTqNzQeh8e0/wD9hTwiCJLhw7bUVE1M+DRllp2xSc0jRA89qMexPn9F1ly4Ztt6mhjgprDaaWVsr3ulbSuJc09zcdp4KbkQV89arofH7DbvxF36xZDuFzQBijaLfbA5pbzO8jd52O//ADnip7RBBV34YdvKt8DqS02ujEbC14bSOPOc9/7J9xYPrVtDfwFu/EXfrFYNEFfPWraG/gLd+Iu/WLsbNwybc0TagVlltVcZGBsZfSOb2ZznI+mfcU5Igr/NwsaEfPI9lLbWMc8uawUTvNB8P2RftPwsaEjna+SltsjQerDRO6/+Ip/RBC03DXtk8TBmm7QwvOWEUz/M6f0i6y38LegaeqZLPQ2ypjbnMbqJwDun9J91T4iCvh4VtDZ/YLd+Iu/WLguPCxoZtDKT6nwdP2UUDiWdR1x2isUvmRrXs5XDIJH50Hm/wx0cdu4jI6KCQPjhqzE1wbjIbVsaOnh0C9Il5WXLUN30Bu9W3q0TdlUxXCZ481py0VLnY84Ed7R4KQ6rii3jvVZGLHc20bWRAPjMNM/mdnq7LoxjvHRB6IIvOe5cR2/VuIFZqSOMuGR9S0bvzMWTo3iz3Oo73DLfriLvR5IfT9jBDnoQPObFnvIP3EHoei67Td0ZebLT3JjORswJDc5xgkegehdigIiICIiAiIgKuXzQCGpl2cpTECY23NjndR0+kTdVY1QHx11/kGyf7F2nlFd2HsscvNBN1/Ig0j5nx+4N4/p4v0CtmqmfM+P3Au/9PD+gVs0BERBF3FL5T9BPUnkz3Mf5C/qPfaq8/M+Of5+tQ9oSX9hUcxPie0hyrS710UVftff6eWn8oa6jcOTn5c9R0yqt8C0sVPvfq+1MPZmOGscIO/laKiFvsvH0ILrIiICIiAiIgIiICIiAiIgKNOJdwZtJdCTjuH/C5SWo84iTI3aq6mI4dyHw8OVyCtnzPOCpdJcpmOIgZXNDxkdT5O/CusqNfM/HO9XqhvlPKDV9YuTPP9TP8fDCvKgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC46r9rS/zD+Zci46n9ryY+wP5kFTNraOR/GJqeoha50bHVjXnOcOMUeArbqsO0PNJxUaxdJy5bVVAbyjHTsY+9WeQEREBERAREQEREBERAREQEREBERBDnF/dHW3ZuudFVMglfPEwc2eoJcCOijXgA0pTwaSrb/M1rp5KmOSI49iDC5pH5V3vHsYRtc0SGQO8pgxyuwPZlZfAl+9N/tRf8pQWFREQEREBERBRL5op/lnZP9/8A8kCrdctPzW+2R1lVOyN0hIbE5pDsj8isd80Rmifrezxse0vj7bmAPUZjgwqyyz08tA1sj6h84z7J+W/AgwUX6AT3AlfcTwwPBHe0juQbrsXTTVW5tojh9kJ2OPTPQPaSvV8dy8mdmHvj3IszmOLT5VEMg+HaNXrK3u+6g/UREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBfju77q/V+O7vuoPLi1aepdWb4VlirhK9lXdJoWubJjkLqst5j7gz3Lt9VWC+7C7nfTaWGoo5sPhdNAHtdAZjjHP4kRd6yNqK6Sg4m2vjY1xkvT4zzMDsA13f17u7vU88cmsdIjTtvsznU9XezIx5bD2T3sYWTNwRnmGHINS3T362/1Dt9HHbNN0wvVUwMLBHDmLmLgQQG9/UHoqw3PTV9slLbrjcrbPTU9cC6mke0csgaQCR190LJ0e31E1NarjfLfVMoe2jfl8WA5oe3JHNgEdCp24y9TWHVVr0bU6afTeRfVTo2RCMFjXOiwHchIHcUF09qC86BthkGHcr89P5bltK1LZ6F9Pt1aoXu5nNbJk5z/AJxy21AREQFjmtpRVtpTM0TOzhnXJwsg9xVVb5cK8cYVsphWVAg56sdkJXch+ku+tzhBapEHcEQFBnG5Yqu+7KTClcB5DUmskyM5YyCbPvd6nNY1zoaW5UM1FWRNlgmYWPa4AggjB7/cKDz34Y997NtdR1lFc7LW1hqZWOEkM7Gtbyx8nXm+FTtHxjaKdO6M2Sua0Ho81MeCtr1lw0beX4SObb6iGSSQvJZVmMZJz3Bq1L1oGiP4Kq/vN/yEGPdOM7SFI9jYNM3OrDs5MdVEMd3pXHUcaWkoqWKVmlbrI95IdG2qhy33Stt0Xwu7fWKpknmoqiYuxgOrTIO4juLB6Vz6j4Ytu7nbW00VBUxvaSQRWlvf7oagj7U/FzpG+aMuFG2wXCnnqIXRtjfUxEjqPQtQ4FqUXve7UuqI3uigmgqXNiyeYZnheMkdD0K2/cvhc0TYtHXS9UlNWulpKXtGNFwe8kggd3J171o/ARFJS77ajtURcymp7dU4Y4nILaiFvX7iC9yIiAiIgIiICIiAiIgIiICjjiPkdFtRdHNGTy4/4XKR1pW9rom7b3UzU01Q3sHjkiZzHPI7rj0BBVv5nrRwyVNwrHc3axVrQ3r0607/AAV2VSz5n5Mxlbc4GvbGH1zCI3nDzinf4K6aAiIgIiICIiAiIgIiICIiAiIgIiICIiAtI3v1/Btpt3X6plozWyxOjhpqfn5BJNI7lYHO+tb4k+gFbutU3Y0LZ9x9C3DSV6dJHT1bQWTRY54ZGnmY9ufEEd3iMjxQaTrW9706R0DXao5NIajlpqR1TUUFLST0zoAG5cY3mV/bBoySCGFwBwc9FLdDUR1dFBVRODo5o2yNPpDgCPzqqVLq/dLh4ko7DuXTM1ht89wpKe8wNLpqZh6Bjwe/DfrH946NecYUm7u63kdqHbfQ2l7o630usagySV9Hhr20McbX8sLvrHSBzQHAZaM4wcEBMyZUAb8TV+zkdh1/pW53QWxlyio73aamvmqYKqCTP0wCVziyVpHsmkZyM5x14Kik1Hf+Ka/6Ok19qamsJ00yu7CmqWxOZzzMBZG5rR2fh54HPjI5hkoLDJlVw0ler9tNvhfdB3W/3fUGlptPS3+3OuNQZ6il7LPPH2h6lp5H9/8AJPfnOwbOWuo3U2qp9banvt6bdr66eandb7lNTMtbBI9kbIGxuDctDQSXAlxzzZHRBN6ZVXbfr/Wt54cdw4rjqCuotVaHqamhkuVGGRvquy9i52WnBPnA8uD0BzlbpoTQNxvOlLDrK+a81VWSVulmw1lvbXvjpZBJTtILQ0hzXDvL88zndSfBBLenb9atQUk9XZ6tlXTw1MtK6VnsTJE4seAfHDgRkdOi7PKqbw7XiLQHB5W7h0/lk9dRw1oiglrZnUxkNRyx/SebkHncuSACRnr1Wx6rsm5lVpS13rRFs1qzWsDoKh9fXXum8jrgQDKySDykxiM581rYxjAHTqgsei4LbJUy2+nlrIBT1L4mumiDg7s3kAubkdDg5GVzoCIiAiIgIiIC46o4ppT/ACD+Zci4qvApZS7u5HZ+BBWXZuYT8U2syA0clXOPN/oY1Z9Vb2TfTv4pNaupi4jyyfm5m469ixWkQEREBERAREQEREBERAREQEREBERBXHjzjD9rA4wyPxUwec1uQPPKyeBL96b/AGov+UrK4353RbPzMFJFMHVUGXuJy3znLH4FAz6Eo5X5OY8j0HlKCwaIiAiIgIiHuQee/HtWw1e7LKWMN5oThxGM+dFDhYu8PDLqbTNKbtp6GS6UR6iKFr5ZQAwE9Gxgd5K4eM91NUb8VULmOhAdHzvDe/6RFjv716E0VNBUWmKGZgljLMEO8UHkpBpjVTJ3UrNNXR8rjycnkUhdn3BhbVoPZfcHV17joYtN3Khjc4F89XRzRxtHMAfO5D9ln3gvSdm3eiWVgrG6boBUB3MJOQ5z6e9d3RWqht8T22+mjpy4EeYMf/7uCDzGsOmZtG730Nhq5WPmpa9kcjmuJHM2cNOMgeLfQvUZvd90rzf1tHI3isqm1L+c+rb+rj4eVlekDcY6ek/nQfqIiAiIgIiICIiAiIgIenUosS9eUeo9Z5IcVHk8nZHOPP5Ty/lwgyWPY/PI9rsd+DlfSrFsHu3fqbX930LuDXSyXPy/s4TK/maxrIC5wDugxkKzoQEREBERAREQEREBERAREQF+O7vur9X47u+6g8nNQ3i4WLc+6XK1ktqorlUOjcM5BFQ8gjBBzkBY8F8qrpq31c1YLhcXdoJCH5l7pA/l88+x9l0z4qRtutO2W+8R1Rar5DFUUc1wl5o6gYDiazlx3jPQlXL9bxtS7zhpO14PUYhPykFQN292dIau0bHY7ZoWnt9TC5vYzstccbmsDiSOYOJ8fAKFaY3OeSlgqPLZIIukbDzENH8kHoF6Snhy2r8obKNLW4BrSOTsTg58fZLMGwG1bWwhmj7U10Y9kITk/wDEg3LbdjY9F29jQ8ANf0f3+zcthXDR00FHTMpqaNscTPYtb3BcyAiIgHuKqZff++VbP6Ss/QOVsz3FVMvv/fKtn9JWfoHILZjuCIO4IgIiICIiAiIg0ve+OSXavULYnSNeaJ2Cw9c5aqncCkL28ROrXveC4UFWxwcfPz5TD1KtVv5UyUu0uopopXRPbROIcO8dWqsPAbEybePVdweQ6ofBVtLj3kGeE/nQXZREQEREBERAREQEREBERAWq7s/5A3b+rSfo3LalpG+EtRDttdX02efsXj7nI7KCpfAm5w1+9occGqORn/Vnq9aodwFOc/XXM/2RqTn8Wer4oCIiAiIgIiICIiAiIgIiICL8JAGSQAsG43q029rnVtyo6fAyRJOxp/KQgz0UHa44ltCWCoFJSSVdfU5xyw0rpG97h3tPpH5VGNw4gtyNYaiNBofSskdO2Lm7WYTQ587Hi3Hc5pQW/RajtNLqmbR1G7V8cbLr2be2DJe0HN1z1x7y25AWhbxWbWFxi05cdCmhF5td4ZUOFbMY4JKZ0UjJmPIBOCHDuBIIBHct9RBC28Vt3C3M0LUaDh0TFZGXR0TK26V1ygmgpo2yNeXRNjJkkd5uBlrPdwufc3aGprtM6Hk0bWQwX/Qj4HWl1WSI6mONrGuhkIBI5xG3rg46+nImJEETa50zqTdSGxWW/wBg+d2x0lfDcbo2asinlqXRZLaeIRkjkLjlz3FpwOjcnpqNTW3qg40L1UWazNu7vnPgE9O2pbDJyGdvnML/ADCQcea4t6Z65GDYdRpR7Z3Km3gq9yWateayroxQSUjrezsfJg4ODB53MHZHss+np4IOLTehbhe9xbzuDrWhp6aestQstvtbJhMaajyXSGV7fNMkjiejcho6cxyun2h0zrnaax12iqayN1PZIKmWex1kVdHC6OOR3N2NQ2Qgtw4k87A/OT08FNCIIIuO1WoLTsTq3TNugp7xqrWFRU1dznbOIadk85yeUv8AOMbAOUdMk9cDPSSdraC7Ue2lmsN/tooK2gt0NDM1k7ZWPLIwwva5vgcZ64K25EFc9sNqNZw7L3vZrVVtoKO0OFWynvENaJXT9o/nie2EDLeV+CeYjIGAOuR2+3kXELabBSaKudn0wBRxCli1O64GTELfNa/yYDmkkDe7mLASBzeOZ1RBjWuk8httNR+UT1JgibGZp380kmBjmcfEnvKyURAREQEREBERAXDW48jmz3dm7PwLmXFWftSbP2DvzIKt7E9ieKHW5g9h5bP3DH+ZZ/1VqVVjY7k9dJrfk7vLZ/0LFadAREQEREBERAREQEREBERAREQEREEG8atZQU+zVVFVOaJH1UHIC0nxd6FrXzPtkzdtbmZZHOa6piLAceaOz7gu544qu1wbRSxVrczvqYOz9l9kfR7q6rgBoXUm2NdOX8wqZ4pAMd30vH+CCyaIiAiIgIe5EQec/HFLzb01ILcBhZ19P0mFWssnETtw61wGS+RRu5cFopag46/zFm7/AGxNj3YNJUT1vqbXU3PioETpc83IPYh7R3Mx91RH6ya2/bwf7sd+uQS564fbX7YI/wAUqPkIOIfbQkA6gj/FKj5CiP1k1t+3g/3Y79cnrJrb9vB/ux365BA2rLjR6r4j5K+1VrvJ6i7F8c0bCCQaouBw4DwIXpZboH01HHBJPJUOYCDI/HM7r3nC8yqTSkei+ICDTsdX5W2juQiEvZ8nNyVHJnGTj2PpXp4CMd470H6iZHpCZHpCAiIgIiICImR6QgImR6QmR6UBEyPSmR6QgrJxZ7YTmqbuPpWmfBdaGI9qYSxvbPkla0ucXHOeUkdApj2O1tDr7bu36gY9hkmEgkazmwOWR7B7IA/Wrb7jSU1fRSUlUwSQyDDm5Iz4+Cp1tzWVewe/ldpa5M7LTt4LOxm5gQezp3PPQc7vZygd4QXORccE8U8YkieHNPiFyZHpCAiZHpCZHpCAiZHpCZHpQETI9KZHpQETI9ITI9IQETI9ITI9IQEPcmR6V+HHpQebrLpbq7idtctvo4GsjuzIpGtDgC8Vpy7r4/kXo3bDm3UxwBmJvQeHRUf15pW26L4udNUlI3t460U9Y/BIw99c7PeT6FeOjINJCQMAsGB6OiDlREQEREBERB+O9ifeVNY6ypqeNyeKcksp6+qjh6583yUn86uU72J95U3oZYrhxvVUNNB2T6a4VUcrubPaO8lJz17kFyR3BEHcEQEREBERAREQR7xE9n9B7UnaHA8hf4e61Vk4Bm0/0XtTubUv7XyWqAh5fN5e2h87Pp8MKzHEf+85qT+ov/O1Vw4A2t+iPqZ+PO7OpGfc7WFBdRERAREQEREBERAREQEREBapuz/kDdv6tJ+jctrWmb1eS/Q5u3lhxH2D/T38jsdyCrPARbWTahr7iXEOp60NAwMHNM9XZVK/mfpnbXXNlPFzUhrmcz+Yeb9TPx0PVXUQEREBERARF+FwHeQEH6i6K8au09aI+0uFxbC3OM8jnfmBUO674p9AafqZKShlNyqGjPKGzR/niIQT+vwuaO9wH3VTq5cSm4+raeel0Po11MeZxjqvL4XZZ3A8kkY+yaVgUO2G/e4lEa7Ud+dRw1MgcY/JqV+GnDh1Y5p+uPwILRav3Q0TpWokpb1em01QxrjydhK/u91rSoX1RxaaXonzxWmSkrJG8vIHQ1Lc5xn6z3SuPQvCFpqhuUVw1bdnX4cpLqYwyU+H+B5mS+GM+6ps0ztdobTc0k1msbaZ8mOYmolfnGfsnH0lBWd25+/W4VOGaYsItlLMCxtXSXBoe3P1wEhHUFpHd4rLk4f9ydZVLZNdanvk7HxtDnSuppfDu9l4K3sMMcMYZGwNaO4L7QQ7oHh0220zSsNTYaO6VjXiRtTUQ4ew4b0HKcd4z91SnaLNbLRF2Vto46Zn2LM48Pd9wLPRAREQERadu3ddYWrTVOdEWYXO6VdfBSOc5oc2khe7D6gt5m8waPDIGSCegKDcVq9s1PdKvce7aWm0nc6W3UNHFUQ3qT9rVT34zGzp3tz6T3HIHTOk2zXF1tW/9Ft1U36DUNDcrTLViUxRMnop4nHmY4xANLXNBOC0OBx1K+tLa41dV8R1+0Bd5LULVQ2JtwpvJIHNkLnyMA53PcckBxHQAH0IJcRRNtHqzVGpNY7k6Zu1xgc3T1xipKCphpWseGPa52Xjq1xGB4Ae4us2m3M1RdNrdwdRXuCnutx0vdLjS00VLB2XlLaaJrmggE9XEnu9KCbFx9vD5R5N20fbcnP2fMOblzjOO/GemVE+2GqL/rCx6W1PY9Y0F/pKuRov1IykjZ5HzROcWx8uHxlknK0iQvJacgrTNrW6treKrcuCo1bJM22tt7CJKJhD6cgyCBgz9LA5nDIyTnJ6oLHrR97Nw4dsND1Gq6uyV11poHtZI2mfG3sy5wa0uLiDguIGWhx9xdLdLvrqr1HrAV1a3Rdgs8cUdorZIYZBcJHMLnSPdJkcgIa3kaGnqfOz0ES7v65q9x+A+fV1wpoaatq3wMqWQgiPtI61sZc0EkgHlzjwzhBaW3VIrKCnqwzkE0TZOXOccwBx+VaPuZuXHofUOmLTU6euFWzUN0htsFYyWJsMckjgPO84vyASfY4OO9RruHqXebbrRtDuG6v07dLBSsp/VCww0LmvggdytDm1BcXPeMjJw0AnPKR0WRxI3KlvL9lbvROLqWu1nbamBxGCWPHM0/AQgsCiizczceO169o9CUl2is88ludcq24vpHVLoYu07OOOONoI53u5jzO6Na3uJcMdXs3uLqG5bgah0df5H3m3UcDau16hjtklK2pYeUOikbyhvaNL8ebjPKeiCZ0REBERAREQFw1vWjmA/g3fmXMuC4HFDUH0RO/MUFa+H6hYeIbcGqkY/tY7pIwOBwADC3PT4FZtVr4b3mXe3cWR3ebuf0IVlEBERAREQEREBERAREQEREBERAREQV048JaRm1fLO1xkNTBykOwPZlfPARRz021tTNLLG9lRLE+MNaQWjkIwfSs/jjpIZ9oZZZGkuZVQAdf5Tll8FDoTsxbhGWlwij58HuPnd6Cc0REBERAREQEREBERB54b66I1+3fa63iy6fq5yayaogeImuaR273A4J6+C79ur+JSdomGnGfTPO/cqP5avTJRUcknaSUsD3/ZOjBPw4QUVGBgUsAA/wBGPiQUGuu4nELbHhlZY4Yi7u5rZGM938r3Vh/Rd357Ls/Uukx/Zsfyl6Ay2y2zHMtBSvP8qFp/OFx+oto9q6H8XZ8SCh03ERvzaqPFTSW2GJo732uP5S6ug4pt3qON8cU1nAc8vP8A2czvP+0r/wBZpyxVcDoZ7RQOa4YP1Mz4l1X0PNIe0dF+Lx/JQUd9djvHkDt7P1//AG5ny1zM4qN6nOcM2k8nssW5nT/jV3Bt7pAEH1Douhz+14/krnbofSzS8iyUHn9/1NH8lBQy9cUW7FyYGOktIYM4/wCz2Z8P5XuLrGcQ26j3BrZLUSfDyBnylf4beaQAx6h0X4vH8lfUe3+kWPD22OhyP9Xj+SgoRV777wUrA+ojt0bSMgut8fd98vm28SO6tJWsnZJaSQRkep8fUZ/nL0FrdIabq4xHNZaAtAx0po/krCG3ukQQRY6Hp/q8fyUFDhxGbueqbquL1L555iGg26M5JOQPZLlum+m9LXGsq6a3xtmPMHG2xgHPTp5yvm3Q+lmujIslBmN4e36mj7x/srLq9MafqoRFLZ6AtGMDyWP5KDz5n3z3jgp46iaG3MikbzMcbfHhwzjPsvStZ3Lv+5muqeiqdQ2xhioefsnw0rIgOflznB6+xC9KJ9JacmpmU8lmoCxjeVo8mj6DOfsVlPsFkfEYnWmg5D4eTM+JB5nbfbv7h2KhFk0+aKVhkc4MfRtkdlxyepPuLZZt8944WudLDbmBoJJNvj6f8SmbfbSlHtJuPY9wbPaoqi1SzNhrKfycOEbIo3OLiSOVuSR1VjLFatK6isFNXw2u1yx1MDXOMdPE4AuaCRkDvGUFCTv3u6IBOW23sj9d6nx49P2S/JN/N3I4RM8WxsZxhxt8eDnu+uXoGdGaZNMKf1FoOzH+rR+jH2K/JdFaYkp2wOstByNxj6mj8P8AZQUEp9+N43Qh8UVucx/nA+p0fX/iXHT8SW7MEsMzZLRmDm5c26Px6H65egsOk9OQwtiZZbfytGB9Sx/JWCdv9IkEeodDg/6vH8lBQWl4md1bfVGrbPaA4477cw93+0u5m3+3y1DDHNFSW+eMHzXR2yPqcfzlLvG9pmxWXbunlttlihkdLKDJFC1oA7MHJIClXhtp6C6bUWyqqrTQiQZZnyVgJDQ0A935UFRajeDfKnj7Sa30bG+k26P5SxPo47yfwFv/ALvj+UvQySxWWRha+00BB9NMw/4Lg+dfT3tNb/xSP5KCgUW8u90sYkjoaJzD3EW6Pr/xLjn3q3qgk7OakoGP9Bt0fyl6Dx2GyRsDG2igAHd9TM+JfEunLFK/mfZ7eT6TSx/JQUAj303soZCDS29jnY6OtsZ/9Xur7rOILeuqibHJBbMNORi2Rj/1K/kunLDKcvs9vJ/qsfyV8fOvp72mt/4pH8lBRjh/p9fa43xtupLtbC5tI2Nks0UDWsaxtQx5yAe/zicq/wCBgALDoLXbqDJo6Glpye8xQtZ+YD0LMQEREBERAREQfjvYn3lT2yxMdxw1nZSNjcbjVc/N16+SFXCd7E+8qe6Ca1/HNfS7ri8VOPxNyC4Y7kREBERAREQEREEdcR/7zmpP6i/87VXHgD/fE1N/Mqf0sKsdxH/vOak/qL/ztVceAP8AfE1N/Mqf0sKC6aIiAiIgIiICIiAiIgIiICjfiRZTv2nugqSQzGRh2OvK7CkhaJvzaorxtldKWV5a0RukyCR1axx8EFavmeH7Fdf6+z/y7ldBUt+Z+VFFSy3WlnraeOd1cwxxukAc8eTuyQD3q1uqNd6U05S9vddQWqlae7tq2OPPUD64+6EGyoq8av4rNIWabsbfbZb27lBHkNfA/OfDoSo6fv8A7x6vM8ejNH3JkPXLjZ3VHK09B1b6PSguPV1MNLA+eoeI42Auc4g4ACjPVO/G22nzNHU6koHzxPLHRCUh2QSD3j0hQnb9qd49wnwVeptVi1wSsa6em8jqaZ/Kerm9CADhxH3FIel+F7QltDZribjX1OWue59c9zS7xOHDxKDWb3xRSXar9T9BaYrrpOMuMkUkUjcDqehwe5aTXHiL3EqKqKrs0dBSv5cmS2sBH3WuPi38qtrp7RemrFC2K3WikjDRgOMDC7Hv4yu+ihhiz2cTGZ7+VoCCoWm+ES4VUwm1bqOkqoSMiKmZLC4HPXJJPhhTRt/sFoLRczZ7VBcO2AGTLWukBPf3EelSwiDDt9tpaFnLTswMY6nKzAAO5EQEREBERAREQEREBQ5xWVurqHSVkfp+gu1ZaHXmAahjtIcat9DnL2M5PODXdxLcHuGQCVMaIK1XCtli4g9vtU2rQGpaLTbbPV2+nbHaHRubI4nHNEOsLfOHWTl6ZPcMrvtNA+vc1V0//J9P+ljUsbgU+rKjS9RHoiutdFfOZjoJLjE58BAcC5rg3qMjIyAcZWu6C0VcqTX983B1IaCO9XajpqFtLQyPkhpoYhkgSPa0vL39fYjADR16khHWjbnc9vN+NxqW76Q1NWxamrqattNTbbe6ohnAYWlpeMNYQXdS4gDByQME/nD+NXaS0HudJVaRusN0F9uV2oIpKcmOsy0BscR6F5LoyAQMHIIJyrD4RBWu56KtUe6uk9X7RW+72G9Vl0jOoqAUk1NS+QkF05qGPAYx46NDR7JxyBkcw7LTPqnpDit19UVunr5V02p6agfbKmkoXyQvMbAx7XSewjwc5LiBge6M2CRBXXT151E3evXFLrLRupLtcjUdjpeWGidJRQ0ZDgCyR2IoSfNL5CQT1BPTlWg2PTeq7zwPXbb+k0lfWagtlWTJTT0bou1PlvakRc2O0IZ183Po7+iuRhMIIQ3CuT9xNoH6C0nbrpNdbtTwUU7qy2z00VvZlnayTOlY0DlDXYaMuccYBHUdRxA2ma3HaSw2W0Xu5wab1BQVFS+kts04hpYGhhe9zGkZwO7Oe9WGwiCvu6kmptD752rd2y6duuo9N3Gyi1Xemt8BfU07RIZGSiPofFvfjucCRkKQNM6q1HrqU1Fjs110vZoo8+WXug5J6qUkYbHAXZEYGSXuxkkBoIBKkJEBERAREQEREBcFw6UFQf8ARO/MVzrHuX7n1P8ARP8AzFBXLhtIdvXuK5owDdz0/wByFZVVo4aP359xP7WP6EKy6AiIgIiICIiAiIgIiICIiAiIgIiIIe4uLBcr/tHV01qpJ6uobPE8RQxue4taXEnABKp/tXvLr/bHS9dpmjsMjnySMINTSzc8PKPYjD28vvYXo/IxkjCyRrXtIwQRkELX59CaJqJnzT6QsMsrzlz32+IucfdJago3NxN7svA5bW1vvQVH6xcdbxMbtTBnZ27s+U5PLDUDP/iK8v0P9CfaZp3+7Yvkp9D/AEJ9pmnf7ti+SgpPTcWO5FtjkNdaaTEjORhmgm6H0jMvevl/FTufVxtfTWmnLfso4J8H4JVvXzQXTmm7Lo/TL7PZLZbZJLhMHupKRkReBDkAloGRnC3zhDsGj9QbR0c1fpOzVFRCWRPlnt7HOeRDFk5cOuSUEDeue3X9qWfgKj9Ynrnt1/aln4Co/WK7v0P9CfaZp3+7Yvkp9D/Qn2mad/u2L5KCkXrnt1/aln4Co/WLMtvFRuhTNmE1hgm52BrealndynPePpquj9D/AEJ9pmnf7ti+Sn0P9CfaZp3+7YvkoKZ2nis3OpBMJ9PU85fnl56Sd3L1z/Cr4qOKrc+R8rmafp2h8Za0CknHKT4/squf9D/Qn2mad/u2L5KfQ/0J9pmnf7ti+Sgp3Hxd7gx23yOTTdCajsuTnNHNzZ5cZz2uc5WiDfTeutqnCnNyc93ndnF5UcAd+AHq+VTtfoKarbUfOhYGloxyi2w4PXP2K7Gn0Loqnk7SDSNhifgjmZb4gcHv6hqDz+g353ooa1rp/VBxZ3xy+U4PTxBepSoeL7Vojf5bpBnPgcnZW+THu5zKrWzaD0TM8vl0hYJHnvc63RE/8q+PofaE+0zTv92w/JQVlHF/dcDOkKvPji3u/Wrkg4ub1PII4dF18jz3NbbnE/pVZb6H2hPtM07/AHbD8lckGhNEwSCSHSFgieO5zLfED/yoKxy8Xd4ikdHJo2tY9pw5ptzgQfwq7C38XRZDz3XRt7aX9YjDbsNc3xPnS9evoVipNBaHlkdJJo7T73uOS51uiJJ+9X6/QeiHtY1+j7A5rBysBt0RDR6B5vRBX3131p+1HUf93t/WrhreLyB9M5tt0dfXVPTkEtvHL39c4lz3ZVhfofaE+0vTv92w/JX0zQOhmO5maN080jxFtiH/AKUFQbdxYbgw1tZLJpZkzHNxCw0Ux5TzeI7Xp09C4LTxT7jUU1X6qacLnSRP7Fvkcx5XOOWnBl6D3lcUaB0M0kjR2nwT34t0XX/hX7LoLREruaXR+n3uxjLrdETj71BRC5b6b4XqvdVW+guUcT3crWU0VUG9TkdA89eoWLJu9v5G8sfS30OBwQWVfy16A0ukNKUrQ2m0zZoWg5Ajoo2gH09AuR+l9NvcXP0/a3OPeTSMJP5EHnx9GHfr+LXz7yr+WsQcRO7tPWRUklTP5RFnMT31HO7Iz1HaZPReiB0rpnH+T1p/FI/iVDN4aKgi4vqqjhttBT0ocz6ngY3sh9RsPcBjv6++g67dncfeHW9ibZ71pa4wUxJzyUNS0uyAPrnEHuXVbf76blaHgFjidPOOjY4Kszuc0k9AG849GO5ejj9O6fnY3t7JbZcAY56Zh/wVT+MLbL1I1Latd6estGyjppWS1UFPA1jQyFnO4kNGeuCg0G5cRW9AbHO+yT08WRhxpqlrXeP8Iunj4id42VLpezmc1z+blLanAGe4fTO5XG2XGh9e7b2q4HTlkne2niZNG+jjeWydkwuzkE587vK3H6H+hPtM07/dsXyUFG28TO7QrDMbaCw58zsajHwdosz1yu8HZsk9QXcj88jvJajDsd+Ppiux9D/Qn2mad/u2L5K5fnI0b2bI/nUsfIzPK3yCLDc9+PN6IPPXcTczdHdKki0/V2Orlw9xEVPSzlxLm4xgud6PQr47GWGp05tvbLbWNc2YRiRzXAgtLmtODkBd7RaO0lRVQqqPTFmp6gHIlioY2uH3QMrvAAAABgDuCAiIgIiICIiAiIgIiICIiAh7kRBDG6PEbovbzUclhv1p1CahvMGyQ08RjeBgEtLpASOvoVWNL71aVtfEvc9xJqS6OtFVcJqhkbY4+2DXU5jGRz8ucn7LuU9cb22keo9HjUlvpYzX0Raw8kLeZzC4ucS7Ge4Lz+jikfKImscXn60Dqg9NtpeILSO5moRZdPWfULZB+yT1FNGIY/Nc4czmyOxnkIHTvUvqD+EDbWn0Rt1BXVNPGLrX5NQ4wtDm8kkob52MnzXeKnBAREQEREBERBGnE1Ux0uy+pJJA4jyF/d77VXX5n68S6/1JI3OHxVLhn3ZIVYDiqo5K3ZLUccby0+RP7j7rVXz5ntE6HXGoInZJZBUNJ9JEkCC7CIiAiIgIiICIiAi+J5WwxOlfnlb34GVXvW/FLpe3Zp9N265XOsZ7OOSgla0d3iM+GfgQWHJAGT0XXV99stBE+Wtu1DTsYCXOlna0DHpyfcVR6zdHeLc67OpNJ6bntMbWNPO+qqaRpz07yAFj2nh/3k1FPIdVazutLTyhxeyG8GcdT3Yce7BKCdtwOIbbTSNM2R14ivMrn8ggtVRBPIDh3e3tB083H3Qq9728Tdz1TpyrtelNPXOkopXAGoqaRzHcnXI5mSEdQSpp0nw06NtTKCa4NhuVTAyPtXVNBA8yOGMknGTkg9fdXYb56E01btp7hHZtM2GnnY39kFLFCcBrsnIHegpVw9aI3E1bc31ehrxBbpoJuzdJNUTRDmMTjnMbT9bkKw1q4VtQ3uOF24GtrlcHDPNHFcnyMHvCSI+hvwLpfmeQLWXZpx+32dx/1dyuegiqwbAbZ2apbUQ2CkqHtwR29LA4f8gUiWWw2SysLLRaaG3tIw4U1O2PPv8AKAuxRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXDXgGhnB7jG78xXMuGt/ac39G78yCsfD3VeTcRevbbH1jkuMjyT0Pmwt+NWiVVdh/+9Frjpj6un/QsVqkBERAREQEREBERAREQEREBERAREQEX44hoyTgBYpuNEI5ZDUN5YiGvPoJQZaLqo9RWaR4YytYSe4cp+JH6iszHcrq1gP8ANPxIKy/NGIIXaP01JKS13l8/JgZyew7j8C2/gYqXzbQtY6V7gyowAe4YhhWvcdZsN+0BbXm4tElHNUTRNEbjzuEBwPDHgs7gWudBDtd5NLUNbM6r6NIP8FCO/wB9BZNFjVFfR08RllnY1gcGk9/UrDfqKzNcWurWAg4Pmn4kHaosOS50LKY1LqlgiH133cLF+eSy/wAeZ96fiQdsi6n55LL/AB5n3p+JPnksv8eZ96fiQdsiwaO726rJFPVNfjPgR3e+uGXUFnildFJWsD2nBHKen5EHaIup+eSy/wAeZ96fiXDU6t0/TAGa4saHZx5jj/gg7xF1DdS2RwBFezBGR5rviX5HqexvBLa9hAOD5ru/4EHcIup+eSy/x5n3p+JfcF/tE8oiirGOee4YPxIOzRYdfc6Gh5PKqhsfPnl8c495fLbvbnUzKgVTDE/PKevXBwgzkXW1F+tNPL2ctYxrsB2ME9D3eC4/nksv8eZ96fiQdsi6SPVmn3zugbcWGRoyRyO7u70Ll+eSy/x5n3p+JB2x7ivPPeailtnF/VwtPaPa6PGTjvo2Hw99X2+eSy/x5n3p+JUQ39udA3jErbg6oApQYsycpP8A7Ewd3f3oPQOL9jb7wWDqS0018sNfaKxgfBWU0lPI09xa9pafyFYLdW6ebReUm4t7Jo6u5HfEsOLcTR8hcGXhp5Bl30mTp/woKr6Cv9VsTvvU6NqnF9hu9U40sbPOEZlqGxtPK3uw2PxKubR1EdVSQ1MRJjlYHtyMHBGQq9cWenLDrrQPzwWmuY26WkeWxyhjvPjijkcG4JAGXOHXBKyeEbdik1ZpyLTNbPi5Wynhpms5T54jiHOchoHePSUFgUREBERAREQEREBERAREQEQnHetdvutNPWa409ura8Mq6gvEUfI48xaAXdQCBgFBsSIOoyiAiIgxrrRxXC3VFFOMxzxOjd7zmkH86pzpbh4gp+IWbypsL7DHVyiKPLTlnYHly3w85XPX5gZzgZQfkUbIo2xsGGtHQL6REBERAREQEREEdcR/7zmo/wCov/O1Vv4A68fRJ1NbPJ2Z7Kpn7bJ5v2WEcvox4qyHEf8AvOak/qL/AM7VWngEmf8ARX1NT8nmeTVL+bPj20Iwgu2iIgIiICIiAiIg+ZGNkYWPALT3grR7DtLoGz1MlVSaaoG1Ens5Qwhx6Een0HC3pEHxDEyKNscY5WtAAGT0AX2iIC0Pfm1Nu+2d0pXTvhAjdJzMAJ81jjjr6Vvi1Tdn/IG7f1aT9G5BVL5n9M+nutwoQAWvrWkn3qZ6uwqUcA0hF9uMfZZDq5uX57vqZ/grroCIiAiIgIiICIiAiIgIiICL4nlZDE6WR3KxoyThYdnvFtu8LpbfUtmY17mE4IwQcEdfdQZ6IiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC4Lh+0ajH8E78xXOuC4ftCo/onfmKCq/D61zeJvW4d3+Wzfomq16qvw70z5OI3XdVzDDLhKwgjr1ib8StQgIiICIiAiIgIiICIiAiIgIiICIiCu/HFqy56e28bT2yt8nlqZYwRyNdlpcQe8HwKqjoXZ/czWGn4rxaaWqko6hrXMcIshwPce/3FYf5oYH/ADsW4hzeTLMjHXPaKSODgD6B9j6D9qx/ncgqtcuGXdOjczydslVzZz2UB8338lfMHDPurNTvlkjmie0dGOgOXe91XolgehMD0IPOM8Mu6dWeSeiqA1p6F0J+NfdLwz7qQ1DYYqSeNnN7PsDgde/vXozgegJgegIPOqq4c93WvdGKaqlaHeybB0OPHvXAeHHdsnPqfV/gf+q9HMD0BMD0BB5zHh13eLOQ0NZy+jsf+qyKfhl3Tkjmc9skZY3LQ6A5ec9w6r0RwPQEwPQEHnO3hs3YLHuNJUgt7h2Psve6rj9bju37X1f4H/qvRzA9ATA9AQedw4bN2IWMfGyYl4HMBActz356+CzRwt7mPAc6saHHvBp3/GvQTA9ATA9CDz79azuX/HGfi7/jX4/hW3Jd7KrYf/h3/GvQXA9CYHoQeec/C/uhHJyMkMjQB1bA7H51j0PDPurPOYpIZqdmfZvgOD19wr0UwPQmB6Ag85qjht3YinfGyjqZWtcQHth6OHpHVfLeHLdxruZtvqwf6H/qvRvA9ATA9AQec0vDtu/LjtKGrOO76R/1WJdNgN3aC3vn9S66VsePMbCM9Tj0r0kwPQF8vYx7S17Guae8EZCDzssvDburdKbyipinonEdGTQHJ+Arhfw37tNeWigq3AEgEQ9/5V6NNa1ow1oA9AC/cD0BB552/hd3OniM0shp5Cccr4HZx9wr5quGLdGGoZHGXzMd3vbA7Devjkr0OwPQmB6EFAKjhW3IZyclwifkdeWnf0/KspnCDrOapgdPdqHMnN2jzTS+bgdM9VfXA9CIKIUPCPreaAie+0UXU+a6ml/wKwLrwka7pZyykuNPOwtHnR08mPylX+TAQedGoOGvcWzabuF1qJw6CippJ5GCBwJaxpcfH0BR5sfrGTb/AHLpL1IyTzC6nlDS0EB5Ad3ghel+8Aedq9UiIta82iqwSMj9hcqI8OmhLdr+6aksV0jL5eaeaJ8R5CJWRuLMEdccxHRB6C6TvlHqTTlFfbe8Ppa2LtYnA5y0k+P3F2iqhwkaouej9TXParVU5bU0b3eTmQkYZHGC7AOT3uVr0BERAREQEREBERAXR6z1XY9I2o3K+3CCjgyWtMruXmdyucGj3SGld4us1HYrdf7e+huUAmhcCMHHTLS3PX3CUFM99eKuW508lr0U+ppGOBa+f6TKx48cZaSOhwoD2s1Y2h3Qtt/1BVF8ULpXSPcQ3q6JzfAenCsZvXwkTdpUXjRFU3s8kmieHySO9GD0AwB+VQDoLQFdSbrW3TmrrXVUkcr5mSMeeR2WRF2M9e44QXZk4odso4uZt1p3kY80TjJ/Iuq9dnoHnI5JMZIz5Sz4ltEHDntkykZALZVloHeanJ6+7hbfDtjoqKFkTbDREMaGjNPGTgDHU8qCK6riw2/im5I+aVvKDzNqWYyfDqFlW/ip24qGZmq2U5z3STt/wCkuTbLRT43MNhocOGDinjB/5VrjtgtuDXeWepMvP2vaY7Ucuc57uXu9xB0frntsfbim/D/9F+euf2x9uKb8P/0W23bZjQFyoI6OezMbHHjBiDWO6HPUhuSup9b1tp7V1H4f/og6j1z+2PtxTfh/+ieuf2x9uKb8P/0Xb+t5209q6j8P/wBE9bztp7V1H4f/AKIOo9c/tj7cU34f/onrn9sfbim/D/8ARdv63nbT2rqPw/8A0T1vW2ntXUfh/wDog7fbbeDR2vbi+gsVxgnqGgnkbJkkAZJ7lIa0TQG1OkND3KWvsNJPDNLnmL5uYdRg9MLe0BERBG/EpGyXZrUjXjI8hf8Anaq58ALQ3cPUoAwBHUgfhYVY/iP/AHnNSf1F/wCdqrhwBvZ9EjU0fMOfs6k8vjjtYeqC6iIiAiIgIiICIiAiIgIiIC0ne6WSHba7Pjfyu7B4zj+Q5bstN3ofIzbq6mKmfUO7B45G4zjkd16+hBWH5nq8OddS9wLzXR/d+p3K6CpFwBw1r7/WzsbyUzKwCVpb3HyZ+Fd1AREQCcDK0LUO7ug7DcX0Fz1DQ09QxzmOY+QggtOCO70rfVEWu+Hrb/WV6fdrvHdvKHve93Y3B0bcvdzHoB6Sgzvo77ZfbVbfwp+Sn0d9svtqtv4U/JWkV/CVts+DFG69RSZHnPuj3DHj0wup9aHpX2xrvxyT4kEm/R32y+2q2/hT8lPo77ZfbVbfwp+Soy9aHpT2xrvxyT4k9aHpT2xrvxyT4kEm/R32y+2q2/hT8ldpRbu7d1VIKmPVdt5OYNzznv8AgUPetD0p7Y1345J8S+28JOmmt5W3W4tb6BXS4QTW3cvQjmhzdT28g9x5j8S/folaF+2ag++PxKFhwm6eAx6s3T+8JU9adp725un94SoJcve4uhprXPGNT28FzQPZH0j3F5wUG4GotGbgXG7aaupp3eWzOa9sbHhw7R5Bw8EeOVbq58Kmnqe3zTC83PLW5Ga+XHeFSqPSl1u2r6ux2Kinr546mSJrY/OccPc0d/vILu7P8VOmNQy01s1AZbdVP5I+2qpow17/ADG9AxviS4qx1sr6O5UbKugqGVEDwC17DkEEZH5CFSbZThMu1ZPFdtZVL6KBkjcUjeeKYjzHcwcCQBguHvhXP0vZKPT1ipLPQdr5PSxMiZ2she4hrQ0ZcepOAOqDs0REBERAREQEREBERAREQEREBERAREQEREBERAWPcv3Pqf6J35ishY9y/c+p/on/AJigrZw1MJ3v3BkODi6uHXv/AGEKzarRw0fvz7if2sf0IVl0BERAREQEREBERAREQEREH45zWjLiAPSVwVFdRU0faVFXBCz7J8gaPyqDeNPXt20Xt0yKzVLqWrr88kzC9r28ksWcOaRjo4hVUtdZvpr2xCpoLxdpKTmc3mbXztJIwD9cUHoxHd7VI3mjuVG8elszT/ivr1Tt38fpfwrfjXnbS6Q4gaaPkjut6x177lMuYaZ4hc59Vbz/AHlP8aCdOP2GmqdvqWtbUNcWzQtbyvGHAyHqt64OZI27IWPmkaPqVnj7rlUnU+id89SWuG23p1ZW08QHK2arlf3HI9lkd5WbpvTu/wBp61RWy0y1lNSxNDWRx1kzQAPcaQPFB6HdtD/Cs++Ttof4Vn3yoJ2PEh/H7h/eFR8pOx4kP4/cP7wqPlIL99tD/Cs++R1RA0EumjAHeS4Lz7r5uIuii7SWturh19hW1Lj0HuFYFRdeINxp6d1VffqtzY2EVFV0Lugyc9PfPcg9EPLKTk5/KoeXOM84xlfgrqIyGIVcBeO9okGR9xeb12u2/NsebdPValeTJnmilqnjLTjvBxhcVpuO+9XqB7IKvUzahweT2stU2PuGepQekwrqIydmKuAv+x7QZX62spHHDamEn0B4XnpS2viHNxlnZcrx2jMcwdX1Ab1GOnXquKY8QluuUEDq6+Olmk5GltXUuaDjPUg9B7qD0T7aH+FZ98nbQ/wrPvlQPseJDofL7j16/uhUfKXSX/UPEDZatlNV1F/ke9geDBLVSNwSR3g9/TuQei/bw/wrPvl+NqIHDLZoz7zgvNhut993uDBLqjLjjurPH7q2Oh9cW6KF0dddcTs5289bUAgDp169D7iD0Blr6KJ3LLVwMPodIAja+hc4NbWQOJ7gJB1XnxcbJxE1s3ay3O7NP8m4zgfnXH6kcQ9EPKvVK8OEPnYFwnOfuA9UHoX5dR83L5XBzejtBlfr62jZjmqoW8xwMvHUrz0nt3EPBHLcHXG8EBgcWtr6gnHuDOc9VyyWziKqmQvNxuwDHNkb/wBoTj4eqD0J7eEjPas++Ttof4Vn3y88p7jxDU9xFudV3oyiHteZtTUlnLnHss4z7iyG1HEW6BkwrbtyvIABrKnPX3MoPQXtof4Vn3ydtD/Cs++VAahvEfBE+R9dciG9/LX1BPwcy1hmtd+XRvkEup8MxnPlmevo6oPSXtof4Vn3ydtD/Cs+Fea3z877/wAJqj4Kz41lWvVm/lwrGUsE2o2veQAZHVbG9TjvJ91B6NvrqJkgjfVwNee5pkGSvsVNOTyiePPo5gvPapsvETPWsq3XK6h7CCALjPjoc+lZbaTiPEok9ULlkAj90KjH50F/+2h/hWffLikuFDG8skrKdjh3h0gBVA613EbSUklVJW3RzGYyGV1Q53U46AFYE1m4hri7yw3O8N7Tw9UJx3dO4n3EHoWK+hMfaCsp+T7LtBhfjLjb3uDW1tM4noAJR1Xny2x8RLaE0gud25CSc+qM+ev3Vx0+nuIaCZszbpdyWEOANxnx0+6gvNu5VUzdr9Uc1RE3Fpqu94/gnKo/Ao+M7n3h3O3lc+oIOehHKtNbR7/6pmqtPSVN2c2cuhlE9XUNjcD5pGXHBHX4FzW3ZbfTb3Nztogp3ytOXUlxcXnIx15MFBKvGXYJrDeqbcLR9Q6nr2Zp6x1G/lc58rxnmLADnlb4nuVg9m9w7Rr7Q1uv1PVwRzVIfzU7pGiVnK9zerQ44zy57+5UYuWj9975BN6oVFyqoKqQTOhnrZnN5h3Hld6Fqwpt0ds7nR0LLjcbYZufsY46yRkRwMnuIH1/wlB6jdtD/Cs+FfEtZSRDMtTCwelzwFQZsfEe9oc24XAg9xFwqPlLGuFs4i62MMluN0aAc+bcZx/ig9AG3GgcCW1tOcDJxIOgX7HXUUgLmVcDgO8iQFeelPp/iHhbI1tzu552FhzcZ+4/dXLSWXiJponRsuV2IdnPNcZ/EY9KD0AkvNoiIEl0omZ7uadoz+VchuVuEYkNdTBh7ndq3H5151VGiuICskj57ress6D/ALTm9KzKnS3EO2lFvfdbvyx/XNucxPU578oPQH54LF7c2/8AGWfGnzwWL25t/wCMs+NedHzgb8+2l7/vKZPnA359tL3/AHlMg9GG32yuBLbvQEDvIqG9Pyr9jvllkOI7tQvPoFQ0/wCK86WaD37YCG3a+AEYI9Upl9U+ht/IH88d1vYP9pTIPRV94s/N2T7lRZI9iZm9fuZWu3PS2gLhd6e7zUFkFdAXuZO2KHnJcMEl2M9wVD5dF7/yVHbuu175/cuUyyRpjiEDQPVW89P/ANyn+NB6Gi5W7lJFdTYHee1HRcBv9iBwbzbwR/rDPjVAKjSnERTxujfdrsRJj2NzmOMfdX1aNnuIe7PJp71XMPee2vb2d/vlBf354LF7c2/8ZZ8afPBYvbm3/jLPjVJLbw+b/vY812o6tjuU8vZ6jPf4eBWHLsBxHiV4jv8AIWAnlzqM5x8KC9JvllABN2oQHDIPlDeo+Ffcd3tUjeaO5Ubx6WzNP+K89r/thxCWuojpKq8XN7mNIaYLxLIMZ9IKx6TSHEDTRlkd1vWPduUyD0SN1tgcGm4UmT3Dtm9fyr5kvNojIEl0omE9wdO0f4rzydpTiDdKyQ3W9ZZnH/aU3j91fL9C8QNxqGtddryHE4GbpMAPulB6Jeqltxny+l/Ct+NfjbrbHEgXGkOO/EzfjXno3SvELzthF1vGc8n7pT49HflZdbt7xF2yNk8t6uTxO0PAZeJXkA+kA9O5Bf8Afd7UwgPuVG0nuzM0f4r7iuVvldyx11M8+hsoK86qrR3EDUuY592vYLR0xcpllW/TfENRS9pFdLw44I865Tn/ABQehclyt8ZIkrqZhHfzSgYX56qW3+P0v4Vvxrz7q9J8RNZTzVj7tdWt83mAukwPfjoM5WM3S/EIBgXW8/3lP8aC5fEVX0Muz2o2x1tM5xoX4AlBJ6tVcuAqSlg3I1LUTVEcZMVS0F7wAR2sJUbTaQ34vdwZpyprLtN5XhhbPXTdiQevnOPm46eK7m0cPG/em2T3G1T0tG57HOkdTXnke4HBPscE9wQX/wDVO2/x+l/Ct+NfUdwoZHcsdZTvd34bICV55P0txDMkcw3W8ZaSDi5TfGuWisPERSVAmjud2LuUtw64z46/dQehTaykdIY21MJeO9oeMhfTqinaMumjA91wXn3T2viMhrJKptxuhfJjINxnx0GPSueak4j5m8jrhcQD06XCo+NBf7yiDGe2jx6eYJ28P8Kz75ed9tuXELX1U1BDV3tr4hhzpKmqY09cdCTg9y7RsHEgBjy+4/3hUfKQX87aH+FZ98vmWrpYm80lRExvdlzwAvO2/wB94grLKyOrqb9IXgEdhNVSDrn0H3FhUN5371LOLdFVajicQZOaSWqiHm9e9xwg9IGVNM9vMyeJwPiHAr97aH+FZ98vP6kouI6mhbEy4XIgDHnXCfP51j3Ct4iaKZkUtXeHOfnBjqqlw6D0goPQntof4Vn3ydtD/Cs++XnjPdOIaGcwuqr0XBgfltTVEYPu5WfTjiOnhErK65hp+yrqgH4MoPQBssTjhsjSfQCtX3ac1ugLsXPaweTSdScf5typdTjiShmbK2uryR4Or6jH/MvnUbOIy92uWhrpqo07mnna2sn84YPgXHPeUG1cAvbeqt0kbNG2AVzedpcck+TvxjwV1F5q6F0VvRpmnfVafhq6JsrhI4MnljJOC0ZDceBXdU26+/1vqwZKW8T9n3tkirXtOR/O6oPRBFQ2TiB3tYC5+nZmgDJJt1b8pcQ4iN5yCRYZMAZP1BWfKQX3Q9BlUEk4it5XRuaLK8EjAIoav5aw7vvhvjd6BsFPbK+n5WgOkp6WsY74eZB6B9vD/Cs++XICCMg5C8zJNw98GM531Opw30nyz41tFs363pobGy3+p9ZPIzP06amrHSHzs9Xc33EHoWioHHxGbyRxAPszsjvJoqv5a4/XM7s+1jPxWq+Wg9AEXn/65jdnGfUxmP6rVfLX565ndj2sZ+K1Xy0HoCi8/vXM7se1jPxWq/WLvrXxXbj09CIZ9PUMso+ufbqlx7/T2iC7ldTtq6SSneXBrxgkHqo6202U0Xoioqq2noGV9dUVEkxqayKKSRvM8vwHBgIAyQPcVcfXf609obT/AHdUfrV9x8XeuJDiPTtsef5NtqD/APyILrNa1rQ1oAAGAB4L9VCrtxQ7pVNUJILPBE3lxysoqlo7z4dolv4o90YBiaz08hznz6KpP/8AIgvqipLBxd62jlibVWG2taBh/wD2dUZ7/wCkXZ3fi8vLIojbLRSSPOe0E1snAHdjH0z30Fx0VPJ+Lu6CkYYbTTGfrzB1sn5e/pj6YuePi8mbCHVFuiY7xxbJsfpEFvEVSmcXtMKculo2iTBxi2S49z/OLKqeL2yClpzBC8zkN7YOtkvKDjzsef6UFq0VYaXi60kadjqkVTZcecG2uTAP36+/Xe6I/hKr+7JPloLNoq0x8XmgjTyl81aJRjswLXJg9eufPX1Pxd7fiFpinri/JzzWt+MffoLKIq0U3F5oM1EYnlrBEXDnLbZJnGeuPPXcN4tto+0INbeeXHT/ALKf8aCf0UCeu12g/jl6/ut/xp67XaD+O3r+7H/GgntFEMXEZthJBDM26VQbNnlBp8EYOOoz0Ul6cvts1DbIrjaqqOop5QS1zXA9xIPcT4goOzREQEREBERAWPcv3Pqf6J/5ishY9y/c+p/on/mKCuHDR+/PuJ/ax/QhWXVaOGj9+fcT+1j+hCsugIiICIiAiIgIiICIiAiIgqr80TYw6MsriTzN7fl6fy4FvHBXE6PZylzIHA1M5wHZx1atI+aJf5F2X/f/APPAt54L6FtJs5SOD+bnqJj7HHeWlBOGEwiIGEwiIGEwiIGEx7/woiD8x7/wpj3/AIV+ogYTHv8AwoiBhMe/8KIg/MD3fhX7j3/hREDCYREDCYREDHv/AApj3/hREDC/MD3fhX6iD8wPd+FMe/8ACv1EDCYREDCYREDCYREDHv8AwoiIGFDvFLtp8/ui+2oRy3eg60r+mRzSR8/U93mtKmJfjhlpHpCCHeGXdOLXmlYKSveI7zTxOfURucc47VzW9/U9APBTHhUvvtkn2F31h1M1gdp26VUdOT081rIQ9x73uPXPgFca01sVwttNWwuBjniZI33nNB/xQZWEwiIGEwiIGEwiIGEwiIGEwiIGEREBERATCIgYTCIgYTCIgYTCIgYTCIgYREQMJhEQMJhEQMe/8KYREDHv/CmPf+FEQMJj3/hREDHv/CmERAwmERAwvzA934V+og45oY5o3RyN5mOGCCT1XA220TWua2AAOGCMnqPhWWiDr/US1/xNnwn41k01JT0zCyCPkae8Alc6IMaehpZ4BDNFzxjHmlxx0+6uD1Etf8TZ8J+NdgiDrJbBZ5WlslDE4HwJPxrrToPSBJJsNHknJ6H41sqINb+cXSXJyeoVJy5zjB7/AIV+fOFpD2go/gPxrZUQa184WkPaCj+A/Gvn5wNHc3N879Fn08p+NbOiDRTtDtoTk6Ntf4M/Gsmh2v0BQvL6TStuhcehLGEf4rcUQa184WkPaCj+A/Gvl23+jXO5jp6iJxjPKfjWzog0qq2o27qpTLUaStkjz3ucw5/OuL6EG2n2m2r8GfjW9Ig0X6EG2n2m2r8GfjWHdtkdsrhTdi7SNsj7+oiJI/KpGRBGNXsPtfUUrYPnRtbOXHnCI5PTH2SwPW7bX/a1b/wP/wByl1EEPzcOe18kTmfO5QNJGMiHqPyroXcKe3Jc0iAAAdQIG9fyqfkQV+fwo7dOcSI+UegQN+NffrVNuPJhF5O3mBJ5+wbk+53qfkQV6m4TdvXwvazmY4tIDhTtyD6e9dbHwgaKBdzXGqIIIGaaPofhVl0QVsbwh6GFO5hrqkvJBDvJo8j8q6+48HelJIOWmu9XG/I6injH+KtGiDz94hOHKj230LNqOmu9TUmHlzHJHG0HMjGeHX69TZwEyyO23po3PJY2nk5W+A+qZF33HDb6iu2TuIgbks7PPUD/AD8Pp95a5wDSMO38MYdlzaaTI9H1TIgs2iIgIiICIiAse5fufU/0T/zFZCx7l+59T/RP/MUFcOGj9+fcT+1j+hCsuq0cNH78+4n9rH9CFZdAREQEREBERAREQEREBERBVb5ol/kXZf8Af/8APApH4Q6p9Ts5QF8geWzSt6DGAOVRr80VljZo+xxukaHv7fkae92HwZUjcHYA2aocfxib/wBKCZkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQaTvToij15oWustSwmSSMiFwBJa44GcAjPT3VDXBnrStZNd9vL0/E9rlkfAX4DntdKWNHKB4BvpKs2qqcV+l6rRusLTurpyCWN0MwFwbAeVgijjOC5owOrnfCgtWi0rZXWVDrbb+13SkqGSyimijqQDnll7NhcD7vnLdUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQFx0U9TPsnXinifJjs88vh9PhWi/M9YnNtlbKWkNdRAA+B+qJFu3HbWzUuy9XHEDiXkyfRieFan8z7t1XDpya4yA+TVFGWx9OmRUSZQWtREQEREBERAWPcv3Pqf6J/wCYrIWPcv3Pqf6J/wCYoK4cNH78+4n9rH9CFZdVo4aP359xP7WP6EKy6AiIgIiICIiAiIgIiICIiCpfzRyhjqNN6brXPkD6Xynla0+a7mdADn0qUeEBobs1QYcD9Pl7j/NUafNF2SHSdge1+GN8o5hnv8+DCkLg0qY59m6MMBHLUTA599qCbEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF0mudP0+qNLV9kqWs5KuEx5cAeXOOvUH0ehd2iCoe0N3rNmN7LhoO/gNtV4qpKihndkAOlnbGxuXFrccsZOAD7it1E9ksbZI3NexwBa4HIIPioM4utvjqHSTNVWprYrzYnCtZI0Ye5kLJXhmWtLjlxHTIXf8NOv4tY7e0EVS7kudFGykqI3uAe58cTOc8pcXYyT3/dQSsiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIK9cekkbdlquNxAe/k5Qe84nhyur4B6aRm3kFSS/kkp5A0E9OlTJ3LsOPenZJs3UTknmi5cfdnhC++BN1MdnbU1j3GcRTdoCRgDymXHTvQWGREQEREBERAWPcv3Pqf6J/5ishY9y/c+p/on/mKCuHDR+/PuJ/ax/QhWXVaOGj9+fcT+1j+hCsugIiICIiAiIgIiICIiAiIgqp80Uc0aNsjSep7fH38C3XgobCNnqYxdrnymfPOzl+uatH+aLRB+krDIWglnlGD6MvgUj8HT3O2aouZuMVE3j/NQTOiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg46qCOpppaeZofHKwse0+IIwQqYa2tt+2M31dqygg5tPXCdz5Wg+a11TO5vgO8NaO8+CumtP3f0hR600LX2asijkBb20fOzmAkY1xYcZHUFBsOn7tRXyz011t8naUtSznjcRgkZPxLPVaeD7V9ZQz3HbDUFRK652iQQwNe7m+lsj5nYwMDq7u5irLICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCD+NagZXbJ3MOLQW9njJA/wA/F8Sj75ny2tFjqTKT5IaP6UM+PlEmVJHGVXW6i2VuhuFMydruy5Q7P8PF6PfC0/gH/e7p/wCryf8AmZEFmUREBERAREQFj3L9z6n+if8AmKyFj3L9z6n+if8AmKCuHDR+/PuJ/ax/QhWXVaOGj9+fcT+1j+hCsugIiICIiAiIgIiICIiAiIgqt80S/wAi7L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

 

 

6.2.2.3.2.

La carga de ensayo será de 25 kilogramos. Se mantendrá durante un minuto.
 

6.2.3.

Resultados de los ensayos
 

6.2.3.1.

En los ensayos previstos en el punto 6.2.2, el péndulo deberá continuar su movimiento tras el impacto de tal manera que la proyección sobre el plano de lanzamiento de la postura final tomada por el brazo forme un ángulo de al menos 20° con la vertical. La precisión de medida del ángulo será de ± 1°.
 

6.2.3.1.1.

En el caso de los retrovisores, este requisito no se aplicará a los retrovisores sujetos por encolado al parabrisas, a los que se aplicará, después del ensayo, el requisito establecido en el punto 6.2.3.2.
 

6.2.3.1.2.

El ángulo requerido con respecto a la vertical se reducirá de 20o a 10o para todos los retrovisores de visión indirecta.
 

6.2.3.2.

En caso de ruptura del soporte del retrovisor durante los ensayos previstos en el punto 6.2.2 para los retrovisores sujetos por encolado al parabrisas, la parte restante no deberá presentar, con relación al apoyo, ninguna protuberancia de más de 10 mm y la configuración después del ensayo deberá reunir las condiciones del punto 6.1.3.2 del presente Reglamento.
 

6.2.3.3.

Durante los ensayos contemplados en el punto 6.2.2, la superficie reflectante no deberá romperse. No obstante, se admitirá una ruptura de la superficie reflectante si se da una de las condiciones siguientes:
 

6.2.3.3.1.

que los fragmentos de cristal queden adheridos al fondo de la carcasa o a una superficie unida sólidamente a esta; no obstante, se admitirá un despegue parcial del cristal con la condición de que no sea superior a 2,5 mm en ambas partes de las grietas; se admitirá que se desprendan pequeños fragmentos de la superficie del cristal en el punto de impacto;
 

6.2.3.3.2.

que la superficie reflectante sea de cristal de seguridad.
 

6.2.4.

Los dispositivos homologados por el Reglamento n.o 26 o el Reglamento n.o 61 de las Naciones Unidas quedarán exentos de los requisitos del punto 6.2 del presente Reglamento.

7.   Modificación del tipo de dispositivo de visión delantera y lateral, y extensión de la homologación

 

7.1.

Cualquier modificación de un tipo de dispositivo de visión delantera y lateral, incluida su fijación a la carrocería, se notificará a la autoridad de homologación de tipo que lo homologó. En tal caso, la autoridad de homologación de tipo podrá:

a)

decidir, en consulta con el fabricante, que debe concederse una nueva homologación de tipo; o

b)

aplicar el procedimiento descrito en el punto 7.1.1 (Revisión) y, en su caso, el procedimiento descrito en el punto 7.1.2 (Extensión).

 

7.1.1.

Revisión

Cuando hayan cambiado los datos registrados en la documentación y la autoridad de homologación de tipo considere improbable que las modificaciones realizadas tengan consecuencias negativas apreciables y que, en cualquier caso, el dispositivo de visión delantera y lateral sigue cumpliendo los requisitos correspondientes, la modificación será considerada una «revisión».

En estos casos, la autoridad de homologación de tipo deberá expedir las páginas revisadas de la documentación, según proceda, señalando claramente en cada página revisada qué tipo de cambio se ha producido y en qué fecha tuvo lugar la nueva emisión. Se considerará cumplido este requisito mediante una copia consolidada y actualizada de la documentación que lleve adjunta una descripción detallada de los cambios.

 

7.1.2.

Extensión

La modificación se considerará «extensión» si, además del cambio de los datos registrados en la documentación:

a)

deben realizarse nuevas inspecciones o nuevos ensayos; o

b)

ha cambiado cualquier información de la notificación (a excepción de sus documentos adjuntos); o

c)

se pide la homologación conforme a una serie posterior de enmiendas después de su entrada en vigor.

 

7.2.

La confirmación o denegación de la homologación se comunicará, mediante el procedimiento indicado en el punto 5.3, a las Partes contratantes del Acuerdo que apliquen el presente Reglamento, especificándose las modificaciones. Además, el índice del expediente de homologación, que debe adjuntarse a la notificación, se modificará en consecuencia para que conste la fecha de la extensión o revisión más reciente.
 

7.3.

La autoridad de homologación de tipo que otorgue la extensión de la homologación asignará un número de serie a cada formulario de comunicación emitido en relación con dicha extensión.

8.   Conformidad de la producción

 

8.1.

El procedimiento de conformidad de la producción se ajustará a los establecidos en la ficha 1 del Acuerdo (E/ECE/324-E/ECE/TRANS/505/Rev.3).
 

8.2.

Todo dispositivo de visión delantera y lateral homologado con arreglo al presente Reglamento será fabricado de conformidad con el tipo homologado, cumpliendo los requisitos expuestos en el punto 6.

9.   Sanciones por falta de conformidad de la producción

 

9.1.

La homologación concedida a un tipo de dispositivo de visión delantera y lateral con arreglo al presente Reglamento podrá retirarse si no se cumple el requisito establecido en el punto 8.1 o si el tipo de dispositivo no se ajusta a los requisitos que se establecen en el punto 8.2.
 

9.2.

Cuando una Parte contratante del Acuerdo que aplique el presente Reglamento retire una homologación anteriormente concedida, deberá informar de ello inmediatamente a las demás Partes contratantes que apliquen el presente Reglamento mediante una copia del formulario de comunicación al final del cual figurará en grandes caracteres la indicación firmada y fechada «HOMOLOGACIÓN RETIRADA».

10.   Cese definitivo de la producción

Si el titular de una homologación cesa por completo de fabricar un tipo de dispositivo de visión delantera y lateral homologado con arreglo al presente Reglamento, informará inmediatamente de ello a la autoridad de homologación de tipo que haya concedido la homologación. Tras la recepción de la correspondiente notificación, la autoridad informará de ello a las demás Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante una copia del formulario de homologación al final del cual figurará en grandes caracteres la indicación firmada y fechada «CESE DE LA PRODUCCIÓN».

11.   Nombres y direcciones 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 los nombres y las direcciones de los servicios técnicos encargados de la realización de los ensayos de homologación y de las autoridades de homologación de tipo que concedan la homologación y a los cuales deberán enviarse los certificados de concesión, extensión, denegación o retirada de la homologación expedidos en otros países.

Parte II:   Instalación en el vehículo de un dispositivo de visión o detección delantera y lateral

12.   Definiciones

A los efectos del presente Reglamento se entenderá por:

 

12.1.

«Puntos oculares del conductor»: dos puntos distantes entre sí 65 mm, situados verticalmente a 635 mm por encima del punto R, correspondiente a la plaza del conductor y definido en el anexo 8. La recta que los une es perpendicular al plano vertical longitudinal mediano del vehículo. El centro del segmento que una los dos puntos oculares estará situado en un plano vertical longitudinal que debe pasar por el centro de la posición de asiento del conductor que indique el fabricante del vehículo.
 

12.2.

«Visión ambinocular»: la totalidad del campo de visión obtenido por la superposición de los campos monoculares del ojo derecho y del ojo izquierdo (véase la figura 4 siguiente).

Figura 4

Campos monoculares

 

Imagen: 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

 

E

=

retrovisor interior

OD

=

ojo derecho del conductor

OE

=

ojo izquierdo del conductor

ID

=

imágenes monoculares virtuales

IE

=

imágenes monoculares virtuales

I

=

imagen ambinocular virtual

A

=

ángulo de visión del ojo izquierdo

B

=

ángulo de visión del ojo derecho

C

=

ángulo de visión binocular

D

=

ángulo de visión ambinocular

 

12.3.

«Tipo de vehículo en lo referente a la detección por el conductor de usuarios vulnerables de la carretera muy próximos a las partes delantera y lateral del vehículo»: vehículos de motor que no presenten entre sí diferencias en cuanto a los elementos esenciales siguientes:
 

12.3.1.

tipo de dispositivo de visión o detección delantera y lateral;
 

12.3.2.

las características de la carrocería que reducen el campo de visión;
 

12.3.3.

las coordenadas del punto R (en su caso);
 

12.3.4.

las posiciones prescritas y las marcas de homologación de los dispositivos de visión indirecta obligatorios y facultativos (si los hubiera).
 

12.4.

«Punto de referencia ocular»: el punto medio entre los puntos oculares del conductor.
 

12.5.

«Tipo de dispositivo de visión o detección delantera y lateral»: los dispositivos de visión o detección delantera y lateral que no difieren entre sí en las características esenciales siguientes:

a)

la categoría del dispositivo;

b)

el medio utilizado para la visión o detección delantera y lateral.

 

12.6.

«Sistema electrónico»: sistema que procesa información codificada en cantidades variables (potencia, tensión o corriente) y que consta de varios componentes interconectados con diferentes relaciones entrada-salida.

13.   Solicitud de homologación

 

13.1.

El fabricante del vehículo o su representante debidamente acreditado deberán presentar la solicitud de homologación de un tipo de vehículo en lo que concierne a la instalación de dispositivos de visión o detección delantera y lateral.
 

13.2.

En el anexo 2 figura un modelo de ficha de características.
 

13.3.

Se facilitará al servicio técnico encargado de llevar a cabo los ensayos de homologación un vehículo representativo del tipo cuya homologación se solicite.
 

13.4.

La autoridad de homologación de tipo comprobará la existencia de medidas adecuadas para garantizar el control eficaz de la conformidad de la producción antes de la concesión de la homologación de tipo.
 

13.5.

El solicitante facilitará el SCVDL los documentos siguientes:

a)

la especificación técnica del SCVDL;

b)

el manual de utilización.

14.   Homologación

 

14.1.

Si el tipo de vehículo presentado para su homologación con arreglo al punto 13 satisface los requisitos del punto 15 del presente Reglamento, se concederá su homologación.
 

14.2.

Se asignará un número de homologación a cada tipo homologado de conformidad con la ficha 4 del Acuerdo (E/ECE/TRANS/505/Rev.3).
 

14.3.

La notificación de la concesión, denegación, extensión o retirada de la homologación de un tipo de vehículo con arreglo al presente Reglamento se comunicará a las Partes contratantes del Acuerdo que apliquen el presente Reglamento de las Naciones Unidas por medio de un formulario que deberá ajustarse al modelo que figura en su anexo 4.

15.   Requisitos

 

15.1.

Información general

A efectos del presente Reglamento de las Naciones Unidas, el vehículo deberá cumplir los requisitos siguientes:

El vehículo estará equipado con al menos un medio de visión o de percepción.

Cualquier medio que utilice uno o varios sistemas electrónicos (por ejemplo, sistemas de cámaras de visión o sistemas de detección) podrá activarse a petición del conductor.

La combinación de medios de visión permitirá obtener un campo de visión delantera y lateral tal y como se define en el punto 15.2. Tales medios podrán ser los siguientes:

a)

visión directa,

b)

dispositivos homologados con arreglo al Reglamento n.o 46 de las Naciones Unidas, serie 04 de enmiendas;

c)

retrovisores delanteros y laterales de proximidad que cumplan lo dispuesto en el presente Reglamento; y

d)

un sistema de cámaras de visión delantera y lateral (SCVDL) que cumpla lo dispuesto en el presente Reglamento.

La combinación de medios de percepción proporcionará información sobre los objetos que pueden hallarse en los campos de visión definidos en el punto 15.3. Cabe señalar lo siguiente sobre los medios posibles:

Deben ser sistemas de detección que cumplan lo dispuesto en el presente Reglamento de las Naciones Unidas.

Es posible utilizar una combinación de medios de visión y percepción, según lo declarado por el fabricante.

Las áreas correspondientes a los distintos medios de percepción pueden solaparse (véanse los ejemplos de la figura 5).

El fabricante declarará al servicio técnico los medios utilizados para la zona designada, de modo que el servicio técnico pueda instalar el equipo de ensayo en consecuencia. Esto se precisará en el informe de ensayo.

Figura 5

Ejemplos de medios de percepción y las zonas correspondientes cubiertas (con volante a la izquierda)

a)

Visión directa, sistema de detección, SCVDL.

 

Imagen: 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

 

b)

Visión directa y retrovisor

 

Imagen: 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

 

 

15.2.

Campo de visión delantera y lateral de proximidad

El campo de visión (véase la figura 6) estará delimitado por los siguientes planos:

a)

un plano longitudinal vertical que pase por un punto situado a 300 mm del contorno de los laterales del vehículo;

b)

un plano transversal vertical que pase por un punto situado a 300 mm del contorno de la parte delantera del vehículo;

c)

las áreas situadas delante del centro de los retrovisores laterales del lado del asiento del conductor y del lado del asiento del pasajero. En el caso de un vehículo equipado con un sistema con cámara y monitor (CMS) que cumpla el Reglamento n.o 46 de las Naciones Unidas, serie 04 de enmiendas, el fabricante considerará el mismo vehículo equipado con retrovisores laterales o utilizará el centro de la lente de la cámara CMS de clase III o II en lugar del centro de los retrovisores laterales.

El contorno se define por la proyección en el suelo de la forma exterior del vehículo a lo largo de la cual puede desplazarse el objeto de ensayo definido en el anexo 9 del presente Reglamento (un cilindro de 300 mm de diámetro). No se tienen en cuenta las pequeñas irregularidades de la forma externa.

Figura 6

Campo de visión delantera y lateral de proximidad

 

Imagen: 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

 

 

15.2.1.

Requisitos

Cuando el ensayo se realice con arreglo al método descrito en el anexo 9, el conductor deberá poder detectar el objeto de ensayo mediante visión ambinocular, desde los puntos oculares del conductor ajustados, o mediante visión binocular, desde el punto de referencia ocular ajustado; estos puntos se calcularán con arreglo a los métodos de corrección descritos en el anexo 10.

Los puntos oculares del conductor ajustados calculados mediante los métodos descritos en el anexo 10 no son aplicables a los dispositivos que utilicen monitores.

 

15.2.1.1.

mirando hacia adelante en visión ambinocular directa (desde los puntos oculares corregidos del conductor) o en visión binocular (desde el punto de referencia ocular corregido); la posición de estos puntos deberá volver a calcularse utilizando los métodos de corrección descritos en el anexo 10;
 

15.2.1.2.

utilizando un dispositivo de visión indirecta (retrovisor, CMS u otro dispositivo) homologado con arreglo al Reglamento n.o 46 de las Naciones Unidas; o
 

15.2.1.3.

utilizando un dispositivo indirecto de visión delantera y lateral (retrovisor, sistema de cámara u otro dispositivo) que cumpla lo dispuesto en el presente Reglamento.
 

15.2.2.

El campo de visión delantera y lateral de proximidad se definirá en visión ambinocular, desde los puntos oculares corregidos definidos en el punto 12.1, o en visión binocular, desde el punto de referencia ocular corregido. Los campos de visión se determinarán cuando el vehículo esté en orden de marcha, 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.7, punto 2.2.5.4), junto con, en el caso de los vehículos M1 y N1, la masa de un pasajero en el asiento delantero (75 kg). Cuando el campo de visión se establezca a través de las ventanillas, el acristalamiento deberá tener un factor total de transmisión luminosa que sea conforme con el anexo 24 del Reglamento n.o 43 de las Naciones Unidas, serie 04 de enmiendas.
 

15.2.3.

En caso de retrovisores formados por varias superficies reflectantes que sean de curvatura diferente o que no estén en el mismo plano, al menos una de las superficies reflectantes deberá permitir obtener el campo de visión.
 

15.3.

Campo de detección

El campo de detección estará limitado por las superficies curvadas y planos siguientes (véase la figura 4):

a)

una superficie curvada vertical que pase por un punto situado a 200 mm del contorno de la parte delantera del vehículo;

b)

una superficie curvada vertical que pase por un punto situado a 300 mm del contorno de la parte delantera del vehículo;

c)

las superficies situadas delante del centro de los retrovisores laterales del lado del asiento del conductor y del lado del asiento del pasajero entre una superficie definida por a) y b). En caso de que el vehículo esté equipado con un dispositivo con cámara y monitor (CMS) que cumpla el Reglamento n.o 46 de las Naciones Unidas, serie 04 de enmiendas, el fabricante considerará el mismo vehículo equipado con retrovisores laterales o utilizará el centro de la lente de la cámara CMS de clase III o II en lugar del centro de los retrovisores laterales.

El contorno se define por la proyección en el suelo de la forma exterior del vehículo a lo largo de la cual puede desplazarse el objeto de ensayo definido en el anexo 9 del presente Reglamento (un cilindro de 300 mm de diámetro). No se tienen en cuenta las pequeñas irregularidades de la forma externa.

Figura 4

Campo de detección

 

Imagen: 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

 

 

15.3.1.

Cuando se realice el ensayo con el método descrito en el anexo 12, el requisito relativo al campo de detección se considerará satisfecho si se facilita al conductor la información que figura en el punto 17.2.
 

15.4.

Dispositivos de visión o detección delantera y lateral
 

15.4.1.

Activación
 

15.4.1.1.

El SCVDL y el sistema de detección deberán poder activarse fácilmente cuando esté metida la marcha.
 

15.4.1.2.

Un sistema de cámaras para la visión delantera y lateral o un sistema de detección cuyo rango de percepción no permita el seguimiento simultáneo de todo el campo de percepción requerido deberá poder adaptar dicho rango en función de las acciones del conductor, a fin de proporcionarle información sobre el área de interés para él.

Deberá ser posible activar fácilmente el sistema de cámara de visión delantera y lateral y el sistema de detección. Si la combinación de estos dispositivos no permite el seguimiento de todo el campo de percepción requerido, proporcionará al conductor, como mínimo, información sobre la zona de interés para él.

 

15.4.2.

Posición
 

15.4.2.1.

Los dispositivos de visión delantera y lateral se colocarán de tal manera que permitan al conductor, sentado en su posición normal de conducción, tener una visión clara de la carretera hacia las partes delantera y laterales del vehículo.
 

15.4.2.2.

En todo vehículo que, en el momento de la medición del campo de visión o detección, solo tenga el bastidor y el habitáculo, el fabricante deberá precisar las anchuras, alturas y longitudes mínimas y máximas recomendadas de la carrocería y, en su caso, simularlas con paneles de ensayo provisionales. Todas las configuraciones de vehículos y de dispositivos de visión o detección delantera y lateral tomadas en consideración en los ensayos deberán indicarse en el certificado de homologación de tipo de vehículo en lo referente a la instalación de los dispositivos de visión o detección delantera y lateral (véase el anexo 4). Esto incluye información relativa a un intervalo de posiciones de instalación de los dispositivos (en cuanto a longitud, anchura y altura).
 

15.4.2.3.

Los dispositivos de visión o detección delantera y lateral no deberán sobresalir del exterior de la carrocería del vehículo sensiblemente más de lo que sea necesario para respetar los campos de visión o los campos de detección.
 

15.4.2.4.

Los dispositivos de visión delantera y lateral deberán instalarse firmemente, de tal manera que no se desplacen hasta el punto de modificar de forma significativa el campo de visión o detección medido ni vibren hasta el punto de que el conductor interprete de manera errónea la naturaleza de la imagen recibida. El cableado de los dispositivos estará protegido y no será visible en la superficie del vehículo.
 

15.4.3.

Carcasa de protección de los dispositivos distintos de los retrovisores
 

15.4.3.1.

Cuando los dispositivos de visión o detección delantera y lateral estén montados en la posición recomendada por el fabricante para la conducción normal, todas las partes, independientemente de la posición de ajuste del dispositivo, incluidas las partes que permanezcan fijadas al soporte después del ensayo previsto en el punto 6.2.2 y que puedan entrar en contacto estático con una esfera bien de 165 mm de diámetro, en el caso de los dispositivos de visión o detección delantera y lateral o sus partes instalados en el interior del vehículo, o bien de 100 mm de diámetro, en el caso de los dispositivos de visión o detección delantera y lateral o sus partes instalados fuera del vehículo, tendrán un radio de curvatura «c» superior o igual a 2,5 mm.
 

15.4.3.2.

Los requisitos del punto 15.4.3.1 no serán aplicables a las partes de la superficie exterior que sobresalgan menos de 5 mm, pero los ángulos de dichas partes orientados hacia el exterior deberán carecer de filo, salvo que estas partes sobresalgan menos de 1,5 mm. Para determinar las dimensiones de los salientes, se aplicará el método siguiente:
 

15.4.3.2.1.

La dimensión del saliente de un elemento montado sobre una superficie convexa podrá determinarse bien directamente o bien por referencia al dibujo de una sección apropiada de dicho elemento instalado.
 

15.4.3.2.2.

Si la dimensión del saliente de un elemento montado sobre una superficie no convexa no pudiera determinarse por simple medición, se determinará por la variación máxima de la distancia entre el centro de una esfera de 100 mm de diámetro y la línea nominal de la superficie cuando la esfera se desplace permaneciendo constantemente en contacto con dicho elemento. La figura 7 muestra un ejemplo de cómo utilizar este método.

Figura 7

Ejemplo de medición en función de la variación máxima

 

Imagen: 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

 

 

15.4.3.3.

Las especificaciones del punto 15.4.3.1 respecto al radio no se aplicarán a los bordes de los orificios o muescas de fijación cuyo mayor diámetro o cuya mayor diagonal sea inferior a 12 mm y que carezcan de filo.
 

15.4.3.4.

En el caso de las partes del interior de los dispositivos fabricadas con material cuya dureza Shore A sea inferior a 50 y que estén montadas en un soporte rígido, las especificaciones de los puntos 15.4.3.1 se aplicarán únicamente a dicho soporte.
 

15.4.3.5.

Los requisitos del punto 15.4.3.1 no se aplicarán a los dispositivos si su borde inferior está montado, como mínimo, a 2 m por encima del suelo cuando el vehículo está sometido a una carga correspondiente a su masa máxima técnicamente admisible.
 

15.4.3.6.

Los dispositivos homologados por el Reglamento n.o 26 o el Reglamento n.o 61 de las Naciones Unidas quedarán exentos de los requisitos del punto 15.4.3 del presente Reglamento.
 

15.5.

Exención relativa a los ángulos muertos

La amplitud del ángulo muerto que sea creado por el montante A o por el retrovisor exterior y cumpla las condiciones descritas en el anexo 11 del presente Reglamento queda excluida del campo de visión o detección.

16.   Requisitos para el sistema de cámaras de visión delantera y lateral

 

16.1.

Activación del sistema

El vehículo estará equipado con medios específicos para que el conductor active y desactive el sistema.

Si no puede garantizarse un funcionamiento adecuado, el sistema o bien se apagará automáticamente o bien podrá ser desactivado manualmente por el conductor.

 

16.2.

Visión por defecto

En modo de visión por defecto, el SCVDL mostrará, como mínimo, la parte del campo de visión descrita en el punto 15.2.

Cuando el conductor active el sistema de cámara para la visión delantera y lateral, dicho sistema mostrará por defecto las vistas de la parte delantera o de los lados del vehículo.

 

16.2.1.

Ajuste de la luminancia y el contraste

Si es posible realizar un ajuste manual, el manual de utilización ofrecerá información sobre cómo cambiar la luminancia o el contraste.

 

16.2.2.

Requisitos de superposición dentro del campo de visión requerido

Solo podrá superponerse en las imágenes la información visual sobre la conducción o la seguridad relativa a los lados y la parte delantera del vehículo. No se permitirán superposiciones con otros fines de información en el campo de visión requerido.

 

16.3.

Ajuste de la visión

Las imágenes de las vistas delantera y laterales podrán ser ajustadas automáticamente por el sistema de cámara o manualmente por el conductor.

 

16.4.

Disponibilidad operativa (disponibilidad del sistema)

El conductor debe ser informado de la desactivación del sistema (por ejemplo, del fallo del SCVDL mediante una señal de advertencia, información en la pantalla, pantalla en negro, o ausencia del indicador de situación). La información facilitada al conductor deberá explicarse en el manual de utilización.

 

16.5.

Monitor dentro del vehículo

El monitor será visible sin ninguna obstrucción desde el punto de referencia ocular. Será aceptable un ensayo virtual.

 

16.5.1.

Se reducirá al mínimo la obstrucción de la visión directa del conductor causada por la instalación de un dispositivo de visión indirecta.
 

16.6.

Los vehículos podrán estar equipados con dispositivos de visión indirecta adicionales.
 

16.7.

No obstante lo dispuesto anteriormente, cualquier otro diseño deberá demostrarse a satisfacción del servicio técnico en el marco del concepto de seguridad establecido en las disposiciones anteriores.
 

16.8.

La eficacia del SCVDL no deberá verse afectada por campos magnéticos o eléctricos. Ello se demostrará mediante el cumplimiento de los requisitos técnicos y las disposiciones transitorias del Reglamento n.o 10 de las Naciones Unidas, serie 05 de enmiendas, o de cualquier otra serie posterior de enmiendas.

17.   Requisitos relativos a los sistemas de detección

 

17.1.

Activación del sistema

El vehículo estará equipado con medios específicos para que el conductor active y desactive el sistema.

Si no puede garantizarse un funcionamiento adecuado, el sistema o bien se apagará automáticamente o bien podrá ser desactivado manualmente por el conductor.

 

17.2.

Interfaz del conductor y estrategia de presentación de la información
 

17.2.1.

El sistema contará con al menos dos tipos de señal de aviso al conductor de entre los tres tipos posibles (acústica, óptica y táctil).
 

17.2.1.1.

Siempre que una de las señales de aviso permanezca activada, el conductor podrá desactivar las demás.
 

17.2.2.

Información acústica

Si el conductor ha activado previamente el sistema, cuando se detecte un objeto en una zona horizontal situada delante o a los lados del vehículo, como se describe en el anexo 12, punto 1.3, se emitirá una señal acústica.

 

17.2.3.

Duración de la señalización

La señalización de un objeto durará mientras se detecte dicho objeto y concluirá cuando el objeto deje de detectarse o cuando se desactive el sistema.

La señal acústica podrá suspenderse automática y temporalmente después de cierto tiempo, siempre que el sistema permanezca activado.

 

17.2.4.

Información óptica

En el caso de que la información óptica se visualice en un espacio común utilizado para otra información, como el cuadro de instrumentos u otros cuadros, se permite la superposición, que deberá cumplir los requisitos de superposición del sistema de cámara que figuran en el punto 16.2.2 del presente Reglamento de las Naciones Unidas.

 

17.2.5.

Disponibilidad operativa (disponibilidad del sistema)

El conductor debe ser informado de la desactivación del sistema (por ejemplo, del fallo del sistema de detección mediante una señal de advertencia, información en la pantalla, pantalla en negro, o ausencia del indicador de situación). La información facilitada al conductor deberá explicarse en el manual de utilización.

 

17.3

La eficacia del sistema de detección no deberá verse mermada a causa de interferencias producidas por campos magnéticos o eléctricos. Ello se demostrará mediante el cumplimiento de los requisitos técnicos y las disposiciones transitorias del Reglamento n.o 10 de las Naciones Unidas, serie 05 de enmiendas, o de cualquier otra serie posterior de enmiendas.

18.   Modificaciones del tipo de vehículo y extensión de las homologaciones

 

18.1.

Toda modificación del tipo de vehículo deberá notificarse a la autoridad de homologación de tipo que lo homologó. En tal caso, la autoridad de homologación de tipo podrá:

a)

decidir, en consulta con el fabricante, que debe concederse una nueva homologación de tipo; o

b)

aplicar el procedimiento descrito en el punto 18.1.1 (Revisión) y, en su caso, el procedimiento descrito en el punto 18.1.2 (Extensión).

 

18.1.1.

Revisión

Cuando hayan cambiado los datos registrados en la documentación y la autoridad de homologación de tipo considere improbable que las modificaciones realizadas tengan consecuencias negativas apreciables y que, en cualquier caso, el vehículo sigue cumpliendo los requisitos correspondientes, la modificación será considerada una «revisión».

En estos casos, la autoridad de homologación de tipo deberá expedir las páginas revisadas de la documentación, según proceda, señalando claramente en cada página revisada qué tipo de cambio se ha producido y en qué fecha tuvo lugar la nueva emisión. Se considerará cumplido este requisito mediante una copia consolidada y actualizada de la documentación que lleve adjunta una descripción detallada de los cambios.

 

18.1.2.

Extensión

La modificación se considerará una «extensión» si, además del cambio de los datos registrados en la documentación,

a)

deben realizarse nuevas inspecciones o nuevos ensayos; o

b)

ha cambiado cualquier información de la notificación (a excepción de sus documentos adjuntos); o

c)

se pide la homologación conforme a una serie posterior de enmiendas después de su entrada en vigor.

 

18.2.

La confirmación o denegación de la homologación, especificando las modificaciones, se comunicará a las Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante un formulario conforme al modelo recogido en el anexo 4 del presente Reglamento. Además, el índice del expediente de homologación, que debe adjuntarse a la notificación, se modificará en consecuencia para que conste la fecha de la extensión o revisión más reciente.
 

18.3.

La autoridad de homologación de tipo que otorgue la extensión de la homologación asignará un número de serie a cada formulario de comunicación emitido en relación con dicha extensión.

19.   Conformidad de la producción

 

19.1.

El procedimiento de conformidad de la producción se ajustará a los establecidos en la ficha 1 del Acuerdo (E/ECE/324-E/ECE/TRANS/505/Rev.3).
 

19.2.

Todo vehículo homologado con arreglo al presente Reglamento será fabricado de conformidad con el tipo homologado cumpliendo las prescripciones expuestas en el punto 15 y, cuando proceda, en los puntos 16 y 17.

20.   Sanciones por falta de conformidad de la producción

 

20.1.

La homologación concedida a un tipo de vehículo con arreglo al presente Reglamento podrá retirarse si no se cumple el requisito establecido en el punto 19.1 o si el vehículo no supera los controles que se establecen en el punto 19.2.
 

20.2.

Si una Parte del Acuerdo que aplica el presente Reglamento retira una homologación anteriormente concedida, lo notificará inmediatamente a las demás Partes contratantes que apliquen el presente Reglamento mediante una copia del formulario de homologación, que llevará al final, en letras grandes, la siguiente anotación firmada y fechada: «HOMOLOGACIÓN RETIRADA».

21.   Cese definitivo de la producción

Si el titular de una homologación cesa por completo de fabricar un tipo de vehículo homologado con arreglo al presente Reglamento, informará de ello a la autoridad de homologación de tipo que concedió la homologación. Tras la recepción de la correspondiente notificación, la autoridad informará de ello a las demás Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante una copia del formulario de homologación al final del cual figurará en grandes caracteres la indicación firmada y fechada «CESE DE PRODUCCIÓN».

22.   Nombres y direcciones 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 los nombres y las direcciones de los servicios técnicos encargados de la realización de los ensayos de homologación y de las autoridades de homologación de tipo que concedan la homologación y a los cuales deberán enviarse los certificados de concesión, extensión, denegación o retirada de la homologación expedidos en otros países.

23.   Disposiciones transitorias

 

23.1.

A partir de la fecha oficial de entrada en vigor de la serie 01 de enmiendas del presente Reglamento, ninguna Parte contratante que lo aplique denegará la concesión de homologaciones de tipo con arreglo a él, en su versión modificada por la serie 01 de enmiendas, ni se negará a aceptarlas.
 

23.2.

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

23.3.

Hasta el 1 de septiembre de 2027, las Partes contratantes que apliquen el presente Reglamento aceptarán homologaciones de tipo conformes con las series de enmiendas anteriores, que se hayan expedido por primera vez antes del 1 de septiembre de 2026.
 

23.4.

A partir del 1 de septiembre de 2027, las Partes contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo expedidas con arreglo a las series anteriores de enmiendas del presente Reglamento.
 

23.5.

No obstante lo dispuesto en el punto 23.4, las Partes contratantes que apliquen el presente Reglamento seguirán aceptando las homologaciones de tipo expedidas con arreglo a las series de enmiendas anteriores del presente Reglamento en el caso de vehículos y dispositivos de visión delantera y lateral a los que no afecten los cambios introducidos por la serie 01 de enmiendas.
 

23.6.

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

23.7.

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.7, https://unece.org/transport/vehicle-regulations/wp29/resolutions.

(2)  Los números distintivos de las Partes contratantes en el 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.7 - https://unece.org/transport/vehicle-regulations/wp29/resolutions.

ANEXO 1
Ficha de características para la homologación de tipo de un dispositivo de visión delantera y lateral

La información que figura a continuación, cuando proceda, deberá presentarse por triplicado e ir acompañada de un índice de contenidos.

Los dibujos, en su caso, se entregarán a la escala adecuada, suficientemente detallados y en tamaño A4 o doblados de forma que se ajusten a dicho tamaño.

Si se presentan fotografías, deberán ser suficientemente detalladas.

1.   

Marca (nombre comercial del fabricante): …

2.   

Tipo y descripciones comerciales generales: …

3.   

Medio de identificación del tipo de dispositivo, si se indica en este: …

4.   

Categoría de vehículo al que va destinado el dispositivo: …

5.   

Nombre y dirección del fabricante: …

6.   

Emplazamiento y método de fijación de la marca de homologación para los retrovisores delantero y laterales de proximidad: …

6.1.   

Otro medio de identificación que permita establecer una vinculación con la marca de homologación para los retrovisores delantero y laterales de proximidad: …

7.   

Direcciones de las plantas de montaje: …

8.   

Espejos retrovisores (especifíquese para cada uno de ellos): …

8.1.   

Variante …

8.2.   

Dibujos para la identificación del retrovisor: …

8.3.   

Indicación detallada del método de fijación: …

ANEXO 2
Ficha de características para la homologación de tipo de un vehículo en el que se vaya a instalar un dispositivo de visión o detección delantera y lateral

La información que figura a continuación deberá presentarse, si procede, por triplicado e ir acompañada de un índice de contenidos.

Los dibujos, en su caso, se entregarán a la escala adecuada, suficientemente detallados y en tamaño A4 o doblados de forma que se ajusten a dicho tamaño.

Si se presentan fotografías, deberán ser suficientemente detalladas.

Información general

 

1.

Marca (nombre comercial del fabricante): …
 

2.

Tipo y descripciones comerciales generales: …
 

3.

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

4.

Emplazamiento de esa marca: …
 

5.

Categoría del vehículo: …
 

6.

Nombre y dirección del fabricante: …
 

7.

Direcciones de las plantas de montaje: …

Características generales de fabricación del vehículo

 

8.

Fotografías o dibujos de un vehículo representativo: …
 

9.

Posición de conducción: izquierda/derecha (1)
 

9.1.

Vehículo equipado para circular por la derecha/izquierda (1)
 

10.

Gama de dimensiones (generales) del vehículo: …
 

10.1

Del bastidor sin carrocería …
 

10.1.1.

Ancho:3
 

10.1.1.1.

Anchura máxima admisible: …
 

10.1.1.2.

Anchura mínima admisible: …
 

10.1.2.

Longitud: …
 

10.1.2.1.

Longitud máxima admisible: …
 

10.1.2.2.

Longitud mínima admisible: …
 

10.1.3.

Altura: …
 

10.1.3.1.

Altura máxima admisible: …
 

10.1.3.2.

Altura mínima admisible: …
 

10.2.

Para bastidor con carrocería: …
 

10.2.1.

Anchura: (2)
 

10.2.2.

Longitud …
 

10.2.3.

Altura …
 

11.

Carrocería
 

11.1.

Dispositivo de visión o detección delantera y lateral Visión directa, dispositivos homologados con arreglo al Reglamento n.o 46 de las Naciones Unidas, retrovisores delantero o laterales de proximidad conformes con el presente Reglamento, SCVDL conforme con el presente Reglamento, sistema de detección conforme con el presente Reglamento.
 

11.1.1.

Visión directa,
 

11.1.1.1.

Dibujos/fotografías que muestren la visión directa respecto a la estructura del vehículo:
 

11.1.2.

Dispositivos homologados con arreglo al Reglamento n.o 46 de las Naciones Unidas,
 

11.1.2.1.

Números de homologación de tipo de los dispositivos homologados con arreglo al Reglamento n.o 46 de las Naciones Unidas,
 

11.1.2.2.

Clases de retrovisores y de dispositivos de visión indirecta (I, II, III, IV, V, VI)2,
 

11.1.2.3.

Dibujos que muestren la posición del dispositivo respecto a la estructura del vehículo:
 

11.1.3.

Retrovisores de visión delantera y lateral de proximidad que cumplan lo dispuesto en el presente Reglamento;
 

11.1.3.1.

Dibujos que muestren las posiciones del retrovisor respecto a la estructura del vehículo:
 

11.1.3.2.

Información detallada del sistema de fijación al vehículo, incluida la parte de la estructura a la que esté fijado:
 

11.1.3.3.

Equipos opcionales que puedan afectar al campo de visión delantera y lateral:
 

11.1.3.4.

Descripción sucinta de los componentes electrónicos (en su caso) del dispositivo de ajuste:
 

11.1.4.

SCVDL conforme con el presente Reglamento.
 

11.1.4.1.

Dibujos/fotografías que muestren las posiciones de la cámara o las cámaras respecto a la estructura del vehículo:
 

11.1.4.2.

Dibujos/fotografías que muestren la disposición del monitor o los monitores, incluidas las piezas interiores adyacentes:
 

11.1.4.3.

Dibujos/fotografías que muestren la visión del conductor en el monitor o los monitores:
 

11.1.4.4.

Dibujos/fotografías que muestren la configuración y la imagen del monitor correspondientes al campo de visión requerido:
 

11.1.4.5.

Información detallada del sistema de fijación del SCVDL, incluida la parte de la estructura del vehículo a la que esté fijado:
 

11.1.4.6.

Equipos opcionales que puedan afectar al campo de visión delantera y lateral:
 

11.1.4.7.

Descripción sucinta de los componentes electrónicos (en su caso) del dispositivo de ajuste:
 

11.1.4.8.

Especificación técnica y manual de utilización del SCVDL:
 

11.1.5.

Sistema de detección que cumpla el presente Reglamento.
 

11.1.5.1.

Dibujos/fotografías que muestren las posiciones del sensor o los sensores respecto a la estructura del vehículo:
 

11.1.5.2.

Señal de información: acústica, óptica, táctil.
 

11.1.5.3.

Especificación técnica y manual de utilización del sistema de detección:
 

12.

Dispositivos que se presentan para su homologación con arreglo al presente Reglamento:

(1)  Táchese lo que no proceda.

(2)  Por «anchura global» del vehículo se entenderá la dimensión medida con arreglo a la norma ISO 612-1978, punto 6.2. En el caso de los vehículos que no sean de la categoría M1, además de las disposiciones de dicha norma, al medir la anchura del vehículo no deberán tenerse en cuenta los dispositivos siguientes:

a)

precintos de aduana y dispositivos para protegerlos;

b)

dispositivos para sujetar la lona y para protegerla;

c)

indicadores de defecto de los neumáticos;

d)

partes salientes flexibles de un sistema antiproyección;

e)

dispositivos de alumbrado;

f)

en el caso de los autobuses, rampas de acceso en orden de marcha, plataformas elevadoras y equipos similares en orden de marcha, siempre que no sobresalgan más de 10 mm de los lados del vehículo y que los ángulos de las rampas orientados hacia delante o hacia atrás estén redondeados con un radio superior o igual a 5 mm; los bordes deben estar redondeados con una curvatura de un radio mínimo de 2,5 mm;

g)

dispositivos de visión indirecta;

h)

indicadores de presión de los neumáticos;

i)

escalones escamoteables;

j)

la parte presionada del neumático inmediatamente superior al punto de contacto con el suelo.

ANEXO 3
Notificación relativa a la concesión o a la denegación, la extensión o la retirada de la homologación o al cese definitivo de la producción de un tipo de dispositivo (unidad técnica independiente) de visión delantera y lateral

[Formato máximo: A4 (210 × 297 mm)]

 

Imagen: 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M1DTqDpFb5D6wbnbQIUxPNuSUABK/8w29u9S7WbHBrqY3p9qi3HusxxmyXdHm0kbnkQ4SPJuEeg7jfwJrSZtaXEJWhQUlQ3BB3BFBXL3Qb5E2f0g3We2x8K2BynGrBlNuFuyK0Q7rECwsMymgtAUOw7Hvry/vMaU/2fY59BRQZTdfD6qdfD6q1Z95jSn+z7HPoKKe8xpT/AGfY59BRQZTdfD6qdfD6q1Z95jSn+z7HPoKKe8xpT/Z9jn0FFBlN18Pqp18PqrVn3mNKf7Psc+gop7zGlP8AZ9jn0FFBDvucnyS3zp/72r/hbq0FdPimLY7ikFyDjdlg2mM655VbURkNpUvYDmIHfsB81dxQKg3jI1EyjTfArbdsVlsxpT84MuKcZDgKeUnbY1OVdNlmK45lkJuFktlg3aM0vyiGpbIcSlXiAe+ggvgs1VzHUyNkLmWTGJJhLaDHkmA3y8wO/Z29lT1lsx+34tdZ0VQS/HhuutkjcBSUEjp6xXDxHDMUxFMhOM4/brQJBBeERgN8+3Zvt213cphmVGdjSGkusuoKHEKG4UkjYg+jagpJw6cQ2p2Zau2XHb7dIj1vlLUHUoiJSVAJ37R2Vd+vHWDS3TuwXRi6WXDLJAmsfzT7ERKFo9RFexoKLa7cRmqWK6uZBjtmusNqBDleTYSqIlRSnYd57aupiM1+4YnarhLWkvyITTzqgNgVKQCTXQ3rSrTi9XORc7rhNimzZCud596IlS1nxJ768TxW6iW/TPSOVAt74iXW4RzCtjTPQtDblKxt2BI7PTQU24xM/bz3WSY5DUlVvtKP4PiqSdwsJUSpXtUT7Nq+/BViLuU672mQprnhWcKnySU7j4IIQPasp+Y1Ci1KccUtSipSiSSe0mtHeCfTX7htK2rtcIyEXi/BMt1W3wkMkbtI39R5tvFVBPNKUoFQTxjaRo1FwJV2trR/h+ytrdjcoG7zfaps/aPTU7UPWgxp+EhfelQPtBrQbgo1kYzLEGcOvclKb9aWghtS1/ClMg9D17VAbA+gCoV42NEF4leXs+x1hAsM94CWyjtjPq3O+34itvYarnjF6uGOZBBvlrfUxMhPpeaWk7dUnfb1HsoNhqVFnDvrLZNWcbL0f+S3iGlInxFbDZRHxkeKTt7KlOgUpSgUpSgUpSgUpSgUpSgUpSgUpXwuEuNb4L86Y8hiNHbU464s7JQlI3JPsoONkd5t2PWSXebtKbiwojZcdcWdgAB9tZdcQGpU/U/USbfH1KTBbWpq3sE9GmQfg+09pqRuL/XhrUme1jeNqdRjsF0rU4ocplODpzbfiju+eoOw3HLrluTwMdskfy8+c8GmU9gBPeT3AdpNBJfClpM7qfqC2JrbibDbCl+c4B0Xsd0tAnvV3+itMo7LUdhthhCW2m0hCEpHRKQNgB7K8JoLptb9LtPYuORCHZKj5ec+P6V4gBR9XQAegV76gUpSgUpSg67JbJbMjsUuyXmI3Lgy2y280sdCD+2s3OJrRK66W5S89BiypOLyFc0OWQVeT3/o3FAbAg77b9orTSutyex2zJLDMsl4ityoMtpTTraxuCCNtx4EdxoMmcBzDIMHyOPf8cnLiTGT2jqlY/FUO8eitDeHbiAxvUy0R4VwkxrZkyEhL8NawhLyvxmtz1B8O2qkcSPDvftMZC7zaiu6406tRS8hJLkUdyXR9ih06dag+FKkQpbUyI+4xIZWFtuNq2UhQ6gg9xoNkqVSPQri9etcFqy6kx5U9KCEtXOOlJcSn/qJJHN6x1q4mI5RYMts7N3x26xrjDdSFBbKwSncb7KHak+g0HcUpSgUpSgUpSgUpSgUoSANydgKhXWjiRwLTpxduQ8u+XgJO0WEpKktq7vKL32HXuG5oJXyW/2bGrQ9dr7co1vhMjdTr7gQPUN+0+gdaoJxN8SN4z2VNxnGXPMcXC+TnSCHZYHeo79E/wB2o11j1czDVG6+c5BNKYbat48Fo7Ms+od59Jry+HY1esuyGJYbDBdmTpTgQhCBuE7nbmUe5I7zQcK026fdrizbrZDfmS31BDTLKCtaifACtE+FPQe3abWOPkF4ZL2VTGAXyvYpig9fJo9Pie+v3wxcPkDStld4vD7FyyR9HIp5CSW46e3lb3G+/iqp3oFKUoFKUoFKUoFKUoPlMjR5kVyLLYbfYdSUrbcSFJUD3EGqma/8JEC4IlZBprtDl/CdctS1fxbp7dmifinwHZVuKUGPuVY1kGK3NVsyOzzbVMA38lKZKFEeI37R6RXMwbNsqwi6pueL3uVbZA6Etq+CoeCknoR6xWqGoGBYlnlrNuyqyRbi0AQhS07ON+lKx1SfUaqhqRwWTG1yZuB5I2+gkqat9wRyqA/FDoOx9ooOr054z8lgBMfN7JHvDfN1kxAGHQP8PxT9VWGw/iX0hyJlJOTs2l4gczVxSWdj4cx6Gs+880wzzCJamMkxq4Q0jch4NFbSh4hadxtXj+o76DXmyZniN8QlVnyezTwroPN5ra/sNd6FJPYoH21jY2880d23Vo/wqIrtoWV5PCTyxMhujA8G5Sx+2g193HiK4824QILflZs2NGR+M66lA+cmsknc6zN1PI5lV6WnwM1w/trqZl0ucxfPLuEp9Xi46pX2mg1PvusulllSvz/PLAlSN90NzEuL38OVJJ3qGtQuMrDLWlTGI2qZfZGx2ddHkGQfb8I+yqFbnffc71ybdb59ykCPb4ciW8exthsuKPsFBKuo/Edqlm8R63y72m3W509Y0BoNbjwKx8Ij27VESlLcWVKUpalHqSdyTU9abcKWp2VLQ9dozWMwVDfys7q56Nmknfr6SKtHo5wu4Bgimp91b+6a8IUFJkS2wGmyPxGtyB6zuaCpOifDnneoc9l6Zb5Nhsakhap8tkp8onwbSeqifHsq+ekOk2G6Y2gQ8ctyRJWkecTXvhPPHxKj2D0DpXu0pCQAkAAdgAr+0ClKUClKUClKUClKUClKUClKUClKUHzkMMyGVMvtNutqGykLSFJPrBrxGTaPaX5G2UXXBbGsk7lxmKllw/52+U/XSlBE2a8JukhiyJUFi9W1SEFSUR53MkH/AOxKj9dVszjSPGrJJU3El3VYBI/jHkH7EClKDzVswGzSZSWnH5wSTt8FxO/+2p00q4adP8jHlLlNyAgDflblNpB//PelKCdsW4adGrGpt5vEWp7yfw5763wfWlR5fqqS7FjON2IbWSwWq2dNv5JDba/2gUpQdvSlKBSlKBSlKBSlKBSlKD//2Q==

 

 (1)

expedida por:

nombre de la administración:

(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones de los Reglamento relativas a la homologación).

 

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

(2)  Táchese lo que no proceda.

de un tipo de dispositivo (unidad técnica independiente) de visión delantera y lateral con arreglo al Reglamento n.o 166 de las Naciones Unidas.

n.o de homologación: …

n.o de extensión: …

1.   

Denominación comercial o marca del dispositivo: …

2.   

Denominación del tipo de dispositivo utilizada por el fabricante: …

3.   

Nombre y dirección del fabricante: …

4.   

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

5.   

Presentado a la homologación el: …

6.   

Servicio técnico encargado de realizar los ensayos de homologación: …

7.   

Fecha del informe emitido por ese servicio …

8.   

Número de informes emitidos por ese servicio …

9.   

Breve descripción …

Identificación del dispositivo: retrovisor, SCVDL, otro dispositivo de visión delantera y lateral de proximidad (2)

10.   

Emplazamiento de la marca de homologación: …

11.   

Motivos de la extensión (si procede): …

12.   

Homologación concedida/denegada/extendida/retirada: (2)

13.   

Lugar: …

14.   

Fecha: …

15.   

Firma: …

16.   

Se adjunta a esta comunicación la lista de documentos depositados ante la autoridad de homologación de tipo que ha concedido la homologación, los cuales pueden obtenerse previa solicitud.

(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones de los Reglamento relativas a la homologación).

(2)  Táchese lo que no proceda.

ANEXO 4
Notificación relativa a la concesión o a la denegación, la extensión o la retirada de la homologación o al cese definitivo de la producción de un tipo de vehículo con respecto a un dispositivo de visión o detección delantera y lateral

[Formato máximo: A4 (210 × 297 mm)]

 

Imagen: 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

 

 (1)

expedida por:

nombre de la administración:

(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones sobre homologación que figuran en el Reglamento).

 

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

(2)  Táchese lo que no proceda.

de un tipo de vehículo respecto a un dispositivo de visión delantera y lateral con arreglo al Reglamento n.o 166 de las Naciones Unidas.

Número de homologación: …

N.o de extensión: …

1.   

Marca (nombre comercial del fabricante): …

2.   

Tipo y descripciones comerciales generales: …

3.   

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

3.1.   

Emplazamiento de esa marca: …

4.   

Categoría del vehículo: (M1, N1(2)

5.   

Nombre y dirección del fabricante: …

6.   

Direcciones de las plantas de producción: …

7.   

Información adicional: (cuando proceda). Véase el apéndice

8.   

Servicio técnico encargado de realizar los ensayos: …

9.   

Fecha del acta de ensayo: …

10.   

Número del acta de ensayo: …

11.   

Observaciones: (en su caso). Véase el apéndice

12.   

Lugar: …

13.   

Fecha: …

14.   

Firma: …

15.   

Se adjunta el índice del expediente de homologación en posesión de la autoridad de homologación de tipo, que puede obtenerse previa solicitud.

(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones sobre homologación que figuran en el Reglamento).

(2)  Táchese lo que no proceda.

Anexo 4. Apéndice
Apéndice del formulario de comunicación de homologación n.o ……… referente a la homologación de tipo de un vehículo respecto a los dispositivos de visión y detección delantera y lateral con arreglo al Reglamento n.o 166 de las Naciones Unidas.

1.   

Denominación comercial o marca de un dispositivo de visión o detección delantera y lateral y número de homologación (si procede): …

2.   

Dispositivo de visión o detección delantera y lateral Visión directa, dispositivos homologados con arreglo al Reglamento n.o 46 de las Naciones Unidas, retrovisor de visión delantera y lateral de proximidad conforme con el presente Reglamento, SCVDL conforme con el presente Reglamento, sistema de detección conforme con el presente Reglamento.1

3.   

Extensión de la homologación de tipo del vehículo para incluir los medios de visión o detección lateral siguientes …

4.   

Datos que permitan identificar el punto R del asiento del conductor: …

5.   

Anchura, longitud y altura máximas y mínimas de la carrocería para las que se han homologado los dispositivos de visión o detección delantera y lateral …

6.   

Se adjuntan a este certificado los siguientes documentos, que llevan el número de homologación de tipo indicado anteriormente (si procede): …

a)

dibujos que indican el montaje o los dispositivos de visión o detección delantera y lateral …

b)

dibujos y planos que indican la posición de instalación y las características de la parte de la estructura a la que van fijados los dispositivos de visión o detección delantera y lateral …

c)

dibujos y planos que indican los obstáculos visuales que afectan a la visión delantera y lateral, por ejemplo, el acondicionamiento interior, el acristalamiento, etc.

7.   

Observaciones: (por ejemplo, válido para circular por la derecha/izquierda1) …

ANEXO 5
Disposición de la marca de homologación de un dispositivo de visión delantera y lateral

(véase el punto 5.4 del Reglamento)

 

Imagen: 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

 

a = 5 mm mín.

Esta marca de homologación colocada en un dispositivo de visión delantera y lateral indica que el dispositivo en cuestión es un dispositivo de visión delantera y lateral de proximidad que ha sido homologado en Japón (E 43) con arreglo al Reglamento n.o 166, con el número de homologación 012439. Los dos primeros dígitos del número de homologación indican que el Reglamento n.o166 ya incluía la serie 01 de enmiendas en el momento de concederse la homologación.

Nota:

El número de homologación y el símbolo adicional deben colocarse cerca del círculo, o bien encima o debajo de la letra «E» o bien a su izquierda o a su derecha. Los dígitos del número de homologación deben constar en el mismo lado respecto a la letra «E» y han de orientarse en el mismo sentido. El símbolo adicional debe estar justo enfrente del número de homologación. Deberá evitarse el uso de números romanos como números de homologación para impedir que se confundan con otros símbolos.
ANEXO 6
Método de ensayo para la determinación de la reflectividad

1.   Definiciones

 

1.1.

Iluminante normalizado A de la CIE: (1) iluminante colorimétrico que se ajuste al cuerpo negro a T68 = 2 855,6 K.
 

1.1.2.

Fuente normalizada CIE A (1): lámpara de filamento de wolframio de atmósfera gaseosa que funcione a una temperatura de color correlacionada de T68 = 2 855,6 K.
 

1.1.3.

Observador colorimétrico patrón CIE 1931 (1): receptor de radiación, cuyas características colorimétricas corresponden a los valores triestímulo espectrales Imagen: 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, Imagen: 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, Imagen: 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(véase el cuadro).
 

1.1.4.

Valores triestímulo espectrales CIE1: valores triestímulo de los componentes espectrales en un espectro equienergético del sistema CIE (XYZ).
 

1.1.5.

Visión fotópica:1 visión del ojo normal cuando se adapta a niveles de luminancia de al menos varias cd/m2.

2.   Instrumental

 

2.1.

Información general

El instrumental constará de una fuente de luz, un soporte para la muestra de ensayo, una célula fotoeléctrica y un indicador (véase la figura 1), así como los medios necesarios para suprimir los efectos de la luz ajena.

El receptor podrá llevar una esfera de Ulbricht para facilitar la medición de la reflectancia del coeficiente de reflexión de los retrovisores no planos (convexos) (véase la figura 2).

 

2.2.

Características espectrales de la fuente de luz y del receptor

La fuente de luz deberá ser una fuente normalizada A de la CIE asociada a un sistema óptico que permita obtener un haz de rayos luminosos casi paralelos. Se aconseja tener un estabilizador de tensión para mantener una tensión fija de la lámpara durante todo el funcionamiento de los aparatos.

El receptor deberá contar con una célula fotoeléctrica cuya respuesta espectral sea proporcional a la función de luminosidad fotópica del observador colorimétrico patrón de la CIE (1931) (véase el cuadro). Podrá adoptarse también cualquier otra combinación de iluminante-filtro-receptor que equivalga globalmente al iluminante normalizado A de la CIE y la visión fotópica. Si el receptor tiene una esfera de Ulbricht, la superficie interior de la esfera deberá estar cubierta por una capa de pintura blanca mate (difusiva) y no espectralmente selectiva.

 

2.3.

Condiciones geométricas

El haz de rayos incidentes (θ) deberá, a ser posible, formar un ángulo de 0,44 ± 0,09 radianes (25 ± 5°) con la perpendicular a la superficie de ensayo; dicho ángulo no deberá superar el límite superior de tolerancia (es decir, 0,53 radianes o 30°). El eje del receptor deberá formar con dicha perpendicular un ángulo (θ) igual al del haz de rayos incidentes (véase la figura 1). A su llegada a la superficie de ensayo, el haz incidente deberá tener un diámetro mínimo de 13 mm (0,5 pulgadas). El haz reflejado no deberá ser mayor que la superficie sensible de la célula fotoeléctrica, no deberá cubrir menos del 50 % de dicha superficie y deberá cubrir, en la medida de lo posible, la misma porción de superficie que el haz utilizado para calibrar el instrumento.

Si el receptor tuviera una esfera de Ulbricht, esta deberá tener un diámetro mínimo de 127 mm (5 pulgadas). Las aberturas practicadas en la pared de la esfera para la muestra y el haz incidente deberán tener la suficiente dimensión para dejar pasar totalmente los haces luminosos incidente y reflejado. La célula fotoeléctrica deberá colocarse de tal manera que no reciba directamente la luz del haz incidente ni del haz reflejado.

 

2.4.

Características eléctricas del conjunto célula fotoeléctrica-indicador

La potencia de la célula fotoeléctrica leída en el indicador deberá ser una función lineal de la intensidad luminosa de la superficie fotosensible. Deberán proporcionarse medios (eléctricos u ópticos) para facilitar la reposición a cero y los ajustes de calibración. Estos medios no afectarán a la linealidad ni a las características espectrales del instrumento. La precisión del conjunto receptor-indicador deberá ser de ± 2 % de la escala total o ± 10 % del valor medido, atendiendo al menor de estos dos valores.

 

2.5.

Soporte de la muestra

El mecanismo deberá permitir colocar la muestra de ensayo de tal manera que el eje del brazo de la fuente y el receptor se crucen a la altura de la superficie reflectante. Dicha superficie reflectante podrá encontrarse en el interior del retrovisor de muestra o en cualquiera de sus dos lados, según se trate de un retrovisor de primera superficie o de segunda superficie o de un retrovisor prismático del tipo «flip».

3.   Procedimiento

 

3.1.

Método de calibración directa

Cuando se trate del método de calibración directa, se utilizará como patrón de referencia el aire. Este método será aplicable a instrumentos construidos de manera que permitan una calibración al 100 % de la escala orientando el receptor directamente en el eje de la fuente de luz (véase la figura 1).

Este método permitirá, en determinados casos (para medir, por ejemplo, superficies de escasa reflectividad), tomar un punto de calibración intermedio (entre 0 y 100 % de la escala). En estos casos, será necesario intercalar en la trayectoria óptica un filtro de densidad neutra y de transmitancia conocida, y regular el sistema de calibración hasta que el indicador marque el porcentaje de transmisión correspondiente al filtro de densidad neutra. Dicho filtro se retirará antes de realizar las mediciones de la reflectividad.

 

3.2.

Método de calibración indirecta

Este método es aplicable a los instrumentos de fuente y receptor de forma geométrica fija. Será necesario un patrón de reflectancia convenientemente calibrado y mantenido. Dicho patrón será, a ser posible, un retrovisor plano cuyo coeficiente de reflectancia sea lo más próximo posible al de las muestras objeto del ensayo.

 

3.3.

Mediciones en retrovisor plano

La reflectancia de las muestras de retrovisor plano podrá medirse con ayuda de instrumentos que funcionen de acuerdo con el método de calibración directa o indirecta. El valor de reflectancia se leerá directamente en el indicador del instrumento.

 

3.4.

Mediciones en retrovisor no plano (convexo)

Para medir la reflectancia de retrovisores no planos (convexos) será necesario utilizar instrumentos que contengan una esfera de Ulbricht en el receptor (véase la figura 2). Si el indicador del instrumento da ne divisiones con un retrovisor normalizado de una reflectancia de E %, con un retrovisor de reflectancia desconocida nx divisiones corresponderán a una reflectancia de X %, de acuerdo con la fórmula siguiente:

 

Imagen: 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Figura 1

Reflectómetro tipo que muestra los montajes experimentales para los dos métodos de calibración

 

Imagen: 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

 

Figura 2

Reflectómetro tipo que incorpora una esfera de Ulbricht en el receptor

 

Imagen: 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y3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB1oi5L+W7i/mRevWovYny3cX8yL161F7EHWiLkv5buL+ZF69ai9ifLdxfzIvXrUXsQdaIuS/lu4v5kXr1qL2J8t3F/Mi9etRexB//9k=

 

4.   Valores triestímulo espectrales de la norma CIE 1931 observador colorimétrico (2)

Cuadro tomado de la publicación CIE 50 (45) (1970)

 

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*

Modificado en 1966 (de 3 a 2)

Figura 3

Ejemplo de un dispositivo para medir el factor de reflexión de los retrovisores esféricos

 

Imagen: 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C

=

Receptor

D

=

Diafragma

E

=

Ventanilla de entrada

F

=

Ventanilla de medición

L

=

Lente

M

=

Ventanilla de objetos

S

=

Fuente luminosa

(S)

=

Esfera de Ulbricht

(1)  Definiciones tomadas de la publicación CIE 50 (45), Vocabulario Electrotécnico Internacional, grupo 45: iluminación.

(2)  Cuadro abreviado. Los valores de ȳ (λ) = V (λ) se han redondeado a cuatro decimales.

ANEXO 7
Procedimiento para determinar el radio de curvatura «r» de la superficie reflectante de un retrovisor

1.   Medición

 

1.1.

Equipos

Se utiliza un «esferómetro» similar al descrito en la figura 1 del presente anexo con las distancias indicadas entre la punta del palpador de la galga para cuadrantes y las patas fijas de la barra.

 

1.2.

Puntos de medición
 

1.2.1.

Los radios principales de curvatura se medirán en tres puntos situados lo más cerca posible del tercio, de la mitad y de los dos tercios del arco de la superficie reflectante que pasa por el centro de dicha superficie y es paralelo al segmento b, o del arco que pasa por el centro de la superficie reflectante que le es perpendicular, si este último arco fuese el más largo.
 

1.2.2.

No obstante, si las dimensiones de la superficie reflectante hicieran imposible la obtención de las medidas en las direcciones establecidas en el punto 2.1.2.2.2 del presente Reglamento, los servicios técnicos encargados de los ensayos podrán realizar mediciones en dicho punto en dos direcciones perpendiculares lo más próximas posible a las anteriormente indicadas.

2.   Cálculo del radio de curvatura «r»

«r», expresado en mm, se calcula mediante la fórmula siguiente:

 

Imagen: 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

 

donde:

rp1

=

radio de curvatura del primer punto de medida;

rp2

=

radio de curvatura del segundo punto de medida;

rp3

=

radio de curvatura del tercer punto de medida.

Figura 1

Esferómetro

(todas las dimensiones están en milímetros)

 

Imagen: 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Imagen: 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ANEXO 8
Procedimiento para determinar el punto «H» y el ángulo real del torso en las plazas de asiento de los vehículos de motor (1)

Apéndice 1:   

Descripción del maniquí tridimensional del punto H (maniquí 3D-H) 1

Apéndice 2:   

Sistema de referencia tridimensional1

Apéndice 3:   

Parámetros de referencia de las plazas de asiento1

(1)  El procedimiento se describe en la adenda 6 de la Resolución Mutua n.o 1 (M.R.1) (documento ECE/TRANS/WP.29/1101/Amend.5); véase https://unece.org/transport/vehicle-regulations/wp29/resolutions.

ANEXO 9
Métodos de ensayo relativos al campo de visión delantera y lateral de proximidad

Este método se aplicará en la zona designada por el fabricante como cubierta por los medios de visión directa o indirecta (retrovisores o SCVDL).

1.   

Campo de visión

Los requisitos del campo de visión definidos en el punto 15.2 del presente Reglamento pueden someterse a ensayo en las condiciones descritas en el presente anexo.

1.1.   

Objetos de ensayo

Los objetos de ensayo serán cilindros circulares rectos de una altura de 1,0 m y un diámetro externo de 0,3 m. Véase la figura 1.

Figura 1

Objeto de ensayo

 

Imagen: 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1.2.   

Emplazamiento y orientación de los objetos de ensayo

El objeto de ensayo deberá estar en contacto con la parte delantera o los lados del vehículo en cualquier punto de una zona comprendida entre el centro del retrovisor exterior del lado del pasajero y el del retrovisor exterior del lado del conductor, y deberá ser visible en el campo de visión delantera y lateral de proximidad. En caso de que el vehículo esté equipado con un dispositivo con cámara y monitor (CMS) que cumpla el Reglamento n.o 46 de las Naciones Unidas, serie 04 de enmiendas, el fabricante considerará el mismo vehículo equipado con retrovisores laterales o utilizará los centros de la lente de la cámara CMS de clase III o II en lugar de los centros de los retrovisores laterales.

Figura 2

Emplazamiento de los objetos de ensayo

 

Imagen: 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

 

1.3   

Condiciones de ensayo

1.3.1.   

Estado de iluminación para el SCVDL

La iluminación ambiental para la realización del ensayo consistirá en luz distribuida uniformemente desde arriba y con una intensidad de entre 7 000 y 10 000 lux, medida en el centro de la superficie exterior del techo del vehículo.

A petición del fabricante, el ensayo podrá realizarse en condiciones de intensidad de iluminación ambiental más bajas.

1.3.2.   

Temperatura para el SCVDL

La temperatura en el interior del vehículo durante el ensayo será de entre 15 y 25 °C.

1.3.3.   

Condiciones del vehículo.

1.3.3.1   

Neumáticos

Los neumáticos del vehículo se ajustarán a la presión de inflado en frío recomendada por el fabricante del vehículo.

1.3.3.2.   

Carga del vehículo

El vehículo estará en orden de marcha, 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.7, punto 2.2.5.4) y, en el caso de los vehículos M1 y N1, con la masa de un pasajero en el asiento delantero (75 kg).

1.3.3.3.   

Suspensión regulable

Si el vehículo está provisto de un sistema de suspensión regulable, este deberá ajustarse en su condición más desfavorable.

1.4.   

Procedimiento de ensayo

Se someterá a ensayo la visibilidad de cada cilindro mediante barrido a través del cilindro en contacto con la parte delantera y lateral del vehículo desde el centro del retrovisor del lado del pasajero hasta el del lado del conductor.

ANEXO 10
Métodos de ajuste de la posición de los puntos oculares del conductor

1.   Compensación del ángulo de inclinación del respaldo

Las posiciones de los puntos oculares del conductor o el punto de referencia ocular se ajustarán hacia adelante/atrás o hacia arriba/abajo mediante una distancia de compensación específica definida con arreglo al respectivo ángulo de inclinación del respaldo del vehículo de ensayo, como se muestra en el cuadro 1.

Cuadro 1

Compensación del ángulo de inclinación del respaldo

Ángulo de inclinación del respaldo [°]

Distancia compensatoria

Ángulo de inclinación del respaldo [°]

Distancia compensatoria

Hacia adelante/atrás [mm]

Hacia arriba/abajo [mm]

Hacia adelante/atrás [mm]

Hacia arriba/abajo [mm]

5

– 186

28

23

–18

5

6

– 177

27

24

–9

3

7

– 167

27

25

0

0

8

– 157

27

26

9

–3

9

– 147

26

27

17

–5

10

– 137

25

28

26

–8

11

– 128

24

29

34

–11

12

– 118

23

30

43

–14

13

– 109

22

31

51

–18

14

–99

21

32

59

–21

15

–90

20

33

67

–24

16

–81

18

34

76

–28

17

–72

17

35

84

–32

18

–62

15

36

92

–35

19

–53

13

37

100

–39

20

–44

11

38

108

–43

21

–35

9

39

115

–48

22

–26

7

40

123

–52

Nota:

Símbolos utilizados en el cuadro: Hacia adelante / hacia atrás (–: hacia adelante, +: hacia atrás); Hacia arriba / hacia abajo (–: hacia abajo, +: hacia arriba)

2.   Compensación por los movimientos del conductor durante la verificación hacia adelante y hacia el lado del pasajero

Las posiciones de los puntos oculares (visión binocular) o del punto de referencia ocular podrán corregirse en función de los movimientos posteriores (adelante/atrás), laterales (derecha/izquierda) y verticales (arriba/abajo) que realice el conductor cuando compruebe, al poner en marcha el vehículo, el entorno del lado del pasajero, siempre que las correcciones se sitúen dentro de los intervalos indicados en el cuadro 2.

Los puntos oculares ajustados o el punto de referencia ocular estarán situados en un espacio tridimensional compuesto por cuatro puntos tal y como se indica a continuación: los puntos oculares del conductor definidos en el punto 12.1 o el punto de referencia ocular definido en el punto 12.2 del presente Reglamento, y los puntos oculares del conductor o la compensación del punto de referencia ocular por estiramiento que se define en el cuadro 2.

Cuadro 2

Compensación por los movimientos del conductor durante la verificación del lado del pasajero

Medidas en [mm]

Distancia compensatoria hacia adelante/atrás (+: hacia atrás, –: hacia adelante)

Distancia compensatoria lateral (+: hacia la derecha, –: hacia la izquierda)

Distancia compensatoria hacia arriba/abajo (+: hacia arriba, –: hacia abajo)

Movimiento vertical

0

–10

40

Movimiento horizontal

– 140

–15

10

Movimiento lateral

30

– 110

15

Nota:

En el cuadro, en el caso de los vehículos con volante a la derecha, por «derecha» se entenderá «izquierda» y por «izquierda» se entenderá «derecha».

3.   Compensación por los movimientos del conductor durante la verificación del lado del conductor

Las posiciones de los puntos oculares del conductor (visión binocular) o del punto de referencia ocular podrán corregirse en función de los movimientos posteriores (adelante/atrás), laterales (derecha/izquierda) y verticales (arriba/abajo) que realice el conductor cuando mire hacia afuera por la ventanilla lateral para comprobar si un usuario vulnerable de la vía pública está en la parte delantera derecha del vehículo, siempre que las correcciones se sitúen dentro de los intervalos indicados en el cuadro 3.

Los puntos oculares del conductor ajustados o el punto de referencia ocular se situarán en un espacio tridimensional compuesto por cuatro puntos tal y como se indica a continuación: los puntos oculares del conductor definidos en el punto 12.1 o el punto de referencia ocular definido en el punto 12.2 del presente Reglamento, y los puntos oculares del conductor o la compensación del punto de referencia ocular definida en el cuadro 3.

Cuadro 3

Compensación por los movimientos del conductor durante la verificación del lado del conductor

Medidas en [mm]

Distancia compensatoria hacia adelante/atrás(+: hacia atrás, –: hacia adelante)

Distancia compensatoria lateral (+: hacia la derecha, –: hacia la izquierda)

Distancia compensatoria hacia arriba/abajo (+: hacia arriba, –: hacia abajo)

Movimiento vertical

- 100

300

0

Movimiento horizontal

- 200

250

-50

Movimiento lateral máximo hacia el lado del conductor

-50

350

-50

Nota:

En el cuadro, en el caso de los vehículos con volante a la derecha, por «derecha» se entenderá «izquierda» y por «izquierda» se entenderá «derecha».
ANEXO 11
Amplitud del ángulo muerto creado por el pilar A o el retrovisor exterior.

1.   Definiciones

 

1.1.

«Punto ciego creado por el retrovisor exterior»: punto ciego creado por la estructura del vehículo que retiene o protege el retrovisor exterior y por el propio retrovisor exterior.
 

1.2.

«Ángulo muerto creado por el montante A»: ángulo muerto creado por la estructura del vehículo situada delante del punto de referencia ocular y por encima de un plano paralelo al centro del vehículo que pasa por los dos puntos compuestos por el punto de referencia ocular y el punto más bajo de la zona transparente del acristalamiento lateral a través de la cual puede verse la superficie del suelo cuando se comprueba el lado izquierdo del vehículo desde el punto de referencia ocular (letra a) (figura 1). No obstante, una ventanilla situada en una parte de la zona inferior de la puerta no se considera acristalamiento lateral.

En el caso de los vehículos con volante a la derecha, por «izquierda» se entenderá «derecha».

2.   Amplitud del ángulo muerto

La amplitud del ángulo muerto creado por el montante A o el retrovisor exterior será una superficie calculada con arreglo a la fórmula siguiente. En este caso, si hay más de un ángulo muerto, cada uno de ellos deberá calcularse mediante la fórmula.

X ≤ 0,292•L – 0,203

donde:

X (m)

:

es el límite del área excluida, es decir, la distancia entre el centro de un cilindro en contacto con el borde delantero del ángulo muerto y el centro de un cilindro en contacto con su borde trasero.

L (m)

:

está situado dentro del ángulo muerto creado por el pilar A o el retrovisor exterior. Distancia entre el borde trasero de un cilindro en contacto con el borde trasero del ángulo muerto y el borde delantero de la rueda trasera.

(Véase la figura 2).

Figura 1

(con volante a la izquierda)

 

Imagen: 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

 

Figura 2

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Imagen: 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

 

ANEXO 12
Métodos de ensayo relativos a los sistemas de detección

1.   Detección en la zona horizontal delantera y lateral

El sistema de detección deberá cumplir los requisitos del ensayo del punto 1.3.1 del presente anexo.

 

1.1.

Condiciones de ensayo

El objeto de ensayo debe ser el previsto en el punto 7.1 de la norma ISO 17386:2010. Durante el ensayo, la velocidad del viento no excederá de 1 m/s. La temperatura será de 20 ± 5 °C y la humedad del 60 ± 25 %. No deberá llover ni nevar. El ensayo se llevará a cabo en una superficie plana y seca, de asfalto u hormigón. El ensayo no se verá afectado por la reflexión de ondas sonoras o electromagnéticas de paredes, equipos auxiliares de ensayo o cualquier otro objeto del entorno.

 

1.2.

Preparación del ensayo

Se utilizará un objeto de ensayo. El fabricante seleccionará las posiciones del objeto de ensayo para garantizar su detección. El objeto se situará en las cuadrículas detectables de la zona delantera y lateral que figuran en el punto 1.3.1 del presente anexo. El vehículo de ensayo inicial estará en situación de estacionamiento. En este contexto, la situación de estacionamiento significa que la dirección está en posición neutra y se selecciona la posición P (estacionamiento) en el caso de vehículos equipados con transmisión automática, mientras que, en el caso de vehículos equipados con transmisión manual, significa que se ha seleccionado punto muerto y el freno de estacionamiento está activado.

Durante el ensayo, una persona (de 75 kg de peso) estará sentada en el asiento del conductor y, manteniendo el vehículo parado, realizará una operación que active el sistema de detección descrito por el fabricante o en el manual de instrucciones.

 

1.3.

Método de ensayo
 

1.3.1.

Campo de detección

El campo de detección se dividirá en tres zonas: delantera, esquinas y lados. Los métodos de ensayo para la parte delantera, las esquinas y los lados se especificarán en los puntos 1.3.1.1, 1.3.1.2 y 1.3.1.3.

El ensayo se llevará a cabo moviendo el objeto de ensayo en el campo de detección hasta que alcance la primera cuadrícula en la que no se detecte (véase la figura 1).

El ensayo se realizará con los objetos de ensayo instalados a intervalos de 100 mm; sin embargo, a fin de reducir el número de mediciones, el ensayo podrá realizarse con los objetos de ensayo instalados a intervalos de 200 mm y, en caso de que no haya detección en una cuadrícula, realizarse para las dos cuadrículas adyacentes.

En el caso de las zonas que se solapen entre la cuadrícula de puntos de ensayo especificada en el punto 1.3.1.2 y la cuadrícula de puntos de ensayo especificada en los puntos 1.3.1.1 o 1.3.1.3, podrá utilizarse cualquiera de los dos métodos.

Figura 1

Campo de detección

 

Imagen: 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

 

 

1.3.1.1.

Campo de detección de la zona delantera

El campo de detección de la zona delantera se muestra en la figura 2.

W_f es igual a la anchura del vehículo medida a lo largo del eje delantero.

W_test es igual a la mitad de W_f redondeada a los 100 mm más próximos y multiplicada por dos.

Delimitar la zona delantera como sigue: un rectángulo centrado sobre la línea central del vehículo, con su lado más largo perpendicular a la línea central del vehículo y tangente al extremo delantero del vehículo, con una anchura de W_test y una longitud hacia adelante de 300 mm. Trazar a continuación una cuadrícula (cuadrados de 100 mm x 100 mm) sobre el suelo de esta superficie.

Trazar una curva que siga la forma del contorno del vehículo (proyección vertical sobre el suelo, como se muestra en la figura 2) entre las dos esquinas virtuales del vehículo. La curva se fijará 200 mm por delante del contorno del vehículo. Para la parte exterior de las esquinas virtuales del vehículo, la curva se completará con secciones rectas perpendiculares al eje central del vehículo a fin de cubrir toda la anchura del vehículo (W_test). En el punto 1.3.1.2 se describe cómo se establecen las esquinas virtuales del vehículo. Colocar el centro del objeto de ensayo en la intersección de la cuadrícula más próxima en la dirección hacia adelante de la curva, en cada fila de cuadrícula paralela al eje central del vehículo.

En la vista cenital del vehículo, la primera curva seguirá la forma del parachoques delantero con respecto a la parte situada entre las dos esquinas virtuales del vehículo, pero será una línea recta perpendicular hacia adelante para la parte situada fuera de las esquinas virtuales.

Figura 2

Campo de detección de la zona delantera

 

Imagen: 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

 

 

1.3.1.2.

Campo de detección de las zonas de las esquinas del vehículo

El campo de detección de las zonas de las esquinas se muestra en la figura 3.

a)

Trazar una caja rectangular tangente a los contornos del vehículo;

b)

Trazar una línea que vaya desde cada esquina del rectángulo hasta el vehículo, cuyo ángulo sea de 45°;

c)

Las intersecciones de estas líneas y los contornos del vehículo son las esquinas virtuales del vehículo;

d)

Someter a ensayo cada uno de los objetos de ensayo, colocados en los puntos siguientes: uno a una distancia de 250 mm de una esquina virtual del vehículo a lo largo de una línea con un ángulo de 45° y otros dos cada uno de ellos a 100 mm de los puntos situados a ambos lados a lo largo de una línea que cruza perpendicularmente línea de 45°.

Repítase la operación para la otra esquina.

Figura 3

Campo de detección de las esquinas del vehículo

 

Imagen: 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

 

 

1.3.1.3.

Campo de detección de las zonas laterales

El campo de detección de las zonas laterales se muestra en la figura 4.

L_f es igual a la distancia entre el centro del retrovisor lateral y el extremo delantero del vehículo, medida paralelamente al eje central del vehículo.

L_test es el valor de L_f redondeado a los 100 mm más próximos.

Delimitar las zona laterales como sigue: dos rectángulos simétricos respecto a la línea central del vehículo, con los lados mayores paralelos a la línea central del vehículo, tangentes a los lados y al extremo delantero del vehículo, con una longitud de L_test y una anchura de 300 mm. Trazar a continuación una cuadrícula (cuadrados de 100 mm x 100 mm) sobre el suelo de esta superficie.

Trazar una curva que siga la forma del contorno del vehículo (proyección vertical sobre el suelo, como se muestra en la figura 4). La curva se fija a una distancia de 200 mm al contorno del vehículo. Para la parte exterior de las esquinas virtuales del vehículo, la curva se completará con secciones rectas perpendiculares al eje central del vehículo a fin de cubrir toda la anchura del vehículo (W_test).

Colocar el centro del objeto de ensayo en la intersección de la cuadrícula más próxima y en la dirección hacia adelante de la curva, en cada fila de cuadrícula paralela al eje central del vehículo.

En la vista cenital del vehículo, la primera curva será una línea recta paralela a la dirección hacia delante con respecto a la parte delantera de las esquinas virtuales, mientras que la parte situada detrás de las esquinas virtuales seguirá las formas de los lados del vehículo y el parachoques delantero.

Figura 4

Campo de detección en las zonas laterales

 

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kpzySVk+CT4mQ5/k4L8fNfDfzWZifzE6WxO429HesizP3I0D4tZ+aOSPalrwHkzIFr0ZmUz47S2YLTayUXLCiTwPziq6iaxWxYtWep1ap9xrNhhL7kiJSHXmEoMjPJuF4vDHHuFJRrfbsi72LjZc1EVSzp3UJpbdsunGcWpZKKRu27jVt4Fxxj380pQN92hc8vT2+tWtQkeC3OmjSmqHTWniWihx8HjapPA31c1OF34LGcFrWlFOrJxKRV53qM7TlW3T2YK0Rj8OQrqyN0lumfFBntMiLt+E+hrPPK5+jdc9QpcOcZVCgvOMMOxlIf8ZHAjbMtxK8wtWnsdt/TC3oslvc25RYzbiFcMkbCSMjAd2oW3bNXkeHVCg0ie8tJezvw23VKTjh4xkZmQ6/rIsv9yNA+LWfmjJYcmpdH6sN02pOyZ+lc14kQ5izNx23nFnwacPmqMZn4qvseR+fd47zUhht9h1DrTiSWhaFEpKkmWSMjLmRl2gOuqmU5VL9SlQIhwOr6rwU2U9Vs+12YxjzYwP2ZTqfNg+AzIMWRELb7A6ylbfimRp8UyxwwWO7A7QAMavNhip9KK2KRUmW5tNXbEx5USQknGTcS8giXsVlO4iMyzjODMaL6x7L/AHI0D4tZ+aM+uH/K5tb8U536dA2EB0KPRKNRkuppFJgU8ncG4UWMhrfjlnaRZxkxzw4MKGt9cSHHjqkOm8+bTSUm6s+alYLirznxHYAB1oNPgQY6o8KFGjMqUpam2WkoSaleUZkRYyfafaIj1kWX+5GgfFrPzRYAAQsK0rVgy25cK2qLGkNHubdZgNIWg+8jJOSMST0GE9NYnPQ47kqOSiYeU0k1tEosKJKjLKclzxzH3MlRocZyVLkNR2Gk7nHXVklCC7zM+BEMqrGvVqOVBykWNAq1+1ZJ7TZoUc3WGz/1kg8NpT5yMwGpHBhHUSqRw4/hpNdSUg2k9YTec7N2M7c8cZwIyvUK1Jal1Ku0aivqQgiXJmxWlGlJcsrWXL3xmqYGvt5n1k+sUPTanK5RoLRVKfjtJTq8NJPzpIc8To+2bLkImXpUrjviYk9xLrlTccaSr+C0g0oIvMZGA6lwX/0b6G4pqXNsl94j29VBgNy1mruwyhXEfCtYKZVaZ6j2lpFelxU82+rQj1ETFgmjsTl4yTjzbRqdvWpbFutJaoNvUqloSWCKJDba+SRCZwQDFJVa1tr0HwJrRy1KZCPbsZrVcRISRJMjTltpBkWMEeOzA/KtbGvV0RijV+saZQY+4lk0zRnp5IUWeOHzJJnxPjgbYADA2tA7lkkR1XUyPx5opto06KReg9ij+Ed6l9HOkROtNzUK/wA+uMjeRFqaIbbmOW5LLac8z5meMjZahUIFPZ66fNjxG/t33Utl8KjIVioapaaQD2zNQLVYVy2rqzGfg3ZAUqN0aNLGjeU7Ershb6zdeW5XJWXVnzWrassq85jkj9GbRhlKUlakhREZme6rzMHnnkutwJ13XLSFvytRLcP72YlX5h1Va/6OERmeoNFwXc4o/wD8QHSb6NmiKCPFhRDz9tLkH+dwdlvo9aMNmRp0/pRmRY8Y3FfnUPz9kPov++BS/wCS78wfTfSE0ZWranUCk5/hdYkv50gOy1oRo+2WE6eUA+OfGjbvzmOy3orpK2ozTpza55+2pzavzkOj9H7Rz98Gif8AFV80c5a6aQH/AP3Et78rIBJMaTaXMkkm9ObSTt5H6jsZ+SOyjTXTpBGSLBtVOe6kMfNEUjWvSRSiSWo1sEZ99QbIvhMx2GtYNKXc7dSLR4fbVdgvzqAZr0e7Js2o1HU5moWlQJbca95rDCH6c0smm0obwhJGnxUlk8EXAag9pTpg6rc5p1aKlYxk6NHzj+QKDpbdOm9lzLykztVbJkpr9ySKsyTFXZy026lBEhXjeUW3iZcBcXNatJWzIlajWueftai2r8xgP13RbSVwiJWnFrlj7Wmtp/MQ6zuhWkDm7dp3b5Z57YpJ/MfAfStc9IUqMj1Et3h3TCMcCtfNHUqNJ6hUPJdzxn+oBxudHzRlwyNWn9ILH2pLT+ZQ6rnRt0SWWDsKIX3suQn8zg7TnSC0abxu1BpB5+1NavzJHx+yH0X/AHwKX/Jd+YA6f7GnRhOeptJ1juJmrTEEXnIidwIx/oo6JuJwi25jJ/bIqb+f51GLGjpAaNrTuTqDRsfwlrSfwGkdlnXTSB0iNOolvFn7aWSfz4AU2L0XbNpklEu3bqvSiSWlb2lxqi2rYouRlvbMy94xJPaSagsy2JlM1urPhMYlFHdqdFhzVt7iwoiUpJKLJcDwZZFxg6taXTVEmNqJai1H9j6rMkfwGrIs1KrVHqqd1LqsGcnnmNIQ4X/SZgMlVa+vkCoIqMW6dPK9NbbNopFSobsZ00Gedm9lRmRGfHHLI6VTLV5Uk5dwaJ6fXVIwRLdh1NCHFJLkRHIbM/QRmN2AB5+9e9sUs9t39Hqv0PHlPs27HnR0+lxkj/MLRQ9aND6zTyobdzUKHG2kyqn1Jg4aEl9obbyUpx5uQ1nBCKr1uW/X2TZrlDplUbMsGiZEQ8WP94jAcjbdErVIQ2hun1GmrJJoSSUPMntMjTjmngZEZd2CHLVaXTKvGKNVKfDnsEolk3JZS6klFyPCiMs8T4jL5/R8sRuUudab1csqeo8m/b9ScjkZ9mWzM0GXmwQ6yqNr1Zx9bR7mo2odPTzhVdgoEwk9yH2/EUfnWQDRfWPZf7kaB8Ws/NEhR6HRaN1vqRSKfT+tx1ngsZDW/GcZ2kWcZP4RmVM16t2HObpWodGrOn9TWe1Kawx+1XD/ANXJRltRec9vIatAmw6hDbmQJTEqM6W5t5lwloWXeSi4GARIUOIt9cWIwwqQ4brxttkk3FmREalY5nwLifHgPmHT4EJhxiHCjR2nVqW4hppKErUrylGRFgzPtPtHZABX/WPZf7kaB8Ws/NHLDtG1IcpuVDtmix5DSiU261AaQtBl2kZJyRibAB13oMJ6bHmvQ47kqMSiYeW0RraJRYVtUZZTkuB45jJrL9m6VF/qe9lONRKWlg1+MbRKJw1EnPkkZkRmRc+0bCMesX/Km1G/A1J+S4A0yqW1blVleFVSgUqdI2knrZMNtxeC5FlRGeB1PWPZf7kaB8Ws/NFgAB1TptOOmepZwIpwOr6rwU2U9Vs5bdmMY82MD8mUymzKeVOl0+JIhESSKO6ylTZEnG0tpljhgsd2B2xnFvaneurVSTatp0r1UolJbWis1wndrDEn7BhrgZOr57sHgu/hxDv3QzQNUbNrFGo1xNYjzDivTIjbT6oshpRGtGHEmndjgfDkrgY8waaWVKj2DampFqUGn1eqRKQ87WaRIiocKsRimPJMk5IyS+hKSNKiLJ7SLjyP2czDiw2HkQ4rMdLilurJpskkpauKlHjmZnzPmY896FT69aOj1uPRrQq1ZqTVLW2qmM7WXyJU589xk5jBEWPPxIBsOlVSs2vWjFuOyYcCPT6iglq8GjIZUSiyRocJJFhaTyRkfI8iyxIUOIt9cSIxHVIcN142mySbiz5qVguJ8C4nxGAQ9Qalp9AqdQg9Hq66XHqE/wALmnHfZc6yQ6aUbtiVKxk9pcCIsmNT05u64rmemorlgVm1kx0oNpc59pZPmZnkk7DPGMFz7wH3qclNC0mu+TREIprzVJmyW3IqSaNL3VKV1hbceNnjnnkZ/wBFK27drPR+tWp1a36RPmvsvG7IkQWluLMpDhFlRpyfAiIWnUurVCo6W6lRplBmUxqDS5rMd99aDTNR4Oo+tRtPJJ7OPEZB0aNQrxo2h1tUymaSXHW4jDLpNz40qOlt4jfcMzSSlEZYMzLj3AL10k7GpqtOG/WxZ8RVQTV6eovU6mJN4kFJQaz8RO7BFnJ9w2R2DCfmR5r0SO7KjbuoeW0Rra3FhW1RllOS4HjmPHWt2pt5164lU6VGq1qMRUJJVKVIJLhLMt29xTZ4VkjIyLOCLHbkXDo16lXe7NK2ZFNqdyxVPskUgnkmuntKUaVOLUs8qbLgeCyZccDrM/0jycPS46jN41qLen7T47/PfwojkRN/Q3i+IcQ0wKgcVg5iahDaJ/qy6wkHJQZp3c9ueOOQkKpbVuVWV4XU6BSp0g0knrZENtxeC5FlRGeBUdb7irNBp1I9SLNqlyddUGVOeBOto6k0PNmklbz47zPBY7S4iD+irqB+8Tdv5bF+cOTXr/6yLM/cjQPi1n5olvU2nepfqV4BF8A6vqvBepT1Wz7XZjGPNgQ+n9eq9xUNc+tWrUbZkpfU0UOa42txSSJJksjQZlgzMy7/ABTH1btdqtStNyrzbXqFLnJJ4ypj7janlbDPaRGk9vj4LHHt4gOmunU+Ze06nS4EWRCOjxUnHdZSprCXnTSW0yxwMixw4YIWGq0ym1aKUWqU+JOjkolk1JZS4jcXI8KIyzxMYkzqbfRXnKlFojdZuqpzKDZ8MjZSknHDJXlYwZmZe8Yttp6h3lV7ih02paRXJRYj6jS5Okyo6m2S2meVElWT4kRcO8Ba/WPZf7kaB8Ws/NEhR6HRaN1vqRSKfT+ux1ngsZDW/GcZ2kWcZPn3iQAB14kKHEcfcixI7C5DnWvqbbJJur5blGRcT4cz4hBgwoDS2oMOPFbWtTi0MtJQSlq8pRkRcTPtPtHYABX1WTZZEZnaVv8Axaz80eZtKdYLRrHSoqVux6HQmKBIModBkNQGUGiSzn2RKiSRl1pmvB+Zsu8emNSKLVrjserUGiVdNHmz46o6JqmTc6lKuCzJJGXjbTURHksGeeweO7f6I1VZ1AnU2DqM3FmUVmFPZlopZ53uLd24LrOBpNjOc8c+YB7kyn/+iAUf1L1R/ddb3xMv+1ABeQGZq1stErtlWimDcrtfiN9a/T2qI+46hvBHvwlJ5ThSeJcOJCesrUiz7vqUqlUaqmVVhlmTTZcdyLLZLhxU06lKscS4kRlxLiAtwAKvAvmjTdSajYLLNQKrU+C3OecVGMo5trMiIkucjV4xcPTjODwFoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABQ9UPbdpx+Mi/wCj5gvhchQ9UPbdpx+Mi/6PmC+FyAAAAH5gvP8ACPl0vY1c+R9o+x8u/S1egwELYHtIon+wtfJIThlkUay0Xf60qT4JIoRR/BG+rJ1h01knaWMmSiLPoEvsvf3Tbv5O988BYcF5/hFevT6dQPwwz8hwNl7+6bd/J3vniDuxN3dbRfCZFDM/VRrqurYdLC9q8Zyrlz5AL4tCHGlNuJJaFJwpKiyRkfMjHmGRpHZ87pCTLHZOqQ6e3REVoyafSZeO+bfUpynKUljOcmfYN+JF7+6bd/J3vnjJYKbp/ZdVIkv0Xw31kM7jNl3qur8MVwxuzuz58YGw4PVeZ0+bTxsk19XnXv8A78sLUrf+6GwVCnQqRY8mmU5hMeJFp7jTLSeSUk2ZEQwL+54fWin8f/cFfrGz3Gi9PW/Uesk2/s8EdziO9nGw/wCGPJfRwvW4LQ0FONaqYMmv1ysHTqTEdbUpxyQr/OFg8EhtJmpRmWOWeY8FrTaZtadzLN61j3Hal8Vu6LCOKupopjaI9WJxjdFUbpHlndnClkReMns9OcWyJGjxIrMWK0hlhlCW2m0FhKEpLBJIuwiIsDNtKLEubT+z2KFBm0KS8pxcmdMeYeU7LkuHlx1at/EzPh6CIhbNl7+6bd/J3vniB270nv0u0qrUI1OlVJ6PEccRFjY614ySfipz2mPyxlqcsqhOKbU2pVOjqNCuactp4H5xA3Y7qFEtmpyYLFv1KS3FcU1ESl1o3lEk/FJal4TnvPgJ6xlOKsqhKdbJtw6dHNSCPO0+rTks9oDv1OBCqlOkU6oxWZcSS2pp5l1BKQ4gywaTI+ZGQp1Hh2loxp/4M/Vp0egRpWGVTHFyPByecIkMowRmTZGoiIuOO0xeh+LQladq0koueDLID9IyMskAhutub16dT4JTPW14Bu8I65fhfhe/ydmNvV7OOc5yJkBj1w/5XNrfinO/ToGwjHrh/wArm1vxTnfp0DYQABwT5kSnwnps6SzFisoNbrzyyQhtJczUo+BF5zGOS9U7q1AkO0vReiJkRErNp+6qqhTdPaweFdQjypCi8xbc4zkjyA1G77pt20aQurXNWYVKhI/zsl0kko+5Jc1H5iIzGXFqff1+exaT2QtmmucE3HchKjRTL7ZpgvZHS7j4FkuJCVs/RG34NWbuS858y+bnLj6oVgyW2yfcwx5DSc8uBmXYY1UiIi4EAx2HoZHrkpupaq3XV76mJMllEfX4NTWlfwIzZkR4/hGecFkhq1GpVMotPbp1Ip0Snw2iw3HjMpabSXmSkiIdwAABCz7tteBcEW3p1xUmNWJZ4jwXZaEvun2bUGe489nDiJoAAAAQF/3hQbFtmRcNxzPBobJkhJJTucecVwS22kuKlmfIi9PAiMxmEOn6saqkc6rVSdpparv+L06CSfVeSjsU86eSYyR52pLJdveOxe7Ldw9KazKFUUk7AotCl11hlRZQuUbqWUKMj5mgsqLuPiNmAZPTejvpRHeKVULdcrs0/LlVia9LcX6d6tv8wtFP0s00gI2w9P7Wa85UljJ++aci4AAhWbRtVjHU21RmsHktkBosH7yR2W6FRWzM0UinpzzxGQX6hIgA6HqNSPuXB/J0f1B6jUj7lwfydH9Q74/Ml3kAjjt+hGZmdGpxmfM/BW/6hwuWtbTitzlvUlau9UJoz+SJgAEAuybNWZmu06Coz5mdOZPP/SOs5p1p84nauxbXUXcdJYP/APEWgAGe2ppPbFLcqx1Sh2vVG5M9b8FCbdiseBxzItjGUp9k24Pxz4nkWFFjWUhJJRZ9vpSXIipjJEX/AEim6A1qrVeqakN1SoypqIF5zIkQnnDUTDKUtmltPcksngvONTAQybUthJkabdo5GXLEFrh/0jm9b1B+4tN/JG/6hJgA6HqNSPuXB/J0f1B6jUj7lwfydH9Q7+S7yABHrodGWWF0mAou44yD/UOu9atsvZ663qQ5ksHvhNHw7uKRMAAqk3TXTuck0zLDtd8j59ZSWD//ABFYq3R80fqKus9ZMKC+nih6nOORFoPvI2lENSABic2w9TNPk+qOmt4T7lp7PjOW3cb/AF3Wp+1YkmW5tXPBK4d5i8aWajUW/wCFLKIxLplXpyyZqlInN9XJhOn2KT2pPjhRcD8x5IXQYxqMw1QektpvXqalLMqvtTqRUySWPCWUMk62Z95pURce7BANnACMAAAELULtten3BHt+fcVJi1eSnexBeloQ+4R8CNKDPJ54+nBgJCqU6BVILkGpwo02I6WHGJDSXG1l3GlRGRjKKhoVT6TMdqul1y1awais96mYS+up7qv9ZFcM0mX3uMdw2EAGLfRH1HsHLeqVlnUqU3zuK2UqfaSn7Z6OfsjfZkyyXcQ06zbttq8aQmrWvWoVWhq5uR3CVsPuUnmg/MoiMTYy+89FLcqlWXclqy5llXRzKqUZXVE6fc8z5Dqe8jIjPvAagAxSLqfd+nj6KbrPRklTzWTbN2UhpS4TmTwXhDZeMwrvPG3PLhxGx02dCqUBifT5bEuJIQTjL7KyWhxJ8jSouBkA7Ax6xf8AKm1G/A1J+S4NhGPWL/lTajfgak/JcAbCACuVpcu5qGhVm3ZFguNzkE7MYablpNLbnszODPBGZEaTPmQCkawJv+77jZ05tZibQKJIjk/W7lwRGTCjMjjxu91WDIzPySPz8b/Y9q0Ky7Yh25bkBuFToiNrbaeaj7VKPmpRnxMz4mYmwADPBGeM+YUqzatKr1bj1WdRJ9EkSKTlcCcSSeZxIWkt20zLiREZceRkLqecHgsn3DPqVLvCo1qJMfpNOoNWcpZnLgyXzlpaw+skklxvaSskRH7+OwBoGC7CELRn7mXctaZqtPpzFFaNn1KkMPqU8+Ro9l61BlhOFcCwfEhwbL39027+TvfPEBqDSdTqxZ1RgUG4KRSamtvdFkxmHErJaTJRJys1ERKxtM8cCMwElrV9Z68/wDN/QLFS6HJF+xrs7gX0h/8A8l0V5V63Pf3R1uqrPHRYkmPSZ8OrwVR3SeiSW2VE62fjYI+0vMovOOfolJuo+jxaR09+ipi9Q91ZPsOqX/jDucmSiLnkBxdLW0reK32bzejSEVNMuLAUqO4lBOoddS2RrIyPJp3ZI+B9nLlpWl2nVA0+pj8akde8/JUSpMqQojccNPAi4EREksngi7zGbdKtN0lpUn1QfoqmvVmncGWXSVu8JRjmoyxkaxsvfsk29jPud7542N+r82/FjiWyTOOPb/fb7eGEY6xb1a7uS+C/vdB/CkL/AMhAncF3EKLdqLv8BieEyKEafVGJt6th4j39cjbnKuWcZ8wmdl7+6bd/J3vnjXM1iLhyAV3Ze/um3fyd754bL39027+TvfPAfkci+iPN4F9SY/6V0WPBdxCoW+VVK/5/qu5CW96lsbTioWlO3rXee4zPPP8AmFvAAAAAAAAFKt768t3fgilfLmC6ilW99eW7vwRSvlzAF1AAAeWU3BQrb6etzz7grEGkxFW402l6Y+lpBrNEcyTlR4zgjPHmHYmrVqZ0sLZvDT9p2XRrbp7iKlWUNqbjyVmTu1hDhlhzO8iyWSIlGfYOnbNx26709rkm+rNOXEfoKIrT5vpNpx4kx8tpVnaavFPgR9hkPU7q22GVOuLS222k1KUo8JSRczM+wgGFUfVrU+6U3ZDtLTqmu1S3Kx4A6xKquG1pTwVtXhJKWZkZ48UiT2mZkR2e3dSq1UNeJum1RtuLTm4tD9VCkpm9et3LiEpTgkkSS8ZXefAu8U/orVujzL61YYi1OG87Ju1+SwlDpGbrR5Ilo+2T4p8SyQ69GrVIX06KsaapCMlWgiIkyfThT/Xtq6ojzxXjjt5gLHRtUL6r+pN5WHSbSorFQoCY5tyJNTWqPhxJq3OGlvceSNOEpTz3ZUXDPDYWp2ol5xq/QadatBh3VbtQXCqb0uc56n7iPxDa2pNxZqwrgZEREWTPjgQOjdWpbvSx1ccbqUNaH2YBMqJ5OHOrawvaeeO3B5xy7R9dGat0ZeqOsyk1WCaXLh8JQfXpwtousI3CPPFJY4qLgAu2mersWvaU1m87miN0h23ZEqLWGmXDdQhyPxV1Z81EZGWC55PHHmKteOuFZtW3IN6TmLUl0N5xrwulQ6n1lTiNOYIlZzsWpOS3IIiIjPgoyLIznTGmrvPo8az2zQJDEuqzbjnyYsdtwjW8gjZWk0l2kvYaSPkZi66Z6xaU1S0qdEl0FtN5NspjP0FqibpjklKSSpKC2YwoyzuMyJJH4xlgwFvvDVqt0zU617QotqMVSPccN6VAmeH7etJLRrTlO32NOdpqUZq8XOCM8EPqXqBqHRLWo6LkseO1c1Yr5UmO3CfW/DZaUfiynVpI1JRjJ7eBnj7HjimX7X6dF6Uuk3qtNpcCTGpk5E1luQk24jjjJkhs1cCLJ8CzjPdxIWfpM37Ps5VmxEz5FHt+tVXqKzWY6crisEST2pVg9hryfjkWSJKjLjxAWC3L9qidZZumVxR4DkwqQmrw5sFK0Ica6zq1NrbWajSsj4kZKMjLuMaK842y0t11aUNoSalKUeCIi4mZmPL1Br1nQOl9SalSnjYo9TtE4sGSpp3E+Qcn7BaiNTxmReXxzt5j0fd1OdrFqVeksOE27NgvRkLPklS21JI/hMBnfr/va4LGnX1ZVAp0mkNNuvU6JLN05dVabMyNaCRwa37T2EZLM+BmRZwXBX9WK1AXprLTbRRYl5zWYb8Wea2pUBa8GeSxhXDPMi5F38KL0fdabZs+woOnV+pn0G66ARwDp64LzrkvCj2G0TaVbjMjIsdp8SyR5En0lapJixtLL2rtMk02n026GJdSLabqoTSiPabu3kZEXHGSJXAjPhkL3dOoNZoOuFo2I7ToD9OuVEpbcpLi0vMdQ0azI042qyeOOS7RD1jVO8j1equm9EsqE/Pj0Y6hDffqRk25lxKUqcMkexp5lgtyjVtLgRmZUu+7yt+v9JLSK4qNLdnUZgqm0c9iO4tla1MkjCDJOVESlII1ERpI1EWeB4kqTX6GXTgqqTq8Hx7RbhpPr04N8n0qNrOcb8cdvMBMXnqfqFZlLsifdFq0anNV2Y1T6ss5a3E0t9azIlGaMktBpI1c+BkZGZ8xoF0XBWYd823b1JjQZCakT701TylkuNHZJO5wiTwPKloQRHjioj5EY4tarLZ1A0wrlquEknZkYzirV/m30+M0rzYWRZ8xmKf0Y5Fdue12r7uqKtiqPQmaQ0hzyibimpLjh9xuPdYoy7kp7gE0q8rrrV6XXb9uUmJT2bbaZzMq7DxtznXEGva3sNJJQkiwa8qPKi8XHOV0VvtjUnTalXezCVBVMStL0c17+rcbWpCyJWCyWUmZH3GQyeBqLTa5rFe9sagzJMddLlJiW/b5NOGiY2ZK9m6tBZfWs9pkSspSkywXMx3ugtVqe9olFoLcgjqVNlyimx9hkqOan1mkl8MEZlxxzAb6AAAAAAAAAAAAAoeqHtu04/GRf9HzBfC5Ch6oe27Tj8ZF/wBHzBfC5AAAAAPl36Wr0GMlk0XpAnJdOPe1kJZNZm2SqK8ZknPAj8fngclMo+vDdSiuVS8rLegJeQcltmjupWtojLelJmvBGZZIj7wF8sD2kUX/AGFr5JCcFJoMe5Xrfsxyh1CnxYDTLaqm1Ijqccfa2FhLaiMiQrOeJ5HJqPB1HmOQTsOvUGloQlfhZVKCuQbh8Nu3aosY8bPpIBchXb1+nUD8MM/IcFB9ROkP+7ixviR754sCI11xaFb7N31Km1CseraTN+DGUyztNLmwtqjM8l294C/mokoNSjIiIsmZ9gwWVqxpHA1ckXMhysP1RdPKkuzmW90XqUu78knO4/Gz4xEfDkNPXSbqnaWzaLWKnT37jlU+RHVMisKaY6xZLJCiQZmZERGnPHsMfz5m2le9PuxylyWY7ddbbJlUYoTinTRu4YSXNJnyUXA+8dR9OdM4nO9f69bWmNdqzEajvue/n7e3z7Kc17V1p/RmrzYtRsyZPgyG5EWRAccadbVlK0m2ZkZH3DzL0ALWolQtFu65cPratS5D8aG8a1YaQ75eE5xk8Y3YzgzIdxyoaoaLaQwp15z6bPt9ER2OunQaU4qQy4804bROPbtqEE6pCTVg+e0sjl6CFDvGk2ok5io0KjPN+ErhvRz8IdN0tzLyV5wSDR2GWT5jneRSlMtq0ncRM6/H7LY7x3eogGe33TNXZVfU7Z1z2xT6UbSSSzPpjjzpL+yPclRFgxA+onSH/dxY3xI988UpXbV6vv2tphclxRmGpD1Pprz6GnTMkrNKeR444He09fVJsG3pCkklTtLjLMi5EZtJMUjXBqrs9Ga6mq9Kiyqom33ylPRmjbaW5s4mlJmZkXmFy0y+tvbP4IifoUALCAAA/FESkmk+RljmMJam1bQWulEq8mZVNMKjI/a895anX6A84r6W6o8qVHUo+Cz4pM+Pn3cdaqQYdTp0in1CKzKiSWzaeZdQSkOIUWDSZHzIyAZJWXWpHSxtKQw4l1ly0Jq0OIPclSTebMjIy4GR5LiLpqjqJbuntHRMrDrr8ySrqqfTYqeslTnT5IabLiZ5xx5FniY/mNWqzdtuX66mPUKrSKjR5LkaI0iS4SoSUuHhlGTySS+15H58j+h2h+nj8NDOo1+SXKzfVViodfkymySVNbUnPgzKOTRJI8KMuJnnsARdM07urU+UzX9ZHfBqSSkvQbNiOn4Mzg8pVLWXF5zl4vkl75kNphRY0KK1Ehx2o8dlJIaaaQSEISXIkkXAi8xCIm3naEIj8NumhxSL/TVBpH51Dktq67ZuZUlNu3BS6x4KaSfODKQ+TRqzglGkzxnB/AAmQAZzqdqxS7VqTdsUSBIui8pScxaJAMjcL+G8vky32mpXZ2Y4gLtcNapNvUiRV65UYtOgR07nZEhwkISXpPt7i5n2DHlXdqDq6vwbTll+0bQXwcuifHxKlo5H4GwfIj7HFe9gywO7buk9VuitR7u1mqDFdqLK+tgUJjPqXTT8yD+nOd61ZL08DGxoSlCCQhJJSksERFgiIB5q110ss6wdFn5dAppvXH6rU5xusy19dUHpBy2y3m6rjkyNXAsF5hst76o6f2USk3LdlLgvln9rdd1kg/Q0jKz+AUXpQQmbqqWnunDq3Sbr1wE/KJpZoWcWK0px3BlxTzTx7DF4sfSvT2y9q7ctKmQ5Bf8AqlNdbIM/O6vKz+EBmd9dIipwLTn3JaumFxz6TDQlTlUqqCp8bClElJoJWXHMqUksERcxMtWbrPd7SXbv1Kj2xDdTlVPtWJscIj7DkvZWRkXcWBy9KzE20LatjG71wXXTYCk96Ot61XvYbGwlyAedKvphM0q1IoWoFj23W7vZRDkxK0ldUN6oOmvbseLrTwsiwZbU47/OVr+jqSMJkaQ6stOdqStw1kXvpWZGNgABkB601d5W2Dopqc53G/TGmC/6nA+iZqnJPFM0Fra88lTa3EjEXp4mY1/BBgu4Bj/rk6QUzPg2mlp0oz5eHXCp7Hp6pAHG6SU3Bu1PTGkoPsYjTJCy99RkR/ANgABj5WXrpL/xrWqnU9J80wbWZVj0G4s/zD9LSm/nyxUddrucM+ZxIkWN8GEnga+ADIE6JT3DzM1n1UdPtJusoaI+/wAlsPoDQlI2Pao6rPFnPj3Q5+pI18AGQq0IiYSTeqmrDZFwwm6HP1pH4rRGcg8x9aNVW+OcLrTay/naGvgA8qaF6VzqzP1Bae1Q1Ap5wbtlxFqp9RQwctSUtmb7niHlxWeJlguBDTS0KYNZrc1X1ZWZ8/8ACdZZP3kkNEti4YdeeqzcSHPjnTKg5BeOVGNonFoIsrbz5aDzwUXAxNAMgToNAQSuq1O1VaNXM03Q580D0OfbIvBNY9V2cFgiVXkuF/1NmNfABkBaSXpHL9oa53ug++S3GkF/Ogh+esPW2IX7S1zalpL7Cfa0c8/7yFEY2AAGPnTukdCP9rXJpxVSLsmU6VHNX/DUeA9XOkRCL9s2LY9VMvcNbdZz6OtQNgABkH0RdXouCqWgs4y7VwLjiPl7xGSTH4estwRuE/RHUhGOfg0NmQX/AEuFkbBgu4MF2EAyA9dUErZ9CPVrrPtfW0fPuzvx/OKnX7bquu+ottTrj0+r1t2pQWZanF1SSUaVJdeSkmybQ0rcg0KQStxnjs8x+iwwAxv6GOo1r+Np/qzUXYyPJpt0MFUGT7kk8WHUEXmyIK09c76RIrUS6NK59RRQqiunVCfbDnhSUuoIjMyjrw5swojJWT4GPQJ8hj2lf97ekNqvRjLa3KOm1Vgu/rGDQ4f8pBAJ60NatM7pkeBQLqhxaiR7VQahmHISr7XY6STM/RkZ/aljWlfmqusVOvKiQ6u8VSgpQ68n2VlhUQjb6twvGR28UmQ2K8LHtC8I/UXPbdLqycYSqVGStafvV43J94yGR6Y2tRtLekpVbVoLD0WjXDbjU+M24+t0kvR3lIU2k1mZ4JK8kWTwQDtqY1M0bM1wjqGotit8461bqxTGy+0PlIQRdh+N6CIahYF7WzfdCRWbXqrM+KZ7XCTlLjK+1DiD8ZCi7jIWIZbqBpG1Orq7zsGqKtC8i4rmR0ZjT/4Epnk4R/bY3Fz44IBqQDKLF1adK4GbI1NpSbUu1ZGUfcvMGpkXDfGePgZn9orxizjiY1cBxS40eXGdiymGn2HUmhxpxBKQtJ8DIyPgZeYxi1W05ujTOW/cWjTxO041G9Os6U5+1ZGTypUVR/SHPN5J+8RDUdQK1Otyy6tXqbSTq8mnxVyUwie6s3iQW5SSVtVx2kZlwPJljtHmeD03bcXjw6xasx39TMad/OSQHoXS7UW3tQaQ5KpLjsadFV1VQpktPVyoLvah1B8S4keD5H8JCnWL/lTajfgak/JcHXuSzJl+Uyk6qWbElWRfjbBOxjmoSk5TR8o8xCDMlJUnHPxk5LuwXgzU677/AJOqlcq9wTZ9KuM5K2ZLbDq2Tj7TNJNJ2nnakuBcTyXHJ5yYf0htnUmn3RqNU7Vt6myajBpDRlUay2pPgrMrJYjJP7NeMmZp4Jxgxa6BRaRQKf6n0SmRKdE6xbvUxmibRvWo1KVgu0zMzFW0DorVB0ctWAmjM0d71LYdkxW0bdry0Epw1Z47jUZmeeOReQAAAB+LPahSi7CyMv0Pu+ZftNpF2z4keHJqFIWpbLCjNCNst1BYM+PJJH740976Uv70/wAw829H2NdUrRS2GbNqVNp1W9S1ml+fGU+0TZT5G4tqTI8nwwfpAelAGP8AqJ0h/wB3FjfEj3zxbdOYOpEN6ad916gVRtSUeCFTYC2DQeT3Grco854Y9BgMr1pt+tWjcd4V2hU2TKty8bZnNVtDCcphTWYyzalK7krTlCsdvHieBa+hz/k12d/EP/8Akuievak3fPsDUCnyn4dSVUIMtqixorBtuIQphSUtrNR4Us1Hz4FxHnTooVfV+rWnOsi37htiiuWo+cV2DUqW46+klrWo1GpKiI/H3l5secgG3dIa69OotMZti811CUtx1mYUWnnh1JtuEpClKMyJJGpPIzyeBc9O77t2+6Y7NoEla+oUSX2HkbHWjPiW5PcfYZZI8GPGPSQsnUqDdzlWvadSJ0aeplfhsaG42wpSSJJNlk/FUW0uBnxzkhp/RftK+2qiu46Y7HpVMXIZZlJnxVqOZHJRqcJosltUXAiWeS4nzHZ5OicCOizzImYvEVmJmY1aZnvERHtHt3353HZ54yW/U9L0Te/1OhfhSF/5CBPDPNb4l7yqdSPWdWKNTdtQZKR6oQ1v71G831Rp2mWMKyZ95dwgvUTpD/u4sb4ke+eOMehsACu6fRbwiUNbV7VSlVKpm+o0PU6KphsmsJwk0qMzNWd3Hzl3D6tyNdzNpuMV2qUuVXjJ7ZJjRVNsEZmfVZQZmfAtuePHBgPmP9ceb+CY/wCldFiGDs0bXv15ykJvWyfCypzJrWdFd2mjrHMFjdzzu7e0hbbSpWtTFxQ3rluy0plISozksRKU606tO08ElRqMiPOAGlgAAAAAAKVb315bu/BFK+XMF1FKt768t3fgilfLmALqAAA4+oY2knqW8F2bSwPtREpJpURGR8DIx+gA+EtNJUSibQRlyMklwH4TDJYw03wPJeKXPvHIADjJhksYabLHLxS4B1DOMdU3jGPJLl3DkAB8pbbSrclCSPGMkRch8IjR0SFyEMNJeWWFOEgiUou4z5mOUAHwpllW7c0g93PKS4j8fYZfaNp9pt1s8ZStJGXDlwMcgAONTLKnUOqaQbjZGSFGkspI+eD7ByAADiVHjqkJkqZbN5JbUuGktxF3EfMfbzbbzSmnUJcQosKSoskZdxkPoAHw2022SSQ2lJJTtTtLGC7i8w/OoZ/0TfPPklz7xyAAD8QhKE7UJJKe4iwQ/QAcfUM+EeEdU3123b1m0t23njPPHmH6yy0ySiaaQ2SlGtW1JFlR8zPHaPsAAAAAAAAAAAAAABQ9UPbdpx+Mi/6PmC+FyFD1Q9t2nH4yL/o+YL4XIAAAAB8u/S1egx9D5d+lq9BgIWwOFkUXn/iLXySE5kUiy7UoUq0aTJfivKddiNrWZSnUkZmkjPgSsF7wrmtxU6xbMbrdMpSJD6qlDiGiTLkGja88ltR+K4R5IjPHnAa1kV29fp1A5/Vhn5Dg+is23T/9G/8Alj3zxB3ZatDju0UmorxdbVGm15lOnlJpXkuKuHLmQC9kfAY7A/yyqnkj9obGPy1Q0MrNt3H+Jv8A5Y988YrqdbzdiahXVqZJpCzt2HZiY8V05ysu1Dwg9jWN+/juQX2vHvAUTpE6gTNWtToug9ChdXA9cDLMue26ZqeS0nL5GjHAm1Go854m32YHpu0YseDc9ehRGSZjsIhtNNpLBIQlnBEXoIiIeSug3YLNxX1cd11ttyS1SmihNuG6sjXLdM1PLJRGR5IiUXPk4Q9Q0W1qG7dlwR1xXjbZON1ZFKdIyy2Znx3ZP3wF+yGRX/WZbvuN/wDLHvnh6zLd9xv/AJY988ByX9TaVWbKrNLriUnTZUJ1qUSnTbLYaTzlWS2+nI+7EbbasigtM46tFNjpRg88CaTjiIC9rTsePaNWer0ZtFMREcVKOVMd6okEnjuyvGBPWGTJWPQSjbOpKmx+r2ctvVJxjzYATQAAAKfq1ftN0+tVVWlsuTZr7iY1NpzPF6dJXwQ0gufE+Z9hZ8xHYq/VqfQqLMrNWltxIEJlT8h5w8JQhJZM/wD+O0ZFpDRqjqHdSNZrwirZaNCm7Spbxf4jEV/6lRf6Z0uOexJl5sB3tJ9KEMT5N/ajQqdWL7qzqZL7q2ErbppJLDbDGc42FgjWXEzLmZFk9cMiNJkZZIx+gA8G9M7QE7VmyNQLNgkVAkL3VGGyjhBcUflpIuTSjPl9iZ45GWNe6NVNrujekEaTW7RORTqi36rTp8CQlUiMS0JMifYc2nhCCL6WpR8/FzkbTqledp2Va7067n2vBJBGw3DNsnXJqlFjqW2v84Z5xjlx44IZtT7Lu3V+SzWNUGHqDaTaycp9oMumlT5FxS5OUnGT5GTRcC7ccch1z1Pr2sdXkW3o7PZpdGjmSapc8pOHkpUXkxY6sLNX+sUREXmPBnpmmOnNsafUtyNQ4y3Jck986oyl9bLmudq3XD4meeOORdhDt1ywrQrEWKxLoURs4aCRDeipOO9FSXImnW9q2yLuSZEIj1H1AtvB0KvMXPBR/wChrh9XJIu5EttPH/5G1H3qAXwBSYWpFHalt0+6Yk60qgtWxLdWQSGXVdzchJmyvzESt3mITd7XLTbTs6qXPUnSTCp0VclZkflkRZJJd5qPBF5zIBm1GP12dKusVAvHg2VRG6c2eOBTJR9Y4ZH3k2kkn6RsgzDo029UKTpyVarqNteueW7XKkRlg0OPnuSjjxLajYWOw8jTwGPatGdU180noJFuaYfqFXfLu6lgktn/ACljYS5DHohHVul7NezuZoNntsY+1ekyTX8OxA2EAAAAAAAAAAAAAAAAAAAABVdP71h3hKuViJDkRjoFaepDxumk+tW2STNacfYnuLnxFqFF0nsqfZ8685E2XGkJr9ySauwTO7LbbiUESFZLyi2nnHAXoAAAAAAAAAAAAAAAAAAY9JzS+l/Dd8lquWa4zj7Z2PJJXyFjYRj+sxHTda9IrgztR6pzaU4f23hMY9pfykANgGN9Ik/W9c2nmo6fFbolcKDPXnBJiTU9StSvMlWw/fGyFyFZ1TtSNfGnlctSUokpqURbKFn/AJtzm2v/AHVkk/eAWYuQDGtLtZaCnTOl+vKppi3TEUulz6WhCnprktg9i9rCCNajVglcCx43MT3q3qXdWE29bse0acv/ANwr5dbLNPeiG2rCT/jHCPvSAsOpVt2hdFpy6fe0WC9SSSa3HZSybJg/9IlwzLq1F9sRkPP1J1SufTZiotUgqnqnYMFnMatky6hyAecE27I2GmQ2kubiCUaS59w2eBpVQn5jdTvCZPvSpIVvQ7WVk4w0rvajJImW/MZIM/OL6TTZNEyTaSbJO0kEXAi5Yx3AMrt+j17UijsVquahMO0KYjc3T7TcUxHcTyNLko/Zl9pGSeq7jIZfo90WYNv6x1q5bgZafoVOnqXb0JR7ycI8LQ45nPBvO0iPiak5PgRZv1yabXDYlZl3lowpllT6+tqdqvL2Qah3qZ7GHu4ywk+HLkd10t1IoF/wX/ASfgVeCrq6nSJqerlwnORpWg+zPJRcD8x8AF0GRa66VFcc2BftqQqei+KEsn4ipDCVNVBKf/TvZ55LglfNJ8jLmWugAqGk1+UzUG1EVeE05DlsuKjVGnvcHoMlHBbSy55I+R9pYPzC3jE9W6RUNOLtVrJaUVb0RSUt3fS2i/xyKXApSC/0zRcTPtTnlxzsFEqkCtUeJV6XKblwZjKX47zZ5S4hRZIy94B3AAAH4oiNJkfIy4ii6fUS37cqMSi2qlCaNGpJlGJt83kkRyVqV45mefGNXaL0rG092MY4jNbSo9i1OVT2bWZguW43SlKgFTXlIYLMle/aaDLPjbs+fIDS8hkV/wBZlu+43/yx754esy3fcb/5Y988BPmPI8Dfpl0oLWucjNqiX6y9Tph4wkpSXdpGfZk1Eyef4Sh6ZOzbd9xv/lj3zx5/6Rmn0Sr9G124KYy63V6E+qotOJeWZkhDykuYIzwWEHu4FzQQC/8AS7yekSOB/Vumf+UgbAXvjzxc1tp1T6O9u1m06U5KqNRcp0t5vw5REnY6k5BeOvb4ppX5+HDiNo9ZtvHxOG/+WPfPAfV78adCwR/VSF2f/cIE9kUa7rUoUeDEW1FeI1VGIg8y3T8VTyCPmruMTPrMt33G/wDlj3zwFgyGRkkM6c9rvPsBVKbKnxrdaqqXylyOuN1b5tmkz6zG3BZ5Zz2i9+sy3fcb/wCWPfPAfMf64838Ex/0zosQqNBpcKlagT2ILS221UthRkp1S+PWu9qjM+whbgAAAAAAABSre+vLd34IpXy5guopVvfXlu78EUr5cwBdQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABnld06qEeszLgsW7qnbtTlum/JjPKOZTpTh8TNcdw/EM+HjNKQfpGhgAzAtSa5ap9Tqhar9KYTwOu0nfNpiv4S8F1sf/AH0mkvthoVEq9KrlMZqdGqMSowXiy3IivJcbWXmUkzId0yI+Yz6t6UUNVSerdozZtl1x09zkujmlDT6v9fHURsu+fKd3nAaCAzArq1Ds7xL2tlNxUxHA61bbSlOJT9s9CUZrLvM2lOF5iF0s+7bau+nHPtqtQ6mwk9rhsuZU0r7VaD8ZCv4KiIwFe1Q9t2nH4yL/AKPmC+FyFD1Q9t2m/wCMi/6PmC+FyAAAAFNe1W0wZdWy9qLaTbiFGlaFVmORpMuBkZb+Y/Y+qOms2Q3Dh6g2pIkvrJpllqrsKW4tR4SlJErJmZmRERDnd0308dcU45YdrrWtRqUpVJYMzM+JmZ7R+s6d2BEeRKi2PbLEhlRONOt0phK0KLiSkmSckZGWSMgH5aNXpVNtS2IdQqcOJJnxm2ojL76ULkLJBGaUEZ5UeOwhnnTErVHgabwYU6qwYsp+swHmWXn0oW4huS2bikpM8mSSPJmXIuY0Wz6XTJ9pWzLnU6JKkQorbsV15lK1sLNBEakGZZSeO0hx6k2rYVyU2P6+6ZSJMZh5HUOzlJRsWay2pSszIy3KJJbc4VyMjAdYtWtLMfXJs/46j/PH3V65Ra/Ct+qUOrwKpBOstpKTDkIeaM0pc3FuSZlw7RzfQz04/cBavxQx80fFbo9JosW36fR6XCp0Mqy2oo8RhLTZGpLmT2pIi49oBeV90ijaYz75pkuHVoDEc3I70d9K2XlbthYWkzLbu4GZcsGPD+ouul03DDqDFZrNIq1MW0TjULajaT5K8Q0pThRbDwoj3HxLjke761Z9v1Ox5dnHTo8SjSI6mPBorSW0NkZ5ylJFgjJXjcuY/n/eGmsB7pG0rSSlTYs5lU1puZJjwTYcbLip0uPPa2Wclks+gdD07l8PBwMsXrWckz23G+2tRr2jU7mfE+FV62m0fD1H0M5tk0PSWg25DuygyrjqZOVCZDZqDS5JuuFuNJtkrduS2lJGWOG0xp1EqlNa1MuCjuVCIiovNRn2oinkk8ttLeFLJGcmkjMiM8YHbt6wrIt+RHlUW0aFT5UZGxmQxAaQ8ktu3yyTuyZcDPPHiOtQ6dT3NSLhqjkGKue03GZblKaSbqG1N5NBLxkkmZEZlyHPz57LXZuG/bGt2onTq/eNvUmaSCWcebUmmXCSfI9qlEeD7xH/AEWtLP3yLP8AjqP88S1bsuz65OOfWrUoVTlmkkG/Lp7TzhpLkW5STPBDo/Qz05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1.3.2.

Prueba de detección

En el campo de detección no deberá haber ninguna zona no detectada superior a dos cuadrículas adyacentes.

Cuando la señal de advertencia se emita durante más de cinco segundos seguidos, se considerará que el objeto de ensayo ha sido detectado. El ensayo de detección se efectuará una vez para cada objeto de ensayo. No obstante, si fuera necesario, y según lo acordado entre el servicio técnico y el fabricante, podrá considerarse que el objeto de ensayo ha sido detectado en caso de que la advertencia se emita en cuatro de cada cinco ensayos.

ANEXO 13
Necesidad del ensayo de impacto con péndulo

Figura 1

 

Imagen: 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

 

Ensayo de impacto con péndulo

Dispositivos de visión indirecta (retrovisores)

1

Ningún ensayo

2

Obligatorio

3

Ningún ensayo

4

Ningún ensayo

5

No permitido

6

Ningún ensayo

Dispositivos de visión indirecta (SCVDL)

7

Ningún ensayo

ANÁLISIS

  • Rango: Reglamento
  • Fecha de publicación: 29/06/2026
  • Fecha de entrada en vigor: 12/06/2025
  • Entrada en vigor: el 12 de junio de 2025, si se cumple lo indicado.
  • Permalink ELI EUR-Lex: https://data.europa.eu/eli/reg/2026/1365/spa
Materias
  • Comisión Económica para Europa de las Naciones Unidas CEPE
  • Componentes de vehículos
  • Homologación
  • Marca de conformidad CE
  • Reglamentaciones técnicas
  • Seguridad vial
  • Vehículos de motor

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