Está Vd. en

Documento DOUE-L-2026-80225

Reglamento nº 12 de las Naciones Unidas. Prescripciones uniformes relativas a la homologación de los vehículos en lo que concierne a la protección del conductor contra el mecanismo de dirección en caso de impacto [2026/300].

Publicado en:
«DOUE» núm. 300, de 19 de febrero de 2026, páginas 1 a 40 (40 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2026-80225

TEXTO ORIGINAL

 

1.   Ámbito de aplicación

 

1.1.

El presente Reglamento es aplicable al comportamiento del mecanismo de dirección y el tren de potencia eléctrico que funcionen con alta tensión, así como a los sistemas y componentes de alta tensión conectados galvánicamente al bus de alta tensión del tren de potencia eléctrico, de los vehículos de motor de categoría M1 y los vehículos de categoría N1 cuya masa máxima autorizada sea inferior a 1 500 kg, por lo que respecta a la protección de los ocupantes en caso de colisión frontal.
 

1.2.

A petición del fabricante, podrán homologarse de acuerdo con este Reglamento los vehículos de categorías distintas de las mencionadas en el punto 1.1.

2.   Definiciones

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

 

2.1.

«Homologación de un vehículo»: homologación de un tipo de vehículo en lo que se refiere a la protección del conductor contra el mecanismo de dirección en caso de impacto.
 

2.2.

«Tipo de vehículo»: categoría de vehículos de motor que no difieren en aspectos esenciales como:
 

2.2.1.

vehículos propulsados por un motor de combustión interna:
 

2.2.1.1.

la estructura, las dimensiones, las formas y los materiales que constituyen la parte del vehículo situada delante del mando de dirección;
 

2.2.1.2.

la masa del vehículo en orden de marcha definida en el punto 2.18;
 

2.2.2.

vehículos propulsados por un motor eléctrico:
 

2.2.2.1.

la estructura, las dimensiones, las formas y los materiales que constituyen la parte del vehículo situada delante del mando de dirección;
 

2.2.2.2.

la ubicación del sistema de acumulación de energía eléctrica recargable (SAEER), en la medida en que repercuta negativamente en el resultado del ensayo de impacto prescrito en el presente Reglamento;
 

2.2.2.3.

la masa del vehículo en orden de marcha definida en el punto 2.18.
 

2.3.

«Homologación del mando de dirección»: homologación de un tipo de mando de dirección en lo que se refiere a la protección del conductor contra el mecanismo de dirección en caso de impacto.
 

2.4.

«Tipo de mando de dirección»: categoría de mandos de dirección que no difieren entre sí en los aspectos esenciales siguientes:
 

2.4.1.

la estructura, las dimensiones, las formas y los materiales con los que estén fabricados.
 

2.5.

«Mando de dirección»: dispositivo, normalmente un volante, manejado por el conductor para dirigir el vehículo.
 

2.6.

«Mando de dirección universal»: mando de dirección que puede instalarse en más de un tipo de vehículo homologado, siempre que las diferencias en el modo de fijación del mando de dirección a la columna de dirección no afecten negativamente al comportamiento del mando de dirección en caso de impacto.
 

2.7.

«Airbag»: bolsa flexible diseñada para llenarse con gas a presión y que:
 

2.7.1.

tiene como objetivo proteger al conductor del vehículo contra el mando de dirección en caso de impacto;
 

2.7.2.

se infla mediante un dispositivo que se acciona en caso de impacto del vehículo.
 

2.8.

«Aro del mando de dirección»: anillo exterior cuasitoroidal del volante que agarra normalmente el conductor con sus manos durante la conducción.
 

2.9.

«Radio»: barra que conecta el aro del mando de dirección con el cubo.
 

2.10.

«Cubo»: elemento del mando de dirección situado normalmente en su centro y que:
 

2.10.1.

une el mando de dirección con el eje de la columna de dirección;
 

2.10.2.

transmite el movimiento de giro del mando de dirección al eje de la columna de dirección.
 

2.11.

«Centro del cubo del mando de dirección»: punto situado en la superficie del cubo que se halla en línea con el eje de la columna de dirección.
 

2.12.

«Plano del mando de dirección»: referido al volante, superficie plana que divide el aro del volante en dos partes iguales entre el conductor y la parte delantera del vehículo.
 

2.13.

«Eje de dirección»: componente que transmite a la caja de dirección el movimiento de giro aplicado al mando de dirección.
 

2.14.

«Columna de dirección»: carcasa que rodea el eje de dirección.
 

2.15.

«Mecanismo de dirección»: conjunto constituido por el mando de dirección, la columna de dirección, los accesorios de montaje, el eje de dirección, el cárter de la caja de dirección y demás componentes, como, por ejemplo, los destinados a absorber energía en caso de impacto contra el mando de dirección.
 

2.16.

Habitáculo
 

2.16.1.

«Habitáculo en relación con la protección de los ocupantes»: espacio destinado a los ocupantes y delimitado por el techo, el suelo, los laterales, las puertas, el acristalamiento exterior, la mampara delantera y el plano de la mampara del compartimento trasero o el plano del soporte del respaldo del asiento trasero.
 

2.16.2.

«Habitáculo en relación con la evaluación de la seguridad eléctrica»: espacio destinado a los ocupantes y delimitado por el techo, el suelo, los laterales, las puertas, el acristalamiento exterior, la mampara delantera y la mampara o puerta trasera, así como por las barreras y armarios de protección eléctrica destinados a evitar que los ocupantes entren en contacto directo con partes activas de alta tensión.
 

2.17.

«Impactador»: pieza rígida semiesférica en forma de cabeza, de un diámetro de 165 mm, de acuerdo con el anexo 5, punto 3, del presente Reglamento.
 

2.18.

«Masa del vehículo en orden de marcha»: masa del vehículo sin ocupantes y sin carga, pero completo en cuanto al carburante, el líquido de refrigeración, los lubricantes, las herramientas y la rueda de recambio, si el fabricante del vehículo los suministra como equipo estándar, y el SAEER.
 

2.19.

«De alta tensión»: clasificación de un componente o circuito eléctrico cuya tensión de trabajo es > 60 V y ≤ 1 500 V de corriente continua (CC) o > 30 V y ≤ 1 000 V de corriente alterna (CA), en valor eficaz.
 

2.20.

«Sistema de acumulación de energía eléctrica recargable (SAEER)»: sistema de acumulación de energía recargable que suministra energía eléctrica para la propulsión eléctrica.

No se considerará un SAEER una batería cuyo uso principal consista en suministrar energía para poner en marcha el motor, para las luces o para otros sistemas auxiliares del vehículo.

El SAEER podrá incluir los sistemas necesarios para el soporte físico, la gestión térmica, el control electrónico y la carcasa.

 

2.21.

«Barrera de protección eléctrica»: parte que impide todo contacto directo con las partes activas de alta tensión.
 

2.22.

«Tren de potencia eléctrico»: circuito eléctrico que comprende el motor o motores de tracción y que puede comprender también el SAEER, el sistema de conversión de la energía eléctrica, los convertidores electrónicos, el arnés de cableado y los conectores correspondientes, así como el sistema de acoplamiento para la carga del SAEER.
 

2.23.

«Partes activas»: pieza o piezas conductoras destinadas a ser energizadas con corriente eléctrica en condiciones normales de funcionamiento.
 

2.24.

«Parte conductora expuesta»: toda parte conductora que puede tocarse de acuerdo con las disposiciones del grado de protección IPXXB y que normalmente no se energiza, pero que puede energizarse eléctricamente en caso de fallo de aislamiento. Comprende las partes que se encuentren bajo una tapa que se pueda quitar sin necesidad de herramientas.
 

2.25.

«Contacto directo»: contacto de personas con partes activas de alta tensión.
 

2.26.

«Contacto indirecto»: contacto de personas con partes conductoras expuestas.
 

2.27.

«Grado de protección IPXXB»: protección contra el contacto con partes activas de alta tensión mediante una barrera de protección eléctrica o una envolvente, y que se somete a ensayo con el dedo de ensayo articulado (grado IPXXB) según se describe en el punto 4 del anexo 7.
 

2.28.

«Tensión de trabajo»: valor máximo de la tensión eficaz (rms) de un circuito eléctrico, especificado por el fabricante, que puede darse entre cualesquiera partes conductoras en condiciones de circuito abierto o en condiciones normales de funcionamiento. Si el circuito eléctrico está dividido por aislamiento galvánico, la tensión de trabajo se define respectivamente para cada uno de los circuitos divididos.
 

2.29.

«Sistema de acoplamiento para cargar el sistema de acumulación de energía eléctrica recargable (SAEER)»: circuito eléctrico utilizado para cargar el SAEER desde una fuente de suministro de energía eléctrica exterior, incluida la toma del vehículo.
 

2.30.

«Chasis eléctrico»: conjunto de partes conductoras conectadas eléctricamente entre sí, cuyo potencial eléctrico se toma como referencia.
 

2.31.

«Circuito eléctrico»: conjunto de partes activas conectadas que están destinadas a ser energizadas con corriente eléctrica en condiciones normales de funcionamiento.
 

2.32.

«Sistema de conversión de la energía eléctrica»: sistema que genera y aporta energía eléctrica para la propulsión eléctrica.
 

2.33.

«Convertidor electrónico»: dispositivo que controla o convierte la energía eléctrica para la propulsión eléctrica.
 

2.34.

«Envolvente»: parte que encierra las unidades internas y protege contra todo contacto directo.
 

2.35.

«Bus de alta tensión»: circuito eléctrico, incluido el sistema de acoplamiento para la carga del SAEER, que funciona con alta tensión.

Cuando los circuitos eléctricos estén conectados galvánicamente entre sí y cumplan la condición específica de tensión, solo los componentes o partes del circuito eléctrico que funcionen con alta tensión se clasificarán como bus de alta tensión.

 

2.36.

«Aislante sólido»: revestimiento aislante de los arneses del cableado, destinado a cubrir las partes activas de alta tensión y evitar el contacto directo con ellas.
 

2.37.

«Desconector automático»: dispositivo que, al accionarse, separa galvánicamente las fuentes de energía eléctrica del resto del circuito de alta tensión del tren de potencia eléctrico.
 

2.38.

«Batería de tracción de tipo abierto»: tipo de batería que necesita llenarse de líquido y que genera hidrógeno gaseoso que se libera en la atmósfera.
 

2.39.

«Electrolito acuoso»: electrolito basado en agua como disolvente para los compuestos (por ejemplo, ácidos, bases), que proporciona iones conductores tras su disociación.
 

2.40.

«Fuga de electrolito»: escape de electrolito del SAEER en forma de líquido.
 

2.41.

«Electrolito no acuoso»: electrolito no basado en agua como disolvente.
 

2.42.

«Condiciones normales de funcionamiento»: modos y condiciones de funcionamiento que pueden encontrarse razonablemente durante el funcionamiento habitual del vehículo, incluida la conducción a las velocidades legalmente establecidas, el estacionamiento o la parada en el tráfico, así como la carga mediante cargadores que sean compatibles con los puertos de carga específicos instalados en el vehículo. No abarcan las condiciones en las que el vehículo está dañado, ya sea por un accidente, desechos de la carretera o vandalismo, incendiado o sumersión en agua, o en un estado en el que necesita o recibe servicio o mantenimiento.
 

2.43.

«Condición específica de tensión»: condición de que la tensión máxima de un circuito eléctrico conectado galvánicamente entre una parte activa de CC y cualquier otra parte activa (CC o CA) sea ≤ 30 V CA (rms) y ≤ 60 V CC.

Notas:

Cuando una parte activa de CC de ese circuito eléctrico esté conectada al chasis eléctrico y se aplica la condición específica de tensión, la tensión máxima entre cualquier parte activa y el chasis eléctrico será ≤ 30 V CA (rms) y ≤ 60 V CC.

Para las tensiones pulsatorias de CC (tensiones alternas sin cambio de polaridad), se aplicará el umbral de CC.

 

2.44.

«Estado de carga»: carga eléctrica disponible en un SAEER, expresada como porcentaje de su capacidad asignada.
 

2.45.

«Incendio»: emisión de llamas desde el vehículo. Las chispas y los arcos eléctricos no se considerarán llamas.
 

2.46.

«Explosión»: liberación repentina de energía suficiente para producir ondas de presión o proyectiles que puedan causar daños estructurales o físicos alrededor del vehículo.

3.   Solicitud de homologación

 

3.1.

Tipo de vehículo
 

3.1.1.

Será el fabricante del vehículo o su representante debidamente acreditado quien presente la solicitud de homologación de un tipo de vehículo en lo que se refiere a la protección del conductor contra el mecanismo de dirección en caso de impacto.
 

3.1.2.

Deberá presentarse con los documentos que se mencionan a continuación, por triplicado, así como ir acompañada de lo siguiente:
 

3.1.2.1.

Una descripción detallada del tipo de vehículo en lo que se refiere a la estructura, las dimensiones, las formas y los materiales de fabricación de la parte del vehículo situada delante del mando de dirección.
 

3.1.2.2.

Dibujos del mecanismo de dirección y de su fijación al bastidor y a la carrocería del vehículo, a escala adecuada y lo suficientemente detallados.
 

3.1.2.3.

Una descripción técnica de dicho mecanismo.
 

3.1.2.4.

La indicación de la masa del vehículo en orden de marcha.
 

3.1.2.5.

La prueba de que el mando de dirección ha sido homologado, cuando proceda, de acuerdo con el punto 5.2 del Reglamento.
 

3.1.2.6.

La prueba de que el mecanismo de dirección se ajusta a lo dispuesto en el punto 5.2.2 del Reglamento n.o 94 de las Naciones Unidas o en el punto 5.2.2.1 del Reglamento n.o 137 de las Naciones Unidas si el solicitante presenta su solicitud de homologación con arreglo al punto 5.1.2 del presente Reglamento.
 

3.1.2.7.

La demostración de que el mando de dirección se ajusta a lo dispuesto en los puntos 5.2.1.4 y 5.2.1.5 del Reglamento n.o 94 de las Naciones Unidas o en los puntos 5.2.1.1.3 y 5.2.1.1.4 del Reglamento n.o 137 de las Naciones Unidas si el solicitante presenta su solicitud de homologación con arreglo al punto 5.2.1 del presente Reglamento.
 

3.1.2.8.

Una descripción general del tipo de fuente de energía eléctrica, de su ubicación y del tren de potencia eléctrico (por ejemplo, híbrido o eléctrico).
 

3.1.3.

Se entregará al servicio técnico encargado de la realización de los ensayos de homologación lo siguiente:
 

3.1.3.1.

Un vehículo representativo del tipo de vehículo que se va a homologar, para realizar los ensayos a los que se hace referencia en el punto 5.1.
 

3.1.3.2.

A elección del fabricante y de acuerdo con el servicio técnico, bien un segundo vehículo o bien las piezas del vehículo que se consideren imprescindibles para realizar los ensayos a los que se hace referencia en los puntos 5.2 y 5.3.
 

3.1.3.3.

La autoridad competente deberá verificar que existen las condiciones adecuadas para garantizar un control eficaz de la conformidad de la producción antes de conceder la homologación.
 

3.2.

Tipo de mando de dirección
 

3.2.1.

Será el fabricante del vehículo o su representante debidamente acreditado quien presente la solicitud de homologación de un mando de dirección en lo que se refiere a la protección del conductor contra el mecanismo de dirección en caso de impacto.
 

3.2.2.

Deberá presentarse con los documentos que se mencionan a continuación, por triplicado, así como ir acompañada de lo siguiente:
 

3.2.2.1.

Una descripción detallada del tipo de mando de dirección en lo que se refiere a su estructura, las dimensiones y los materiales con los que esté fabricado.
 

3.2.2.2.

Dibujos del mecanismo de dirección y de su fijación al bastidor y a la carrocería del vehículo, a escala adecuada y lo suficientemente detallados.
 

3.2.2.3.

La demostración de que el mando de dirección se ajusta a lo dispuesto en los puntos 5.2.1.4 y 5.2.1.5 del Reglamento n.o 94 de las Naciones Unidas si el solicitante presenta su solicitud de homologación con arreglo al punto 5.2.1 del presente Reglamento.
 

3.2.2.4.

La demostración de que el mando de dirección se ajusta a lo dispuesto en los puntos 5.2.1.4 y 5.2.1.5 del Reglamento n.o 94 de las Naciones Unidas o en los puntos 5.2.1.1.3 y 5.2.1.1.4 del Reglamento n.o 137 de las Naciones Unidas si el solicitante presenta su solicitud de homologación con arreglo al punto 5.2.1 del presente Reglamento.

4.   Homologación

 

4.1.

Se adjuntará al certificado de homologación de tipo un certificado conforme al modelo especificado en los puntos 4.1.1 o 4.1.2:
 

4.1.1.

Anexo 1A para las solicitudes previstas en el punto 3.1.
 

4.1.2.

Anexo 1B para las solicitudes previstas en el punto 3.2.
 

4.2.

Tipo de vehículo
 

4.2.1.

Si el vehículo presentado para su homologación con arreglo al presente Reglamento satisface los requisitos que se exponen en los puntos 5 y 6 y en los anexos 4, 5 y 6 del presente Reglamento, deberá concederse la homologación de dicho tipo de vehículo.
 

4.2.2.

Se asignará un número de homologación a cada tipo homologado de conformidad con la ficha 4 del Acuerdo (E/ECE/TRANS/505/Rev.3 y Amend. 1).
 

4.2.3.

La notificación a las Partes del Acuerdo que apliquen el presente Reglamento de la homologación de un tipo de vehículo o de la ampliación o denegación de esta con arreglo al Reglamento deberá realizarse por medio de un formulario que se ajustará al modelo que figura en el anexo 1A del presente Reglamento.
 

4.2.4.

Se colocará una marca de homologación internacional, de manera visible y en un lugar fácilmente accesible especificado en el formulario de homologación, en cada vehículo que se ajuste a un tipo de vehículo homologado con arreglo al presente Reglamento; la marca consistirá en:
 

4.2.4.1.

la letra mayúscula «E» dentro de un círculo seguida del número distintivo del país que haya concedido la homologación (1);
 

4.2.4.2.

El número del presente Reglamento, seguido de la letra «R», un guion y el número de homologación a la derecha del círculo prescrito en el punto 4.2.4.1.
 

4.2.5.

Si el vehículo se ajusta a un tipo de vehículo homologado de acuerdo con uno o varios Reglamentos adjuntos al Acuerdo en el país que haya concedido la homologación con arreglo al presente Reglamento, no será necesario repetir el símbolo que se establece en el punto 4.2.4.1, en cuyo caso, el Reglamento, los números de homologación y los símbolos adicionales de todos los Reglamentos según los cuales se ha concedido la homologación en el país que la concedió de conformidad con el presente Reglamento se colocarán en columnas verticales a la derecha del símbolo prescrito en el punto 4.2.4.1.
 

4.2.6.

La marca de homologación será claramente legible e indeleble.
 

4.2.7.

La marca de homologación se situará en la placa de datos del vehículo colocada por el fabricante o cerca de esta.
 

4.3.

Tipo de mando de dirección
 

4.3.1.

Si el mando de dirección presentado para su homologación por separado con arreglo al presente Reglamento satisface los requisitos aplicables que se exponen en los puntos 5 y 6 y en los anexos 4, 5 y 6 del presente Reglamento, deberá concederse la homologación de dicho tipo de mando de dirección. Esto se aplica únicamente a los mandos de dirección que no incluyen un airbag.
 

4.3.2.

Se asignará un número de homologación a cada tipo homologado de conformidad con la ficha 4 del Acuerdo (E/ECE/TRANS/505/Rev.3 y Amend. 1).
 

4.3.3.

La notificación a las Partes del Acuerdo que apliquen el presente Reglamento de la homologación de un tipo de mando de dirección o de la ampliación o denegación de esta con arreglo al Reglamento deberá realizarse por medio de un formulario que se ajustará al modelo que figura en el anexo 1B del presente Reglamento.
 

4.3.4.

Se colocará una marca de homologación internacional, de manera visible y en un lugar fácilmente accesible especificado en el formulario de homologación, en cada mando de dirección que se ajuste a un tipo de mando de dirección homologado con arreglo al presente Reglamento; la marca consistirá en:
 

4.3.4.1.

la letra mayúscula «E» dentro de un círculo seguida del número que identifica al país que ha concedido la homologación1;
 

4.3.4.2.

el número de homologación situado debajo del círculo;
 

4.3.4.3.

el símbolo R94-02 o R137 en el caso de una homologación con arreglo al punto 5.2.1.
 

4.3.5.

La marca de homologación será claramente legible e indeleble.
 

4.4.

En el anexo 2 del presente Reglamento figuran algunos ejemplos de disposición de las marcas de homologación.

5.   Especificaciones

 

5.1.

En el ensayo de colisión del vehículo sin carga, en orden de marcha y sin maniquí, contra una barrera, a una velocidad de 48,3 km/h (30 mph), la parte superior de la columna de dirección y del eje no deberán desplazarse hacia atrás, horizontal y paralelamente al eje longitudinal del vehículo, más de 12,7 cm, ni más de 12,7 cm verticalmente hacia arriba, ambas dimensiones medidas en relación con un punto del vehículo no afectado por el impacto (2).
 

5.1.1.

Además, los vehículos equipados con un tren de potencia eléctrico deberán cumplir los requisitos del punto 5.5. Ello podrá demostrarse en un ensayo de impacto frontal aparte, a petición del fabricante y tras la validación por el servicio técnico, a condición de que los componentes eléctricos no influyan en el rendimiento de protección del conductor del tipo de vehículo definido en el presente Reglamento.
 

5.1.2.

Se considerará que se cumple lo dispuesto en el punto 5.1 si el vehículo equipado con un sistema de dirección de este tipo cumple lo dispuesto en el punto 5.2.2 del Reglamento n.o 94 de las Naciones Unidas o en el punto 5.2.2.1 del Reglamento n.o 137 de las Naciones Unidas.
 

5.2.

Cuando el mando de dirección sea golpeado por un torso rígido lanzado contra él a una velocidad relativa de 24,1 km/h (15 mph), la fuerza ejercida sobre el torso rígido por el mando de dirección no será superior a 1 111 daN.
 

5.2.1.

Si el mando de dirección está equipado con un airbag de volante, se considerará que se cumple lo dispuesto en el punto 5.2 si el vehículo equipado con dicho sistema de dirección cumple lo dispuesto en los puntos 5.2.1.4 y 5.2.1.5 del Reglamento n.o 94 de las Naciones Unidas o en los puntos 5.2.1.1.3 y 5.2.1.1.4 del Reglamento n.o 137 de las Naciones Unidas.
 

5.3.

Cuando el mando de dirección sea golpeado por un impactador lanzado contra él a una velocidad relativa de 24,1 km/h, de conformidad con los procedimientos del anexo 5, la desaceleración del impactador no será superior a 80 g acumulativos durante más de 3 milisegundos. La desaceleración será siempre inferior a 120 g con una CFC (clase de frecuencia del canal) de 600 Hz.
 

5.4.

El mando de dirección estará diseñado, fabricado e instalado de forma que:
 

5.4.1.

Antes del ensayo de impacto prescrito en los puntos 5.2 y 5.3, ninguna pieza de la superficie del mando de dirección, orientada hacia el conductor, que pueda entrar en contacto con la esfera de 165 mm de diámetro tendrá asperezas ni aristas vivas con un radio de curvatura inferior a 2,5 mm.

En el caso de un mando de dirección equipado con un airbag, se considerará que se cumple este requisito si ninguna pieza que pueda entrar en contacto con una esfera de 165 mm de diámetro tiene aristas vivas peligrosas, según la definición del punto 2.18 del Reglamento n.o 21, susceptibles de aumentar el riesgo de lesiones graves para los ocupantes.

 

5.4.1.1.

Tras cualquiera de los ensayos de impacto exigidos en los puntos 5.2 y 5.3, la parte de la superficie del mando de dirección orientada hacia el conductor no tendrá ninguna arista viva o áspera que pueda aumentar el peligro o la gravedad de las lesiones del conductor. No se tendrán en cuenta fisuras superficiales ni grietas pequeñas.
 

5.4.1.1.1.

En el caso de un saliente constituido por un elemento de material no rígido, con una dureza inferior a 50 Shore A montado sobre un soporte rígido, el requisito que figura en el punto 5.4.1.1 se aplicará solamente al soporte rígido.
 

5.4.2.

El mando de dirección estará diseñado, fabricado e instalado de forma que no incluya componentes o accesorios, incluido el mando de la bocina y los accesorios de montaje, capaces de engancharse en las ropas o alhajas del conductor durante los movimientos normales de la conducción.
 

5.4.3.

Se exigirá que los mandos de dirección que no formen parte del equipo original cumplan esta característica cuando se sometan a ensayo de acuerdo con el punto 2.1.3 del anexo 4 y el punto 2.3 del anexo 5.
 

5.4.4.

Cuando se trate de «mandos de dirección universales», los requisitos deberán cumplirse:
 

5.4.4.1.

en la gama completa de ángulos de la columna, entendiéndose que los ensayos se realizarán, por lo menos, en los ángulos máximo y mínimo de la columna para la gama de tipos de vehículos homologados en los que pueden ser instalados los mandos;
 

5.4.4.2.

en la gama completa de las posiciones posibles del impactador y el torso rígido en relación con el mando de dirección, entendiéndose que el ensayo se realizará, por lo menos, en la posición media para la gama de tipos de vehículos homologados en los que pueden instalarse los mandos. Cuando se utilice una columna de dirección, esta será de un tipo correspondiente a las condiciones «más desfavorables».
 

5.4.5.

Cuando se utilicen adaptadores para adaptar un único tipo de mando de dirección a una gama de columnas de dirección y pueda demostrarse que con dichos adaptadores las características de absorción de energía del sistema siguen siendo las mismas, se realizarán todos los ensayos con un tipo de adaptador.
 

5.5.

Tras el ensayo realizado siguiendo el procedimiento definido en el anexo 3 del presente Reglamento, el tren de potencia eléctrico que funcione con alta tensión y los sistemas de alta tensión conectados galvánicamente con el bus de alta tensión del tren de potencia eléctrico deberán cumplir los requisitos que se exponen a continuación.
 

5.5.1.

Protección contra choques eléctricos

Tras el impacto, los buses de alta tensión deberán cumplir por lo menos uno de los cuatro criterios especificados en los puntos 5.5.1.1 a 5.5.1.4.2.

Si el vehículo dispone de una función de desconexión automática o de uno o varios dispositivos que dividen conductivamente el circuito del tren de potencia eléctrico durante la conducción, una vez que se haya activado la función de desconexión, el circuito desconectado, o cada uno de los circuitos divididos, por separado, deberán cumplir por lo menos uno de los criterios que se exponen a continuación.

No obstante, no se tendrá en cuenta el criterio del punto 5.5.1.4 si más de un potencial único de una parte del bus de alta tensión no está protegido en las condiciones del grado de protección IPXXB.

En caso de que el ensayo de colisión se realice con una o varias partes del sistema de alta tensión sin energizar, con excepción de cualquier sistema de acoplamiento para la carga del SAEER, que durante la conducción no está energizado, la protección contra choques eléctricos se demostrará conforme al punto 5.5.1.3 o al punto 5.5.1.4 con respecto a las partes pertinentes.

 

5.5.1.1.

Ausencia de alta tensión

Las tensiones Ub, U1 y U2 de los buses de alta tensión deberán ser iguales o inferiores a 30 VCA o 60 VCC en los 60 segundos posteriores al impacto, medidas de conformidad con el punto 2 del anexo 7.

 

5.5.1.2.

Energía eléctrica baja

La energía total (TE) en los buses de alta tensión deberá ser inferior a 0,2 J cuando se mida conforme al procedimiento de ensayo especificado en el punto 3 del anexo 7 con la fórmula a). Como alternativa, la energía total (TE) podrá calcularse por medio de la tensión medida Ub del bus de alta tensión y de la capacidad de los condensadores X (Cx) indicada por el fabricante, conforme a la fórmula b) del punto 3 del anexo 7.

La energía almacenada en los condensadores Y (TEy1, TEy2) también deberá ser inferior a 0,2 J. Se calculará midiendo las tensiones U1 y U2 de los buses de alta tensión y el chasis eléctrico y la capacitancia de los condensadores Y indicada por el fabricante, conforme a la fórmula c) del punto 3 del anexo 7.

 

5.5.1.3.

Protección física

Deberá emplearse el grado de protección IPXXB para proteger del contacto directo con partes activas de alta tensión.

La evaluación deberá realizarse de acuerdo con el punto 4 del anexo 7.

Además, para la protección contra choques eléctricos que puedan derivarse del contacto indirecto, la resistencia entre todas las partes conductoras expuestas de las barreras o armarios de protección eléctrica y el chasis eléctrico será inferior a 0,1 Ω, y la resistencia entre dos partes conductoras simultáneamente accesibles de las barreras o armarios de protección eléctrica que estén a menos de 2,5 m una de la otra deberá ser inferior a 0,2 Ω cuando exista un flujo de corriente de al menos 0,2 A. Esta resistencia podrá calcularse utilizando las resistencias medidas por separado de las partes pertinentes del camino eléctrico.

Estos requisitos se considerarán cumplidos si la conexión galvánica se ha efectuado mediante soldadura. En caso de duda o de que la conexión se establezca por medios distintos de la soldadura, las mediciones se realizarán mediante uno de los procedimientos de ensayo descritos en el punto 4.1 del anexo 7.

 

5.5.1.4.

Resistencia de aislamiento

Deberán cumplirse los criterios expuestos en los puntos 5.5.1.4.1 y 5.5.1.4.2.

La medición se llevará a cabo conforme al punto 5 del anexo 7.

 

5.5.1.4.1.

Tren de potencia eléctrico con buses de CC o CA separados

Si los buses de alta tensión de CA y de CC están aislados galvánicamente entre sí, la resistencia de aislamiento entre el bus de alta tensión y el chasis eléctrico (Ri, según se define en el punto 5 del anexo 7) deberá tener un valor mínimo de 100 Ω/V de la tensión de trabajo, en el caso de los buses de CC, y de 500 Ω/V de la tensión de trabajo, en el caso de los buses de CA.

 

5.5.1.4.2.

Tren de potencia eléctrico con buses de CC y CA combinados

Si los buses de alta tensión de CA y de CC están conectados conductivamente, deberán cumplir uno de los requisitos siguientes:

a)

La resistencia de aislamiento entre el bus de alta tensión y el chasis eléctrico tendrá un valor mínimo de 500 Ω/V de tensión de trabajo.

b)

La resistencia de aislamiento entre el bus de alta tensión y el chasis eléctrico deberá tener un valor mínimo de 100 Ω/V de tensión de trabajo y el bus de AC se ajustará al criterio de protección física descrito en el punto 5.5.1.3.

c)

La resistencia de aislamiento entre el bus de alta tensión y el chasis eléctrico tendrá un valor mínimo de 100 Ω/V de tensión de trabajo y el bus de AC se ajustará al criterio de ausencia de alta tensión descrito en el punto 5.5.1.1.

 

5.5.2.

Fugas de electrolito
 

5.5.2.1.

En el caso de SAEER de electrolito acuoso.

Durante un período comprendido entre el impacto y 60 minutos después del impacto, no deberá producirse ninguna fuga de electrolito del SAEER dentro del habitáculo, ni una fuga de más del 7 % del volumen del electrolito del SAEER, hasta un máximo de 5,0 l, hacia el exterior del habitáculo. La cantidad de la fuga de electrolito puede medirse mediante las técnicas habituales de determinación de volúmenes de líquido después de su recogida. En el caso de los recipientes que contengan disolvente de Stoddard, líquido de refrigeración coloreado y electrolitos, los líquidos deberán poder separarse por gravedad específica y, a continuación, medirse.

 

5.5.2.2.

En el caso de SAEER de electrolito no acuoso.

Desde el momento del impacto hasta 60 minutos después, no deberá producirse ninguna fuga de líquido electrolito del SAEER dentro del habitáculo o del compartimento de equipaje, ni hacia el exterior del vehículo. Este requisito se verificará mediante inspección visual sin desmontar ninguna parte del vehículo.

 

5.5.3.

Retención del SAEER

El SAEER permanecerá sujeto al vehículo mediante al menos un anclaje, soporte o cualquier estructura que transfiera cargas del SAEER a la estructura del vehículo, y el SAEER situado fuera del habitáculo no deberá entrar en el habitáculo.

 

5.5.4.

Peligro de incendio del SAEER

Durante un período comprendido entre el impacto y 60 minutos después del impacto, no habrá indicios de incendio o explosión procedentes del SAEER.

 

5.6.

Se considerará que se cumple lo dispuesto en los puntos 5.5 a 5.5.4 si el vehículo equipado con un tren de potencia eléctrico de funcionamiento con alta tensión cumple lo dispuesto en los puntos 5.2.8 a 5.2.8.4 del Reglamento n.o 94, serie 04 de enmiendas, de las Naciones Unidas o en los puntos 5.2.8 a 5.2.8.4 del Reglamento n.o 137, serie 02 de enmiendas, de las Naciones Unidas.

6.   Ensayos

 

6.1.

Se comprobará que se cumplen los requisitos de los puntos 5.1 a 5.4 de acuerdo con los métodos establecidos en los anexos 3, 4 y 5 del presente Reglamento. Se comprobará que se cumplen los requisitos del punto 5.5 de acuerdo con los métodos establecidos en el anexo 3 del presente Reglamento. Todas las mediciones se efectuarán con arreglo a la norma ISO 6487:1987.
 

6.2.

No obstante, se autorizarán otros ensayos a discreción de la autoridad de homologación de tipo, siempre que pueda demostrarse su equivalencia. En tal caso, se adjuntará un informe a la documentación de homologación que describa los métodos utilizados y los resultados obtenidos.

7.   Modificaciones y ampliación de la homologación del tipo de vehículo o del tipo de mando de dirección

 

7.1.

Toda modificación del tipo de vehículo, del tipo de mando de dirección o de ambos con respecto al presente Reglamento de las Naciones Unidas deberá notificarse a la autoridad de homologación de tipo que homologó el tipo de vehículo o el tipo de mando. Dicha autoridad podrá:

a)

conceder, en consulta con el fabricante, 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 (Ampliación).

 

7.1.1.

Revisión

Cuando hayan cambiado los datos registrados en las fichas de características y la autoridad de homologación de tipo considere improbable que las modificaciones realizadas tengan consecuencias negativas apreciables, y si el vehículo sigue cumpliendo los requisitos, la modificación se denominará «revisión».

En este caso, la autoridad de homologación de tipo deberá expedir las páginas revisadas de las fichas de características, según proceda, señalando claramente en cada página revisada el tipo de modificación y la fecha de la nueva expedición. Se considerará cumplido este requisito con una versión consolidada y actualizada de las fichas de características que lleve adjunta una descripción detallada de la modificación.

 

7.1.2.

Ampliación

La modificación se considerará una «ampliación» si, además de la modificación de los datos registrados en la ficha de características:

a)

deben realizarse nuevas inspecciones o nuevos ensayos; o

b)

ha cambiado cualquier información del documento de 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.

Sin perjuicio de lo dispuesto en el punto 7.1, no se considerará modificación del tipo de vehículo una variante del vehículo cuya masa en orden de marcha sea inferior a la del vehículo sometido al ensayo de homologación.
 

7.3.

La confirmación, ampliación o denegación de la homologación se comunicará a las Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante el procedimiento indicado en el punto 4.3. Por otra parte, se modificará en consecuencia el índice de las fichas de características y de las actas de ensayo, que se adjuntan al documento de notificación del anexo 1A o el anexo 1B, para mostrar la fecha de la revisión o ampliación más reciente.

8.   Conformidad de la producción

Los procedimientos de conformidad de la producción deberán ajustarse a los establecidos en la ficha 1 del Acuerdo (E/ECE/TRANS/505/Rev.3 y Amend.1), teniendo en cuenta los requisitos siguientes:

 

8.1.

Cada vehículo o mando de dirección homologado en virtud del presente Reglamento estará fabricado de forma que se ajuste al tipo homologado, cumpliendo los requisitos indicados en los puntos 5 y 6.
 

8.2.

Se ejercerán los controles adecuados de la producción para verificar el cumplimiento de los requisitos del punto 8.1.
 

8.3.

El titular de la homologación deberá, en particular:
 

8.3.1.

garantizar la existencia de procedimientos para un control eficaz de la calidad del vehículo o del mando de dirección;
 

8.3.2.

tener acceso al equipo de ensayo necesario para comprobar la conformidad de cada tipo homologado;
 

8.3.3.

asegurarse de que se registren los datos obtenidos de los ensayos y de que los documentos adjuntos estén disponibles durante un plazo que deberá determinarse de acuerdo con la autoridad de homologación de tipo;
 

8.3.4.

analizar los resultados de cada tipo de ensayo, a fin de verificar y garantizar la conformidad de las características del vehículo o del mando de dirección, dejando un margen para las variaciones tolerables en la producción industrial;
 

8.3.5.

garantizar que en cada tipo de vehículo o de mando de dirección se realizan como mínimo los ensayos relativos a la realización de mediciones;
 

8.3.6.

asegurarse de que los grupos de muestras o piezas de ensayo que resulten no ser conformes según el tipo de ensayo en cuestión sean sometidos a otros muestreos y ensayos. Se tomarán todas las medidas necesarias para restablecer la conformidad de la producción correspondiente.
 

8.4.

La autoridad competente que haya concedido la homologación de tipo podrá, en cualquier momento, verificar los métodos de control de la conformidad aplicados en cada unidad de producción.
 

8.4.1.

En todas las inspecciones, se presentarán al inspector los registros de los ensayos y de la producción.
 

8.4.2.

El inspector podrá seleccionar muestras al azar, que se someterán a ensayo en el laboratorio del fabricante. El número mínimo de muestras se podrá determinar de acuerdo con los resultados de los propios controles del fabricante.
 

8.4.3.

Cuando el nivel de calidad no resulte satisfactorio o parezca necesario verificar la validez de los ensayos realizados en aplicación del punto 8.4.2, el inspector seleccionará muestras que se enviarán al servicio técnico que llevó a cabo los ensayos de homologación de tipo.
 

8.4.4.

La autoridad competente podrá realizar cualquiera de los ensayos prescritos en el presente Reglamento. La frecuencia normal de las inspecciones autorizadas por la autoridad competente será de una al año. Cuando se obtengan resultados insatisfactorios en una de estas inspecciones, la autoridad competente velará por que se tomen todas las medidas necesarias para restablecer la conformidad de la producción a la mayor brevedad.

9.   Sanciones por no conformidad de la producción

 

9.1.

La homologación concedida para un tipo de vehículo o un tipo de mando de dirección con arreglo al presente Reglamento podrá ser retirada si no se cumplen los requisitos enunciados en el punto 8.1 o si el vehículo o vehículos y el mando o mandos de dirección seleccionados no superan los controles establecidos en el punto 8.2.
 

9.2.

Si una Parte contratante del Acuerdo que aplique el presente Reglamento retira una homologación que haya concedido anteriormente, lo notificará inmediatamente a las demás Partes contratantes que apliquen el presente Reglamento mediante una copia del formulario de homologación al final de la cual figurará en grandes caracteres la anotación firmada y fechada «HOMOLOGACIÓN RETIRADA».

10.   Instrucciones

En el caso de un tipo de mando de dirección proporcionado de forma separada del vehículo, en el embalaje y las instrucciones de instalación deberá constar claramente el tipo o tipos de vehículo al que se destina.

11.   Cese definitivo de la producción

Cuando el titular de una homologación cese completamente de fabricar el tipo de vehículo o el tipo de mando de dirección homologado con arreglo al presente Reglamento, informará de ello a la Autoridad de Homologación de Tipo que haya concedido la homologación. Tras recibir la correspondiente comunicación, dicha autoridad deberá informar de ello a las demás Partes del Acuerdo de 1958 que apliquen el presente Reglamento mediante una copia del formulario de homologación al final de la cual figurará en grandes caracteres la anotación firmada y fechada «CESE DE LA PRODUCCIÓN».

12.   Nombres y direcciones de los servicios técnicos responsables de la realización de los ensayos de homologación y de las autoridades de homologación de tipo

Las Partes del Acuerdo que apliquen el presente Reglamento enviarán a la Secretaría de las Naciones Unidas los nombres y las direcciones de los servicios técnicos responsables de la realización de los ensayos de homologación y de las autoridades de homologación de tipo que conceden la homologación y a las que deben enviarse los formularios que certifican la homologación o la ampliación, denegación o retirada de la homologación expedidos en otros países.

13.   Disposiciones transitorias

 

13.1.

A partir de la fecha de entrada en vigor de la serie 03 de enmiendas del presente Reglamento, ninguna Parte contratante que lo aplique denegará la concesión de una homologación solicitada con arreglo al presente Reglamento en su versión modificada por la serie 03 de enmiendas.
 

13.2.

A partir de la fecha oficial de entrada en vigor de la serie 04 de enmiendas, ninguna Parte contratante que aplique el presente Reglamento denegará la concesión de una homologación de tipo con arreglo al presente Reglamento en su versión modificada por la serie 04 de enmiendas.
 

13.3.

A partir de la fecha oficial de entrada en vigor de la serie 05 de enmiendas, ninguna Parte contratante que aplique el presente Reglamento denegará la concesión o la aceptación de homologaciones de tipo con arreglo al presente Reglamento en su versión modificada por la serie 05 de enmiendas.
 

13.4.

Homologación de un tipo de vehículo
 

13.4.1.

Una vez concluido un período de 36 meses tras la fecha oficial de entrada en vigor mencionada en el punto 13.1, las Partes contratantes que apliquen el presente Reglamento únicamente concederán la homologación de tipo para vehículos de cabina adelantada de categoría M1 y vehículos de categoría N1 de menos de 1,5 toneladas si el tipo de vehículo cumple los requisitos del presente Reglamento en su versión modificada por la serie 03 de enmiendas, con la excepción de lo dispuesto en el punto 5.1 del presente Reglamento en relación con el desplazamiento vertical máximo de la columna de dirección, que solo será aplicable a las nuevas homologaciones una vez transcurrido un nuevo período de 12 meses.
 

13.4.2.

Una vez concluido un período de 48 meses tras la fecha oficial de entrada en vigor a la que se hace referencia en el punto 13.1, las Partes contratantes que apliquen el presente Reglamento únicamente concederán la homologación de tipo para vehículos de categoría M1 distintos de los de cabina adelantada si el tipo de vehículo cumple los requisitos del presente Reglamento en su versión modificada por la serie 03 de enmiendas.
 

13.4.3.

Una vez concluido un período de 60 meses tras la fecha oficial de entrada en vigor a la que se hace referencia en el punto 13.1, las Partes contratantes que apliquen el presente Reglamento podrán denegar el reconocimiento de homologaciones de tipo de vehículos que no se hayan concedido con arreglo a la serie 03 de enmiendas del presente Reglamento.
 

13.4.4.

Transcurrido un plazo de 24 meses a partir de la fecha de entrada en vigor de la serie 04 de enmiendas, las Partes contratantes que apliquen el presente Reglamento únicamente concederán la homologación de tipo a aquellos tipos de vehículos que cumplan los requisitos de este Reglamento en su versión modificada por la serie 04 de enmiendas.

No obstante, en el caso de vehículos con un tren de potencia eléctrico de funcionamiento con alta tensión se concede un período adicional de 12 meses, a condición de que el fabricante demuestre, a satisfacción del servicio técnico, que el vehículo ofrece niveles de seguridad equivalentes a los exigidos por el presente Reglamento en su versión modificada por la serie 04 de enmiendas.

 

13.4.5.

Las Partes contratantes que apliquen el presente Reglamento no denegarán la ampliación de las homologaciones de tipo expedidas conforme a su serie precedente de enmiendas, siempre y cuando dicha ampliación no conlleve cambio alguno en el sistema de propulsión del vehículo. No obstante, transcurridos 48 meses desde la fecha oficial de entrada en vigor de la serie 04 de enmiendas, no se concederán ampliaciones de las homologaciones de tipo expedidas conforme a la serie precedente de enmiendas en relación con vehículos provistos de un tren de potencia eléctrico de funcionamiento con alta tensión.
 

13.4.6.

Si, en el momento de entrar en vigor la serie 04 de enmiendas del presente Reglamento, existen requisitos nacionales relativos a las disposiciones de seguridad de los vehículos provistos de un tren motor eléctrico de funcionamiento con alta tensión, las Partes contratantes que apliquen el presente Reglamento podrán denegar la homologación nacional de los vehículos que no cumplan los requisitos nacionales, salvo que hayan obtenido una homologación de tipo conforme a la serie 04 de enmiendas del presente Reglamento.
 

13.4.7.

Transcurridos 48 meses desde la fecha de entrada en vigor de la serie 04 de enmiendas del presente Reglamento, las Partes contratantes que lo apliquen podrán denegar la homologación de tipo nacional o regional, así como la primera matriculación nacional o regional (primera puesta en servicio) de un vehículo provisto de un tren motor eléctrico de funcionamiento con alta tensión que no cumpla los requisitos de la serie 04 de enmiendas del presente Reglamento.
 

13.4.8.

Las homologaciones de tipo de vehículos conforme a la serie 03 de enmiendas que no se vean afectadas por la serie 04 de enmiendas seguirán siendo válidas y las Partes contratantes que apliquen el presente Reglamento deberán seguir aceptándolas.
 

13.4.9.

A partir del 1 de septiembre de 2023, las Partes contratantes que apliquen el presente Reglamento no estarán obligadas a aceptar homologaciones de tipo de vehículos expedidas por primera vez después del 1 de septiembre de 2023 con arreglo a las series anteriores de enmiendas.
 

13.4.10.

Las Partes contratantes que apliquen el presente Reglamento deberán seguir aceptando homologaciones de tipo de vehículos expedidas por primera vez antes del 1 de septiembre de 2023 con arreglo a las series anteriores de enmiendas, siempre que las disposiciones transitorias de las respectivas series anteriores de enmiendas prevean esta posibilidad.
 

13.4.11.

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.
 

13.4.12.

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

13.4.13.

No obstante las disposiciones transitorias señaladas anteriormente, las Partes contratantes que comiencen a aplicar el presente Reglamento después de la fecha de entrada en vigor de la serie de enmiendas más reciente no estarán obligadas a aceptar homologaciones de tipo concedidas de conformidad con ninguna de sus series anteriores de enmiendas.
 

13.5.

Homologaciones de tipo de mando de dirección
 

13.5.1.

Incluso después de la fecha de entrada en vigor de las series 04 y 05 de enmiendas, las homologaciones de tipo de mando de dirección con arreglo a las series anteriores de enmiendas seguirán siendo válidas y las Partes contratantes que apliquen el presente Reglamento seguirán aceptándolas y podrán seguir concediendo ampliaciones de las homologaciones de tipo con arreglo a la serie 03 de enmiendas.

(1)  Los números distintivos de las Partes contratantes del Acuerdo de 1958 figuran 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.

(2)  Véase el punto 3.1 del anexo 3.

ANEXO 1A
Comunicación

[Formato máximo: A4 (210 × 297 mm)

 

Imagen: data:image/jpg;base64,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

 

 (1)

Expedida por:

Nombre de la administración:

 

relativa a (2):

la concesión de la homologación

la ampliación de la homologación

la denegación de la homologación

la retirada de la homologación

el cese definitivo de la producción

de un tipo de vehículo en lo que concierne a la protección del conductor contra el mecanismo de dirección en caso de impacto, con arreglo al Reglamento n.o 12.

N.o de homologación: …

 

N.o de ampliación: …

1.   

Denominación comercial o marca del vehículo: …

2.   

Tipo de vehículo …

3.   

Nombre y dirección del fabricante …

4.   

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

5.   

Breve descripción del mecanismo de dirección y de los componentes del vehículo que contribuyen a la protección del conductor contra el mecanismo de dirección en caso de impacto …

6.   

Masa del vehículo durante el ensayo …

Eje delantero: …

Eje trasero: …

Total: …

7.   

Vehículo presentado para su homologación el día: …

8.   

Servicio técnico responsable de la realización de los ensayos de homologación …

9.   

Fecha del informe de ensayo expedido por dicho servicio …

10.   

Número del informe de ensayo expedido por dicho servicio …

11.   

Homologación concedida/denegada/ampliada/retirada2 …

12.   

Emplazamiento de la marca de homologación en el vehículo …

13.   

Lugar …

14.   

Fecha …

15.   

Firma …

16.   

La lista de documentos depositados en la Autoridad de Homologación de Tipo que ha concedido la homologación se adjunta a esta notificación y puede obtenerse previa solicitud.

(1)  Número distintivo del país que ha concedido/ampliado/denegado/retirado la homologación (véanse las disposiciones del Reglamento).

(2)  Táchese lo que no proceda.

ANEXO 1B
Comunicación

[Formato máximo: A4 (210 × 297 mm)]

 

Imagen: data:image/jpg;base64,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

 

 (1)

Expedida por:

Nombre de la administración:

 

relativa a (2):

la concesión de la homologación

la ampliación de la homologación

la denegación de la homologación

la retirada de la homologación

el cese definitivo de la producción

de un tipo de mando de dirección en lo que concierne a la protección del conductor contra el mecanismo de dirección en caso de impacto, con arreglo a la parte pertinente del Reglamento n.o 12.

N.o de homologación: …

 

N.o de ampliación: …

1.   

Denominación comercial o marca del mando de dirección …

2.   

Nombre y dirección del fabricante …

3.   

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

4.   

Tipo o tipos de vehículos en los que se prevé instalar el mando …

5.   

Breve descripción del mando de dirección y de los componentes que contribuyen a la protección del conductor contra el mecanismo de dirección en caso de impacto…

6.   

Mando de dirección presentado para su homologación el …

7.   

Servicio técnico responsable de la realización de los ensayos de homologación …

8.   

Fecha del informe de ensayo expedido por dicho servicio …

9.   

Número del informe de ensayo expedido por dicho servicio …

10.   

Homologación concedida/denegada/ampliada/retirada2 …

11.   

Emplazamiento de la marca o marcas de homologación en el mando de dirección …

12.   

Lugar …

13.   

Fecha …

14.   

Firma …

15.   

La lista de documentos depositados ante la Autoridad de Homologación de Tipo que ha concedido la homologación se adjunta a la presente comunicación y puede obtenerse previa solicitud.

(1)  Número distintivo del país que ha concedido/ampliado/denegado/retirado la homologación (véanse las disposiciones del Reglamento).

(2)  Táchese lo que no proceda.

ANEXO 2
Disposición de las marcas de homologación:

Modelo A

(Véase el punto 4.2.4 del presente Reglamento)

 

Imagen: data:image/jpg;base64,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

 

a = 8 mm mín.

Esta marca de homologación colocada en un vehículo indica que el tipo de vehículo en cuestión ha sido homologado en los Países Bajos (E4), por lo que respecta a la protección del conductor contra el mecanismo de dirección en caso de impacto, de conformidad con el Reglamento n.o 12. El número de homologación indica que la homologación se concedió de acuerdo con los requisitos del Reglamento n.o 12 en su versión modificada por la serie 04 de enmiendas.

Modelo B

(Véase el punto 4.2.5 del presente Reglamento)

 

Imagen: data:image/jpg;base64,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

 

a = 8 mm mín.

Esta marca de homologación colocada en un vehículo indica que el tipo de vehículo en cuestión ha sido homologado en los Países Bajos (E4) con arreglo a los Reglamentos n.os 12 y 42 (1). Los números de homologación indican que, en las fechas en que se concedieron las homologaciones respectivas, el Reglamento n.o 12 incluía la serie 04 de enmiendas, mientras que el Reglamento n.o 42 incluía la serie 00 de enmiendas.

Modelo C

(Véase el punto 4.3.4 del presente Reglamento)

 

Imagen: data:image/jpg;base64,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

 

Esta marca de homologación colocada en un mando de dirección indica que el tipo de mando de dirección en cuestión ha sido homologado en los Países Bajos (E4), por lo que respecta a la protección del conductor contra el mecanismo de dirección en caso de impacto, de conformidad con el Reglamento n.o 12 en su versión modificada por la serie 04 de enmiendas.

Modelo D

(Véase el punto 4.3.4.3 del presente Reglamento)

 

Imagen: data:image/jpg;base64,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

 

Esta marca de homologación colocada en un mando de dirección indica que el tipo de mando de dirección en cuestión ha sido homologado en los Países Bajos (E4), por lo que respecta a la protección del conductor contra el mecanismo de dirección en caso de impacto, de conformidad con los puntos 5.2.1 y/o 5.3.1 del Reglamento n.o 12 en su versión modificada por la serie 03 de enmiendas.

(1)  El segundo número se ofrece únicamente a modo de ejemplo.

ANEXO 3
Ensayo de impacto frontal contra una barrera

1.   Objetivo

El objetivo de este ensayo es comprobar si el vehículo cumple los requisitos establecidos en el punto 5.1.

2.   Instalaciones, procedimientos y aparatos de medición

 

2.1.

Lugar del ensayo

El área del ensayo será lo suficientemente amplia para dar cabida a la pista de lanzamiento del vehículo, la barrera y las instalaciones técnicas necesarias para el ensayo. La parte final de la pista, por lo menos los 5 últimos metros antes de la barrera, deberá ser horizontal (inclinación inferior al 3 % medido en una longitud de 1 m), plana y lisa.

 

2.2.

Barrera

La barrera será un bloque de cemento armado de como mínimo 3 m de ancho por delante y como mínimo 1,5 m de alto. La barrera será de una densidad tal que pese, por lo menos, 70 toneladas métricas. La cara delantera será plana, vertical y perpendicular al eje de la pista de lanzamiento. Estará recubierta de tableros de madera contrachapada de 20 ± 2 mm de grosor en buen estado. Entre el tablero de madera contrachapada y la barrera podrá colocarse una estructura sobre una placa de acero de por lo menos 25 mm de grosor. Podrá utilizarse una barrera cuyas características sean diferentes, siempre que el área de impacto sea mayor que el área delantera de colisión del vehículo sometido a ensayo y siempre que se obtengan resultados equivalentes.

 

2.3.

Propulsión del vehículo

En el momento del impacto, el vehículo no estará ya sujeto a la acción de ningún dispositivo suplementario de dirección o de propulsión. Llegará al obstáculo siguiendo una trayectoria perpendicular a la barrera; la desviación lateral máxima que se permitirá entre la línea vertical mediana de la parte delantera del vehículo y la línea vertical mediana de la barrera será de ± 30 cm.

 

2.4.

Estado del vehículo
 

2.4.1.

Durante el ensayo, el vehículo llevará todos sus elementos y el equipamiento normal incluidos en su masa sin carga o estará en la situación necesaria para cumplir este requisito en lo que se refiere a los elementos y equipamiento de interés para el habitáculo y la distribución de la masa del vehículo en orden de marcha en su conjunto.

A petición del fabricante y como excepción a lo dispuesto en el punto 5.1 del presente Reglamento, el ensayo podrá realizarse con los maniquíes colocados, siempre que no impidan el movimiento del mecanismo de dirección. La masa de los maniquíes solo se tendrá en cuenta para los fines del ensayo.

 

2.4.2.

Si el vehículo es propulsado por medios externos, el sistema de alimentación de combustible estará lleno hasta, por lo menos, el 90 % de su capacidad con un líquido no inflamable de densidad situada entre 0,7 y 1.

Este requisito no se aplica al hidrógeno como combustible.

Todos los demás sistemas (depósitos de líquido de frenos, radiador, etc.) podrán estar vacíos.

 

2.4.3.

Si el vehículo es propulsado por su propio motor, el depósito de combustible estará lleno hasta, por lo menos, el 90 % de su capacidad. Todos los demás depósitos estarán llenos al máximo.

Si el fabricante y el servicio técnico se ponen de acuerdo, estará permitido modificar el sistema de combustible de manera que pueda utilizarse una cantidad de combustible adecuada para hacer funcionar el motor o el sistema de conversión de la energía eléctrica.

En tal caso, el depósito de combustible estará lleno hasta, por lo menos, el 90 % de la masa correspondiente a un depósito completamente lleno de combustible con un líquido no inflamable de una densidad situada entre 0,7 y 1.

Este requisito no se aplica a los depósitos de hidrógeno.

 

2.4.4.

Ajuste del tren motor eléctrico
 

2.4.4.1.

Procedimientos de ajuste del estado de carga
 

2.4.4.1.1.

El ajuste del estado de carga se efectuará a una temperatura ambiente de 20 ± 10 °C.
 

2.4.4.1.2.

El estado de carga se ajustará con arreglo a uno de los procedimientos siguientes, según proceda. Cuando sean posibles diferentes procedimientos de carga, el SAEER se cargará siguiendo el procedimiento con el que se obtenga el estado de carga más elevado:

a)

En el caso de un vehículo con un SAEER diseñado para ser cargado desde el exterior, el SAEER se cargará hasta el estado de carga más alto de conformidad con el procedimiento especificado por el fabricante para el funcionamiento normal hasta que el proceso de carga finalice normalmente.

b)

En el caso de un vehículo con un SAEER diseñado para ser cargado únicamente por medio de una fuente de energía situada a bordo del vehículo, el SAEER se cargará hasta el estado de carga más alto que pueda alcanzarse con el funcionamiento normal del vehículo. El fabricante indicará el modo de funcionamiento del vehículo que permita alcanzar ese estado de carga.

 

2.4.4.1.3.

Cuando el vehículo se someta a ensayo, el estado de carga no deberá ser inferior al 95 % del estado de carga conforme a los puntos 2.4.4.1.1 y 2.4.4.1.2, en el caso de un SAEER diseñado para ser cargado desde el exterior, ni inferior al 90 % del estado de carga conforme a los puntos 2.4.4.1.1 y 2.4.4.1.2, en el caso de un SAEER diseñado para ser cargado únicamente por una fuente de energía situada a bordo del vehículo. El estado ce carga se confirmará con un método proporcionado por el fabricante.
 

2.4.4.2.

El tren de potencia eléctrico se energizará con o sin el funcionamiento de las fuentes de energía eléctrica originales (por ejemplo, el generador del motor, el SAEER o el sistema de conversión de energía eléctrica). Sin embargo:
 

2.4.4.2.1.

Si así lo acuerdan el servicio técnico y el fabricante, se permitirá realizar el ensayo con todo el tren de potencia eléctrico, o con partes de este, sin energizar, siempre que ello no influya negativamente en los resultados del ensayo. La protección contra choques eléctricos de las partes del tren de potencia eléctrico sin energizar se probará con la protección física o la resistencia de aislamiento y datos adicionales pertinentes.
 

2.4.4.2.2.

Si está instalado un desconector automático, a petición del fabricante podrá efectuarse el ensayo activando dicho desconector. En este caso deberá demostrarse que el desconector automático habría funcionado durante el ensayo de impacto. Esto incluye la señal de activación automática y la separación galvánica teniendo en cuenta las condiciones observadas durante el impacto.
 

2.4.5.

Cuando el fabricante así lo solicite, el servicio técnico responsable de llevar a cabo los ensayos podrá autorizar la utilización del mismo vehículo empleado en los ensayos exigidos en otros Reglamentos (incluidos los ensayos capaces de dañar su estructura) para los ensayos exigidos en el presente Reglamento.
 

2.4.6.

El volante, si es regulable, se situará en la posición normal que indique el fabricante o, en su defecto, en una posición equidistante respecto a los límites de sus posibilidades de regulación.
 

2.5.

Velocidad en el momento del impacto

La velocidad en el momento del impacto estará comprendida entre 48,3 km/h (30 mph) y 53,1 km/h (33 mph). No obstante, el ensayo se considerará satisfactorio si el impacto se produce a una velocidad superior, siempre que el vehículo cumpla los requisitos establecidos.

 

2.6.

Instrumentos de medida

El aparato utilizado para registrar la velocidad a la que se hace referencia en el punto 2.5 tendrá un margen de exactitud del 1 %.

3.   Resultados

 

3.1

Con objeto de determinar el desplazamiento hacia atrás y hacia arriba del mando de dirección, se registrará (1) durante la colisión la variación de la distancia, medida horizontal (2) y paralelamente al eje longitudinal del vehículo y verticalmente en sentido perpendicular a ese eje, entre la parte superior de la columna de dirección (y de su eje) y un punto del vehículo que no haya sido afectado por el impacto. Se tomará como medida del desplazamiento hacia atrás y hacia arriba el mayor valor de esta variación que se obtenga en el registro.
 

3.2.

Después del ensayo se describirán los daños sufridos por el vehículo en un informe escrito; y se tomará al menos una fotografía de cada una de las partes siguientes del vehículo:
 

3.2.1.

los lados (derecho e izquierdo),
 

3.2.2.

la parte delantera,
 

3.2.3.

la parte inferior,
 

3.2.4.

la zona dañada dentro del habitáculo.

4.   Factores de corrección

 

4.1.

Notación

V

Velocidad registrada en km/h;

mo

Masa del prototipo en las condiciones definidas en el punto 2.4 de este anexo;

m1

Masa del prototipo incluidos los aparatos del ensayo;

Do

Variación de la distancia registrada durante el impacto, tal como se define en el punto 3.1 de este anexo;

D1

Variación de la distancia utilizada para determinar los resultados del ensayo;

K1

=

el valor mayor entre y 0,83;

Imagen: data:image/jpg;base64,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

 

K2

=

el valor mayor entre y 0,8.

Imagen: data:image/jpg;base64,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

 

 

4.2.

La variación D1 corregida, utilizada para comprobar la conformidad del prototipo con los requisitos del presente Reglamento, se calculará utilizando la siguiente fórmula:

D1 = Do.K1.K2

 

4.3.

No se exigirá un ensayo de impacto frontal contra una barrera en el caso de un vehículo que sea idéntico al prototipo considerado en lo que se refiere a las características especificadas en el punto 2.2 del presente Reglamento y cuya masa m1 sea superior a mo, siempre que m1 no sea superior a 1,25 mo y la variación D2 corregida, obtenida de la variación D1 mediante la fórmula

 

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/AAAsIAEAAjwEBEQD/xAAdAAEAAgIDAQEAAAAAAAAAAAAABwgFBgEDBAIJ/8QAORAAAQMDAwIEAwUGBwEAAAAAAQIDBAUGBwAREgghExcx0wlXlRQVIkGWFhgjNFFYJzJ1goOXs9T/2gAIAQEAAD8A/VPTTTTTTTTTTTTWsZGvyLja1JV2zbduGtR4ZSXYtCpq58vgfVYZR+JSUgbnbvt+R1B1odfOLb+tpV6WVjzK9dt5t8xnKpTbLkymEugpCk/wypRI5p32Sdt9TPi7L+Ns0W8u6MY3bDrtOZfVFfUyFtuRn0gFTTzTiUuMuAEEoWlKu47a3HTTTTTTTTTVdOtzqAyl02YxYyTj21rXrcZuaxBmN1eXIQ6lx95tDXhNtJCXAQXAordRxPEjl3GsBdfUR1J44yJYdkXhiq0J7+VG34lDi0mpyOVFqbTQcWzOfUkh9hKVeIt9lpPFLawEL2So7ZiHO991TPV3dOeVIFvOXBQKHCuWHVLfakMxJMN9YQttxl9S1NuNrUgAhagtJJ2QQU6li3MmY+vC4KtatqXnRqxVqC0w7U4sCYiQuGl4r8LxeBIQVeGshJO+w322I3pj12/Evm9MN9IxPjeyqdXLlYisTKjLq63hEiJdHJDSW2ylTqyjZXILCU8gO53AlTo96xqP1g4fr9dVQk0O5bcSqLWqc26XWUFxpamX2Vnv4awhewV+JKkLHcAKMdfB4SD0iA7d/wBqKn3/ANjGvtLhw98VNi2rUjqRS80WSarXYzLYQyifF+08JSgOxURFUCe26pCidySTby3MmY+vC4KtatqXnRqxVqE0w7U4sCYiQuGl4r8LxeBIQVeGshJO+w322I32bWo5RyG3i60JV5P2hclxx4P45EWgQ0SpSGglSlu+GpaOSUhJ32JV3GwOoSsrrws/Itos3/Y+D8y122npBjJqVNtduWnmlYQvZpqQp5QST34tnbY/01M2KMyY2zdbRuzGV0R6zT23lRZHFC2noshIBUy+y4EuNODcbpWkHvrddNNNNVc+ILjjLOZMPxsZYpx0/cUufVIlRfl/esOGzDTFfQ4ELEhxKllwFQTwBA4nlt23xOV0dQ935vw7kuj9MtbXTMeO1WoVBpd00ZEh5ydTVRgy2kyOJLal7qUVAED8O+++viyLMzlG657gzfVsI1KBaVwWzHtRMtdepji2CzIS59qW0h8rLSg32SkFe6hukd9s3gW3KHa3WNnei2zQINHpke3bNLUSBERHjtlaJ6lcUNgJG6ionYdzudRX11fDPmdT2RY+Wce31T6DXJERmDVolUZdXGkpaBS2+hbe6kLCOKCniUqCUndJB5b50zdKFR6KcFVykWvQ5ORr0uZ9p6rinPxoHP8AhltDTS5TiE+EzzcUCohSi4o8fRI0roitDqb6VMIqxdcfTJWa5UBVpdSTJp91URLBS6lsJSfEkhQIKO/Y+v56lXAuAshrzldXVZnZmkQLvuOnMUWi29TJKpbVvUxGxLS5JCQ++spSVqSniDz4khQCfPga3KHavWPnei2xQYNHpce3bNLMSBERHjtlaJ6lcUNgJG6ionYdzudWh1rmRx/h/cv+jzf/AAXqqXwjwP3NKGdu/wB81bv/AM+sVQJbuKPiqV2z7VYc+5crWK1cFdjNJCGWJ8dTyUSlbA9yGVgk8d1Sldz2BsZbvVb083XecawKBlWiyqzPcdZgNguIYnuNkBxEWQtAZkqSSAUtLWfXt2OpY37bjvqBLj6hsy0i4KlSqP0d5FrEKHKdjx6gzU6Q03LQhRSHkJXJ5BKtuQ5AHYjcA9hjf3ls7/2Q5K+s0b/6dWBos2VUqRBqM6lv02TKjNPPQn1IU5GWpAKmllBKSpJJSSkkbg7EjWEuPKONbOqApN2ZBtqizVNpeEao1ePGdLZJAVwcWDsSDsdtux1i/PvB3zjsb9Rwvd1x594O+cdjfqOF7uoztil9GNnX/Nylb2RbZjXRUv56oryG68uWO+yXkuTFIcSNzxSpJCd+wGpN8+8HfOOxv1HC93Tz7wd847G/UcL3dPPvB3zjsb9Rwvd1x594O+cdjfqOF7uoztil9GNnZAm5Rt7Itsx7oqX89UV5DdeXLHfZLyXJikOpG54pUkhO/YDU90Wt0a46YxWrfq0Op0+UkqYlw5CH2XQCQSlaCUq7gjsfUHWq5lkXm3j+pxLEso3RVKgy5BEP7zZgcEOtrSp0uOgp2TuPw+p37emqq9H1o9U/S3g6FiWd06R7hmQpkyYJke9oEdlwvL5hOyklSduwJ7/1H9NSVgrpou+DkfIPUJnWpU1d+ZDhIpDUOgvOhm36SlASIrMkhLjjp4tFboCfxNAp9dQ1k+0ceyYeL+nywKsn9gMF3pSH7kvGsPCU5BmJkBEWkRVITyfkrdkNtu8EBDCVNJWQdwm/YHb11X65uj5Fz3FU7ic6nOoGmqqct2WYdMvtcWJG5qKvCZaS1s22nfZKR6ADufXWM/ciY/uv6k/+xXfa1Y2mQlU6nRaeubJmKjMtsmRJUFPPFKQOayAAVHbckADcnsNYWv43x9dc4VO57Gt6rzEthoSJ9LYkOBAJITycQTsCT2327nWM8ksN/KezfoET29PJLDfyns36BE9vTySw38p7N+gRPb08ksN/KezfoET29PJLDfyns36BE9vTySw38p7N+gRPb08ksN/KezfoET29PJLDfyns36BE9vW1Uij0mgU5mkUOmRKdBjApZjRGEMtNgkkhKEAJHck9h6k69mmumXFZmxXocgKLT7am1hKyk8VDY7FJBB2PqCCNQjQehzpOtqvQLnouC7Zj1SmSm5sWT4Ti1NvtqCkODksgqCgDuQe431OfprnTTTTXTMVKREeXCbaXIDai0l1ZShS9jxCiASBvtuQD2/I6qBjPqX6sMs3ZliyrdxRjqFOxnUlU37U9W5b8aZLQnf7I3/DbcUXODhD6ktpbCkbocO414V9beXar04NdW1ExdbtPseksNLqlIqdQkKqlRWJCY8lUR1tHgstIdUfDW4Fl4JUSlntyuJQazCuKiU+v04rMWpRWpjBWniotuIC07j8jsodte/TTTTTTTTTTTTTXTMcdZiPOsRlyXENqUhlCkpU4oAkJBUQASe25IHfvqmnT3ROojEt75xvWs9MtySRkC5FXJR4rNx0ML4n8AjuqMziheyyskbp4oVsSrilWiIw91KH4eT3Smrp5ribrEIU5Mk3DRfsauU9csuhX2vlwSkJQQUhRUobAgEiVqJfuXallLFPTvOeqOLGm7DkV+rt7wJdSqD8J5uGiC08PHjpbUkmQS3yd4AA+Hsd9x6WsrX/eV45hxrfFRXXm8a3Umj024VxGo650dxnxPBeDIDSn2dgFqQE7haCUJPrYXTTTTTTTTTTTTTTTWo5ExPj3K8GHAv62I9UFOfMmC/zcZkwnikpLkeQ0pLrK9jtybUk+nfsNeyxMeWRjGgItewbYgUOmIdcfMeG1wC3Vndbiz/mWtR9VqJUfzOti001//9k=

 

demuestre que el nuevo vehículo sigue cumpliendo los requisitos del punto 5 del presente Reglamento.

5.   Procedimientos equivalentes

 

5.1.

La Autoridad de Homologación de Tipo puede autorizar otros tipos de ensayos siempre que pueda demostrarse su equivalencia. Se adjuntará a la documentación de homologación un informe que describa el método utilizado y los resultados obtenidos o el motivo por el que no se ha realizado el ensayo.
 

5.2.

El fabricante, o su agente, que desee utilizar un método alternativo será el responsable de demostrar su equivalencia.

(1)  Este registro podrá sustituirse por mediciones de los valores máximos.

(2)   «Horizontalmente» significa en relación con el habitáculo cuando el vehículo está inmóvil antes del ensayo, y no durante el movimiento del vehículo con respecto al suelo, y «verticalmente» significa perpendicular con respecto a horizontalmente y en dirección ascendente.

ANEXO 4
Ensayo con el torso rígido

1.   Objetivo

El objetivo de este ensayo es comprobar si el vehículo cumple los requisitos establecidos en el punto 5.2 del presente Reglamento.

2.   Instalaciones, procedimientos y aparatos de medición

 

2.1.

Montaje del mando de dirección
 

2.1.1.

El mando se montará en la sección delantera del vehículo determinada mediante un corte transversal de la carrocería a la altura de los asientos delanteros y, si es posible, eliminando el techo, el parabrisas y las puertas. Esta sección se sujetará firmemente al banco de pruebas de forma que no se desplace por efecto del impacto del torso rígido.

La tolerancia del ángulo de montaje del mando será de ± 2 grados respecto al ángulo previsto.

 

2.1.2.

Sin embargo, a petición del fabricante y a condición de que el servicio técnico esté de acuerdo, el mando de dirección podrá montarse en un armazón que simule el montaje del mecanismo de dirección, siempre que, en comparación con el conjunto formado por la sección delantera de la carrocería y el mecanismo de dirección, el conjunto formado por el mecanismo de dirección y el armazón tenga:
 

2.1.2.1.

la misma composición geométrica y
 

2.1.2.2.

mayor rigidez.
 

2.1.3.

Montaje del mando de dirección cuando se pretenda homologar únicamente el mando de dirección.

Se someterá a ensayo el mando de dirección completo con sus guarniciones. Deberá haber un espacio de deformación mínimo de 100 mm entre el mando de dirección y el banco de pruebas. El eje de dirección estará firmemente sujeto al banco de pruebas de forma que el eje no se desplace por efecto del impacto (véase la figura 2).

 

2.2.

Colocación del mecanismo de dirección para los ensayos
 

2.2.1.

Durante el primer ensayo, se girará el mando de dirección de forma que el radio más rígido esté perpendicular al punto de contacto con el torso rígido; cuando el mando de dirección sea un volante, el ensayo se repetirá colocando la parte más flexible del volante en posición perpendicular al punto de contacto. En el caso de un mando de dirección regulable, los dos ensayos deberán realizarse ajustando el volante en la posición normal que indique el fabricante o, en su defecto, en una posición equidistante respecto a los límites de sus posibilidades de regulación.
 

2.2.2.

Cuando el vehículo esté equipado con un dispositivo para ajustar la inclinación y la posición del volante, se realizará el ensayo con este en la posición normal de utilización indicada por el fabricante y considerada por el laboratorio representativa desde el punto de vista de la absorción de energía.
 

2.2.3.

Cuando el mando de dirección esté provisto de un airbag de volante, el ensayo deberá realizarse con el airbag inflado. A petición del fabricante y con el consentimiento del servicio técnico, el ensayo podrá realizarse sin el airbag inflado.
 

2.3.

Torso rígido

El torso rígido tendrá la forma, las dimensiones, la masa y las características que se muestran en el apéndice de este anexo.

 

2.3.1.

A continuación figuran unas orientaciones adicionales no obligatorias referentes a las propiedades mecánicas del torso rígido:

a)

Velocidad de deformación durante la medición de la rigidez: 250 ± 50 mm/min;

b)

Centro de gravedad: 551,2 ± 6 mm desde el extremo superior del torso rígido;

c)

Momento de inercia en torno al eje lateral a través del centro de gravedad: 2,26 ± 0,23 kg × m2.

 

2.4.

Medición de fuerzas
 

2.4.1.

Las mediciones serán de la fuerza máxima que actúe horizontal y paralelamente al eje longitudinal del vehículo y se aplique al torso rígido como resultado del impacto contra el mando de dirección.
 

2.4.2.

Esta fuerza se medirá directa o indirectamente o se calculará a partir de los valores registrados durante el ensayo.
 

2.5.

Propulsión del torso rígido
 

2.5.1.

Podrá utilizarse cualquier método de propulsión, siempre que cuando el torso rígido golpee el mando de dirección, este está libre de toda conexión con el dispositivo propulsor. El torso rígido golpeará el mando tras una trayectoria más o menos rectilínea y paralela al eje longitudinal del vehículo.
 

2.5.2.

El punto H del torso rígido, señalado mediante una marca especial, se ajustará de forma que después del impacto esté situado en el plano horizontal que pasa por el punto R indicado por el fabricante del vehículo.
 

2.6.

Velocidad

El torso rígido golpeará el mando de dirección a una velocidad de 24,1 km/h + 1,2 (15 mph + 0,8). No obstante, el ensayo se considerará satisfactorio si el impacto se produce a una velocidad superior, siempre que el vehículo cumpla los requisitos establecidos.

 

2.7.

Instrumentos de medida
 

2.7.1.

Los instrumentos utilizados para registrar los parámetros mencionados en el punto 5.2 del presente Reglamento darán como resultado unas mediciones con los niveles de exactitud siguientes:
 

2.7.1.1.

Velocidad del torso rígido: hasta un 2 %;
 

2.7.1.2.

Registro del tiempo: hasta 1/1 000 de segundo.
 

2.7.1.3.

En las grabaciones y películas utilizadas para analizar los resultados del ensayo se determinará el principio del impacto (punto 0) en el momento del primer contacto del torso rígido con el mando de dirección.
 

2.7.1.4.

Medición de la fuerza

Los aparatos utilizados cumplirán la norma ISO 6487:1987, salvo que se especifique otra cosa en el presente Reglamento.

 

2.7.1.4.1.

Cuando haya transductores de carga incluidos en el sistema de dirección:

La clase de amplitud del canal será de 1 960 daN (2 000 kg) y la clase de frecuencia del canal será de 600.

 

2.7.1.4.2.

Cuando haya medidores de la aceleración o transductores de la carga incluidos en el torso rígido: Se colocarán dos medidores unidireccionales de la aceleración simétricamente en el plano transversal del centro de gravedad del torso rígido. La amplitud del canal será de 60 g y la clase de frecuencia del canal será de 180. Se permitirán otros métodos, en relación con el número y colocación de los medidores de aceleración, tales como dividir los instrumentos del ensayo en partes separadas en el centro de gravedad en el cual estén colocados los medidores de aceleración para medir la aceleración horizontal y paralelamente al eje longitudinal del vehículo.

La fuerza resultante será la fuerza equivalente al máximo de la suma de las fuerzas calculadas o registradas directamente para cada parte del torso rígido.

 

2.8.

Temperatura ambiente: estabilizada a 20 °C ± 5 °C.

3.   Resultados

 

3.1.

Tras el ensayo, se comprobarán los daños sufridos por el mecanismo de dirección y se describirán por escrito en un informe; se tomará por lo menos una fotografía lateral y otra frontal de la zona del «mando de dirección / columna de dirección / panel de instrumentos».
 

3.2.

El valor máximo de la fuerza se medirá o calculará como se indica en el punto 2.4.

Apéndice

Torso rígido

 

Imagen: data:image/jpg;base64,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

 

ANEXO 5
Ensayo con impactador en forma de cabeza

1.   Objetivo

El objetivo de este ensayo es comprobar si el mando de dirección cumple los requisitos establecidos en el punto 5.3 del presente Reglamento.

2.   Instalaciones, procedimientos y aparatos de medición

 

2.1.

Generalidades
 

2.1.1.

Se someterá a ensayo el mando de dirección completo con sus guarniciones.
 

2.1.2.

Cuando el mando de dirección esté provisto de un airbag de volante, el ensayo deberá realizarse con el airbag inflado. A petición del fabricante y con el consentimiento del servicio técnico, el ensayo podrá realizarse sin el airbag inflado.
 

2.2.

Montaje del mando de dirección cuando se pretenda homologar el mando de dirección en relación con la homologación del vehículo
 

2.2.1.

El mando se montará en la sección delantera del vehículo determinada mediante un corte transversal de la carrocería a la altura de los asientos delanteros y, si es posible, eliminando el techo, el parabrisas y las puertas.

Esta sección se sujetará firmemente al banco de pruebas de forma que no se desplace bajo los efectos del impactador en forma de cabeza.

La tolerancia del ángulo de montaje del mando será de ± 2 grados respecto al ángulo previsto.

 

2.2.2.

Sin embargo, a petición del fabricante y a condición de que el servicio técnico esté de acuerdo, el mando de dirección podrá montarse en un armazón que simule el montaje del mecanismo de dirección, siempre que, en comparación con el conjunto formado por la sección delantera de la carrocería y el mecanismo de dirección, el conjunto formado por el mecanismo de dirección y el armazón tenga:
 

2.2.2.1.

la misma composición geométrica y
 

2.2.2.2.

mayor rigidez.
 

2.3.

Montaje del mando de dirección cuando se pretenda homologar únicamente el mando de dirección

Se someterá a ensayo el mando de dirección completo con sus guarniciones. Deberá haber un espacio de deformación mínimo de 100 mm entre el mando de dirección y el banco de pruebas. El eje de dirección estará firmemente sujeto al banco de pruebas de forma que el eje no se desplace por efecto del impacto (véase la figura 1).

 

2.3.1.

No obstante, a petición del fabricante, podrá realizarse el ensayo en las condiciones especificadas en el punto 2.2. En tal caso, la homologación únicamente será válida para el tipo o tipos especificados de vehículos.

3.   Aparato de ensayo

 

3.1.

Este aparato consistirá en un impactador lineal rígido totalmente dirigido con una masa de 6,8 kg. Su área de impacto será semiesférica, con un diámetro de 165 mm.
 

3.2.

El impactador irá equipado con dos medidores de la aceleración capaces de medir valores en la dirección del impacto.
 

3.3.

Instrumentos de medida
 

3.3.1.

Los aparatos de medición cumplirán la norma ISO 6487:1987. Además deberán reunir las características siguientes:
 

3.3.2.

Aceleración

Clase de amplitud del canal: CAC 150 g

Clase de frecuencia del canal: CFC 600 Hz.

 

3.3.3.

Velocidad

Exactitud de ± 1 %.

 

3.3.4.

Registro del tiempo

Los instrumentos permitirán que se registre la acción mientras dure y sus lecturas deberán ser exactas a la milésima de segundo. Se señalará en los registros utilizados para analizar el ensayo el principio del impacto en el momento del primer contacto entre el impactador y el mando de dirección.

4.   Procedimiento de ensayo

 

4.1.

El plano del mando de dirección se colocará perpendicularmente a la dirección del impacto.
 

4.2.

Se impactarán un máximo de cuatro posiciones y un mínimo de tres en cada tipo de mando de dirección. Se utilizará un mando de dirección nuevo para cada impacto. En los impactos sucesivos, el eje axial del impactador deberá estar en línea con uno de los puntos siguientes:
 

4.2.1.

el centro del cubo del mando de dirección;
 

4.2.2.

el punto de unión entre el radio más rígido o con más soporte y el borde interior del aro del mando de dirección;
 

4.2.3.

el punto medio de la zona del aro sin soporte más corta del aro del mando de dirección que carezca de radio cuando lo golpee el impactador en forma de cabeza;
 

4.2.4.

a discreción de la autoridad de homologación de tipo, la posición más desfavorable en el mando de dirección.
 

4.3.

El impactador golpeará el mando de dirección a una velocidad de 24,1 km/h; esta velocidad se alcanzará mediante la mera energía de propulsión o utilizando un dispositivo propulsor adicional.

5.   Resultados

 

5.1.

En los ensayos realizados de acuerdo con los métodos descritos anteriormente, el valor de desaceleración del impactador será la media simultánea de las lecturas de los dos medidores de la desaceleración.

6.   Procedimientos equivalentes

 

6.1.

La Autoridad de Homologación de Tipo puede autorizar otros tipos de ensayos siempre que pueda demostrarse su equivalencia. Se adjuntará un informe a la documentación de homologación en el que se describa el método utilizado y los resultados obtenidos.
 

6.2.

El fabricante, o su agente, que desee utilizar un método alternativo será el responsable de demostrar su equivalencia.

Figura 1 a

Dispositivo de ensayo

 

Imagen: data:image/jpg;base64,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

 

Figura 1 b

Medición de la rigidez del dispositivo de ensayo

 

Imagen: data:image/jpg;base64,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

 

F = 800 daN; d = 0,2 m

Bajo una carga de 800 daN que produce un par de 160 mdaN en relación con el punto «B», el desplazamiento en cualquier dirección del punto «A» deberá ser inferior a 2 mm.

ANEXO 6
Procedimiento de determinación del punto «H» y del ángulo real del torso de las plazas de asiento en los vehículos de motor (1)

Apéndice 1: Descripción del maniquí tridimensional con punto «H» (maniquí 3-D H)1

Apéndice 2: Sistema de referencia tridimensional1

Apéndice 3: Datos de referencia sobre las plazas de asiento1

(1)  El procedimiento se describe en el anexo 1 de la Resolución consolidada sobre la construcción de vehículos (RE.3) (documento ECE/TRANS/WP.29/78/Rev.7).

ANEXO 7
Procedimientos de ensayo sobre la protección contra la alta tensión y el derramamiento del electrolito de los ocupantes de vehículos que funcionan con energía eléctrica

En el presente anexo se describen los procedimientos para demostrar el cumplimiento de los requisitos de seguridad eléctrica del punto 5.5. Por ejemplo, las mediciones con megóhmetro u osciloscopio son una alternativa adecuada al procedimiento descrito más adelante para medir la resistencia de aislamiento. En ese caso puede ser necesario desactivar el sistema de control de la resistencia de aislamiento a bordo del vehículo.

Antes de proceder al ensayo de impacto del vehículo, deberá medirse y registrarse la tensión de los buses de alta tensión (Vb) (véase la figura 1) para confirmar que se encuentra dentro de la tensión de funcionamiento del vehículo especificada por el fabricante de este.

1.   Configuración y equipo del ensayo

Si se emplea una función de desconexión de la alta tensión, las mediciones deberán hacerse a ambos lados del dispositivo que desempeñe dicha función.

No obstante, si el desconector de alta tensión está integrado en el SAEER o en el sistema de conversión de energía y el bus de alta tensión del SAEER o del sistema de conversión de energía está protegido conforme al grado de protección IPXXB, tras el ensayo de impacto, las mediciones podrán hacerse únicamente entre el dispositivo que desempeñe la función de desconexión y las cargas eléctricas.

El voltímetro utilizado en este ensayo deberá medir valores de CC y tener una resistencia interna de por lo menos 10 MΩ.

2.   Instrucciones que podrán seguirse si se mide la tensión

Determinación de las tensiones de los buses de alta tensión (Vb, V1 y V2) tras el ensayo de impacto (véase la figura 1).

La tensión no deberá medirse antes de que transcurran 5 segundos ni después de que transcurran 60 segundos después del impacto.

Este procedimiento no es aplicable si el ensayo se realiza con el tren de potencia eléctrico sin energizar.

Figura 1

Medición de Vb, V1 y V2

 

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAjID3wMBIgACEQEDEQH/xAAdAAEAAwEBAQEBAQAAAAAAAAAABgcIBQQDAQIJ/8QAXRAAAAUDAQMDDgkIBwcCBQQDAAECAwQFBhEHEiExCBNBFBUXGCIyUVRXYZOU0dMJN1hxdYGRlrMjODlCdpKytBYzUmJzgtIkNkNydKGxNKJFY4PBwiVEVfAoU3f/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A2WAAAAAAAAAAAAAAAAAAAAIpq7ecXT7TmtXfLa59NPj7bbO1jnXVGSW0Z6CNSkkZ9BZErFXcqq06jeehNx0WkNLfnk03JYZQWVOm04lw0EXSZpSZEXSeAHJ0nsaVeNm068dTapU6zWaywiamKic9HiQGnC2kNNMtLSRGSTTlSsqM+kfzVLFrduVS8JMe5LjkW3Jth04JPVZ1TlNktqUrYbcNW3smWyZGZmfcmkzMsEJJycbtpt3aOW5MgPoU9EgswprJH3bD7SCQtKi4lvTks8SMjHbv6rU1duXJRkTGl1BqiyX3WEnlTbZtqIlKx3uT4ZxnB4zgwFY6J6tWXQdI7Ip90XObdSkwGUuvPNvOoS6szNJOvEk0IUfHC1EfSLfuC56LQpcKFPlK6tnmsocRlpbz7+wWVmltBGoySW8zxgslk94zdcEeMXwdTZJYaIus0VzBJIi2+qUGav8Amz08RYlTrFNk6r2Xb0CmwzvI7dXLKrTNoyiRFESVpQ2Rlzri1Ee4zIkkRnk+BhYtKva1qnbU644tZjlTKet1E557LXUi2v6xDqVkSm1J6SURGP2kXlQKpVCpbEiQzNVEOahmVDdjqXHI0kbqecSWUkakkfgyWRQen1NolwW1rdQrhrjhUuoXUuK5UGzSRk4smkJcLZLZ/rNjPRu37hLNPq5fltam0jT/AFOjwa7JlwpR0G5Yadhb7bZIU82+3+qrBNmZluzs99nICXaUyLHVV7wk2pdUqsuPVQ5VUJ6Wp5mI8pJ9w2ZkSUpIknuIzxgizuIh2qTf1rVSZTY0Oe6o6rt9bXVxHUMzNlJrUbTikklZbKTVkj3kWSyW8VTpQVO/pZrz14Upum9dldVqTkjJnqZW2ZY352c8B5LTkXlpXXbOtK5nIV4WPPnNQLarLadiXAcU2smUOJLctPN7SSUX6uTz+qA0SIa5qhY7VThwHa3zXV8jqWHKXFeTEkPZMubRINPNKVkjwRK34PA/dblVNOjt3qo3OdXlRZXMc335K5pXe+fGcY6RVFtW9pzfWgNEn1q9Kw7bseDGU6wdTShER5pBFzZElJKSpKi2SSW892M5IBILq6oi8q+y2mqjUTjTKNUXXYq5jimNtBERKS2Z7KTwfQQ7mtF1Ro1PfojN2OUBpCCXWqhCgPy5MCMos5SbaFIYUos/lHO9TlREe4y4F0LJ3lTabubDqCXb1RPZeThZZJG5RdCvD5xHNE2IVy1TUi363dNZp1aaueeqfT2pqGicYcMktuEk0mZpNCSTkjwRJLgWAFyUeqWla2n1Jkx62hyhIjstQpbklUhUklERN7Kt6nVqzuIsmZ8CH8w9RLVlrq0diZK6upDBSJlPXBeblobMskomFIJaiPdg0kZbxR82RaVh31o9Cpk97+gMKXVosebLfNxhMxaNlCucVuNJKW4lKuBZXg8FkXXUmbOXd8ioxo8F66XqM4ychkiW8mGR7REoy71BrMsZ4mW7ODwHB0z1lt26dOTvWrLOhQiW8tSpbTiGm2kvLQ3+VUnYWs0pIzJBngzMugfWpar6WVyJJoC70YZKoUZcs3W1OMmmKtve4l004QskqI8Z2i3HgVdo+pJ8gSW2SiNfWCr9znfuW/nd5siwtM4cZvktUFxEVlCys5OFE2RGW3G2lb/7x7z8JgJLp7UrQo2k9MqFKuJyVbMKH+SqlQfMzW0gzLbWtZEfEjLgXRguA9lHv61qpcDVvsz3mKo+wcmPFmQ3oq5DRcVtk6lO2Rb87OcdIzc1VDonJf0Vqk/bKgRrghO1k8ZSllLrqkmsulBLJKvnJPmGiqydlVKv29Vz61VCvJS8VCkIMnXEkts+cWg0mfcbJb1cCyXSZZD+61qLaVIdqKJVQfcRSz2ai9GhPSGoZ4I8PLbQpKDIjIzIzyRHk8EJHSqhBqtNj1Kmy2JkOS2TjD7KyWhxB7yUky3GQpjkaSeqNGn6ZU0ZrEGsT49ZbdL8ochTylq5wj4maVkW/wAA+3I2iSImlExBGo6SqvT1UbJ9ycPncINP901Esy+fIC6gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFccom3L4unTpdK0+rC6RWjltOFITNXFPmyztFto378lu6RmvsI8qzymSfvRK9gDUtW0o0/qdderr1utx6m/vfkwZD0Nbx+Fw2Vp2z/AObI6jFkWqxbUq3GKLGZpksjKUy3tJ6ozuPnFEe0szLcZqM8luPcMjdhHlWeUyT96JXsDsI8qzymSfvRK9gDVTmmNiuWii0XLejqoKHOcTTzW5zBKznvdrGM78cM7+I/mvaWaf15NJKs2xDnHSEc3BU8azU0j+xtbWVJ/uqMy8wyv2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANUdivTvqmryCtGmEusoS3PImj2XkpNJkWznBFlKT7kizgs5HWpdpUCm1BVRjQlnMOP1KmQ8+4842znJtoUtRmhJmRGZJxkyLwEMg9hHlWeUyT96JXsDsI8qzymSfvRK9gDV9H05sukPVV6n0JlhdXQtFRMnHD6rJZGSucyo9oz2lbz37zHopFjWtSpMCRCpSUKpqDRAQt5xxuIRlsnzSFKNLfc9zlJFu3cBkjsI8qzymSfvRK9gdhHlWeUyT96JXsAbbPBlgQSl6P6Y0y6v6UQLJo7FWJznUvpZ3IXnO2lBnsJVnfkiIxl/sI8qzymSfvRK9gdhHlWeUyT96JXsAa0qNg2lULrYuqZR0O1uOWGJpuuE40W/uUmSu5LeeSLceTzxHgvLSfTi8K23W7ltCmVGotkkuqHGzJSyLgS9ky2yLhhWRlrsI8qzymSfvRK9gdhHlWeUyT96JXsAbAuG0bYuC2itqs0KBMo5JSlENbBc02Sdydgixs4Lhs4x0D4WLZFpWNTXKdaVBh0iO6vbdJhB7Tii4GpR5UrHRkzwMjdhHlWeUyT96JXsDsI8qzymSfvRK9gDUcPSXTqFAqcCJasJiLVFGqY0hSyS6Rnk042tyDPeaCwk8FktxDqxLIteJaa7UjUsmqItJoOGl5wm9g9xoLuskk/7JHjfwGR+wjyrPKZJ+9Er2B2EeVZ5TJP3olewBrel2JaNNtR+1IlBiJoT6VJcp6yNxgyM8mWwozIizvwXTv4jz2FpvYtiLkuWlbMCkuySw860gzcWWc7O2ozVs537OceYZQ7CPKs8pkn70SvYHYR5VnlMk/eiV7AGsqtp9Z9Uq0qqyqM2Uya2Tcxxl1xnqtJbiS8TaiJ0sHjuyPcJJEjx4cVqJEYajx2UE2000gkoQkiwSUkW4iIt2CGKewjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gdhHlWeUyT96JXsAbbAYk7CPKs8pkn70SvYHYR5VnlMk/eiV7AG2wGJOwjyrPKZJ+9Er2B2EeVZ5TJP3olewBtsBiTsI8qzymSfvRK9gjWplkco3Ty0JN0XJqnNagx1IRstXLKU44tSsJShOCyfE/mIz6AH+gAD/ADm0cpmvuq0GfKtbVKp5gOpbkMyrjktuJ2iylWCz3J4MiPwpMT7sI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgMSdhHlWeUyT96JXsDsI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgMSdhHlWeUyT96JXsDsI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgMSdhHlWeUyT96JXsDsI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgMSdhHlWeUyT96JXsDsI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgMSdhHlWeUyT96JXsDsI8qzymSfvRK9gDbYDEnYR5VnlMk/eiV7A7CPKs8pkn70SvYA22AxJ2EeVZ5TJP3olewOwjyrPKZJ+9Er2ANtgKC5MVgax2hcNWlalXW7WoT8RLcVtdXel7DhLyZ7KywnduyQv0AAAAAAAAAAAAAAAAAAAAAAAAAHOuSq9ZKNIqZ0+bPRHQa1tQ0JW7skWTMiUos4IuBHnwEY4Gk2pFr6n247XbWkPuRmZCo7qH2+bcbWREeDTk9xkojIwEwAQ/VnUi2NMbdart0vvtxnpCY7SGG+ccWsyNW5OS3ESTMzHctStIuGgxaw1AnQWZTZOtNzG0odNCiI0qNJKPGSPge/wkQDqAAAAAPxCkrSSkKJST3kZHkjAfoAI9bF1x69X7go7VKq8NdEkojuPzIptsyTUna2mVZ7tJdJ7uJeEgEhAAAAHguKqs0SiS6tIYlPsxWjdW3GZN1w0lvPZSW89w8Gnt10297Op11UhuS3BqCFOMJkIJLmySlJ3kRmRd7niA7wD+JDhMsOPGhayQk1bKE7SjwXAi6T8wi2m1+Ui/I9YepMWoxutFTcpkpE1jmlk+2lJrLZyZkRbZFvweSPcAlgAPnKeKPGdfNtxwm0GvYbTtKVgs4Iuk/MA+gDhWDcrN32nBuKPTKpTG5iVGUWpR+ZkN7KjT3SMnjOMl4SMjHdAAH4lSVEZpUR4PB4PpH6AAAAAAAAACIajag0exFUcqxEqbpVae1T4y40fbQTzisJJajMiT0n8xGAl4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzfy6rDrl1WCqvNXAxDo1uRnJrkA46lKlPGZJ2jVtYLCTwW4++V4RpAVnypvze71+jF/xJAZ2+D8sCupfXqPAuFhmnLefpc6mLjqM30pShaVEvawRkpSTLcfAy6RtUZy+Dz+IqX9Oyfw2Ro0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAc65/8Adypf9I7/AAGMsaKmek2q1oNY5i2NSbdhLT0NtVNDKMl/mNX1m8XgGnr4enNWrUCptKk1WW7HcaZjMKbSpSlIMiybikpIs4yeRTl5acXFfHJsoVuHR36JeVuRoa6fz77R7MqOhKTNLiFKLZURKwZmW/ZMy3AIhyvD/pPYd9XEru6dbhxqNTTz3JylyGVzHS+YuaZI+g0ul0i1a9e0q17LsCiUdqO5XLlOJT4KpBGbLBcylTjyyIyNRIT+qRlkzIskWRHtd9P7hf5OvY1tGjTK7UnyZN2Tz7LSVuk8TrzzinFp7pa9tWCI96h6b8se6bksaxK3RqYqDddmyY8pqnTnm0pk7CEJeZ5xClJLa2SwrON2/GckHSu68rn02vK1mbiqEat21cc5NMVJ6kKPIgyll+TPuT2Vtq35IyI04zk+A8FLu3Uy49WL/sKBVLcpqKEiEqNUOtzjykE82peDbNwiWo8kRqNREWyeEntbujetCq2qVWtGNMt+fQ6LRKu3WZyqgbaXXXWUqJuO2lClbRGpZmpeSTgt20Z7vPYFDual6+6kXXPtqezSK4zBKnvc6wo3TjMmlZGknNpO0fe5Lf04AR9WoV23TyVbsuJc5mkXFSG58STKgtdy4uPkjU2SjyjaIy38Unky6MSG0ZN+UXk9W3Itxlq46tJp9NREaWylpMRpbbZKWruy53YSZnxIz+0RywLAvJXJ9v8Asqp0J2lVeryKk9CQ/IZWhwpBZbLabWoiPJYPOMcd4+dxUzVKq8ne26HTrOmwJlJXTmKpS3Kgyl6pxWEbL7SFIUZJQo0o4qJSk7RY/tBL7cvypNa4K0+drcG4IMmhrqLMtppKHI77bpIW0o2z2VJMj2uBGR7jyPJauqdaYuLVdu8et3W6yG2HWuoGVpNaFMuOqya1GZqMiSRcCz845jFJvhevVrXkjT1dOohUB6lHHROj7UDLpL2nSSeyRbPBLe3w+ouZa1spu/UblD2066bCKr1FES9jJIUqIsiV58GZHgB6qtqbf8WjUW7KTDm1xUp1hVQtyPbEsuajuFlRtSTSW0tBGW8+5VvMiIsEL+5xJM86o9lOztGat2C8+eApHTSq620624Nj1awI7dQp7KIabiXU2lQlNJIkpf5svyi1bJF3BEW0ZbzRk8XQqKTlNOFJdW+SmeacWrBKXlODM8FgjPzAKjp1yXRqNprW70o1ThUyjPNTUUmE5D505LDRLb5x9e0SkmtSVGRIxsls52jyIrpDfB2nyd9LaRELNTuDnY0dZxnJBMNtqdcdd5psjW4aUlgkljJqLJkRGPTplR9SdPrCqelT9lSK3GYTLRRq1GmsIjuMumtSSeJSiWhRGo9xJVnOC4ZPj07TbU+m6P6cTaZRoce8bElOOt052chSZrDuSdb2ywlCjSZFjP8Aa38AFhafXleK9UnrVqkSoVq3pEDqqJXVUF+BzDxGe1HdJaSSeSLJKLHEi39Hk5Lv/rNVv/8AoVT/APDQlFn1+/7ikNzaxZjto06KhTjsd+a1JlTV7JkTaCR3KEEeTNSjJSjJJERFkxwuTtRLmoM6+yuK3JdKTWromVmGtx9lwlMu7BJSfNrUZL7neRl9YCQa53pJsOyE1xhCUNrqEaLJmLZU6iCw64SXJCkFg1bCc4LO8zLO4f1blSuOdBqc6lXBRK/SXobT9FqPNFsm5lfOod5pWFEREgyNJJPujI95Dq6hOVpunwE0ihIrsd2clqqQlG33cNSFk4ZE4ZJUZHsHs534x0ittOLEkWZe12Vu1aBU6Vac6nNoaoRuII3p+0rbeabUvZaQSNlO8yyZngtkiAeS3tYblkclQtVJ0KI7VlOOE6liOs2I7ZTDZNzYJW0pLaO6Ms5PZ4lnJTOh1WvVmmTahQrxptYoEmkqdg1ZiK2p1iUR7yNJGSFFsmRkkyIyMjJWRDdE6JqBZHJ8pNtPWg6utQKgZTIDsiMpEmK7KWt3YXtmjJNLPcoy3ljpHrsPTbrNqxV65aVImWrbFQpC2J8B5RJakzlLLZcbYJR7BIRnKtxGasJLGTARnQ69qraPJVj6gV2pO1o3SeNiItnDjkp2a4gtp0jNS9payMzxkizgjwRCSuX3fNKva3EMtz7opFVldS1Vtq1pcQ6ZtY2X0OKTvaIzPaJeTIizkRO0dNL4qvJjk6S1ShOUGq0pS3IVSeltKYkPolc+0aCQalbBluNSiLG7BHvxYVmXJrDXo8WkV2wkWxKbNKKjWHKiy80ZJ7447ScmpS8btruU5yZqxgw8MG7NRa5rLemn8OpW/TmKTEiPxp3W9x1baXkmre2bhEtW8iztERYzsnndyrFvDVO9bLuVEer0ClVa1anMpkiZ1uU+moPMd0Rk2ayJlBpMiM8qPO8iLGD7Vm0W5oXKKvi7Zlsz2KNV4MRiHIN1g9tTCMKyknDUnJ97kt/Tgc/Rmg3dbdE1KRVrSqLD1ar86q05on46zeafSlKE5J0ySvdkyUZERdIDr0K/70uvRS0Lqtmgx36rXHo7M48lzUBo1qQ/JJKlFtEnZMyTtfrFnODz9bCvydK1nrOnz9Xh16IxSGqpFnstJQtBm5zbjK9g9heDwZGRFjJkeRW7Fn6nUzk92FbTVqS33KHVUKuGiJmspVUYpOrXsJWlZpUg9pOUGZZ4GRkRiWW9Sb4a5RzF4ybHXCos+2UUsubnMK6g2H9vDpEeM44Jb2i3lv44CwtX71bsGx5VeKL1bLN1qLBimvZJ+Q6skNpM+gsnkz8BGKg5S8C7IlGsB2t16DUmnL0pnPttQeY5p7aXjmjJRnsd8WF5PvTzxIWPyjLGql/6aPUqgyGWKzElM1Cnm8eEKeZVkkqPoyRmWfDjoFf6ot6oakWvakdGmMql1Ck3HCqM5EqqRktKNklmomlJUozRk++URHvLBK34Ca3lf0heoE6yKTOkUxVNgtSp05ijvVBZOPGrmmktoSZJ7lBqNSuOUkRcTL26GXZddy0urxbwosiFOpc9cZmaqnuxGakxv5uQhDpZTkiPKd+N3hwIndlI1Es7WV/Ue1LYK5aZX6axErdKZmIakMPM7m3UKXhKyIjx9auG4xZljyLsqLb9VuenNUUniSmLSUPpfWwks5W66ktk3FGfepylJEW8zMzASUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABWfKm/N7vX6MX/EkWYKz5U35vd6/Ri/4kgK++Dz+IqX9Oyfw2Ro0Zy+Dz+IqX9Oyfw2Ro0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHAvugTbjoXUFOuSqW7LQ82+1Np6k7ZGg87KkqIyWg+lJ7jHyse0IdsKqkspLs6qViX1XUZrqUpU84SCQkiSksJSlKSIklw38TMzEkAAAcm6LloNsRYsq4KrFprMuUiGwuQvZJx5edlBec8H9hjrAADmUy4aJU61UqLT6pElVGl82U+M04SlxzcIzQSyLgZkk93mHTAAADPBZMAAce37pty4Zc+JQq3Aqb1OWluWUV9LpMqVnCVGncR7j3eYdgAAAAAAAAAAAAAAAHMmXBRIdwQLflVSK1VaghxcSIpwudeSgsrNKeOCLpHTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABBtfaDVbn0cuigUOL1XUp0BTUdnnEo21GZbsqMiLh0mJyACleRtY90af6TyKHdtM63VBdWfkJa59t3LakNER5Qoy4pPdnO4XUAAAAAAAAAAAAAAAAAAAAAAAAAAAAABkZ55UEd1nUzS5EOqVmC3XLgTBqTcOpvsIks5aLZMkLIi3GZZLB7zEzvHTm222oEGmXBcNFrUyURU13r/ADnCccbI3lJUhTpkpBobXnJcPPgBaYCOUa97arDtaYpk52VIobhN1JhER7nY6zyZJNBp2lHgj70j4D6Wzedr3JbC7no1ZjyKMjnNuYrLTaObM9s1bZFgk4PJmA74CJ0jUa0KpcMa32Kk6zUpbRvQ2ZcJ6N1W2RZNTKnUJJ0iLf3Jnu38B4J2r+nMNyqNOXMw49Slpblsx2HXnEKUSjIiQhJqXgkqM9kjwXHGSATsBXF/avW3b+jr+pNIcXXacpozhHEbWpDrhmaUks8fk0krco1Yxw44I5FBvOjKtNm4Z8lyHHVsNq5+I8ypTqiLCENrSS1mZnhJJI89GQElARy1L3tq56jOplJnrOo0/ZOXCkxnY0hkld6o23UpVsn0Kxjzjt1KbDpsB+oVCUzFiR21OvPPLJCG0JLJqUZ7iIi6QHoAZ25QV4wKjV9Ml0KrVuK7Lu2AhTRplRGpkRSjNSthRJS6naJvfvxkugxdNzXjQLce6nqMmQuQTJyFR4kN6U6hojxzikNJUpKMkZbRkRHg8cAEgAc22K9R7mocWuUCox6jTpSdpmQwrKVlnB/MZGRkZHvIywY/i4rhpNvssuVOSbapC+bjsttLdefXjJpQ2gjWs8EZngjwRZMB1QEUpeo1l1KgVKuRq6wmFS3FNVA321suRFp4pdbWkloP5yIck9adMiXSi/pUxsVY0FEeKO8bJmvvErc2NhtR9CVmk8b8ALBAci47kpFAJhNRkOc9JNRMRo7Dj772yWVGhptKlqIixkyLBZLPEhyImpdiyrSk3Ui5ITdIiOqYkvvbTRsOp75txCyJaFl/ZMiPzAJcAh1t6n2LcdxtW9RbhYmVJ2AmooZQ04RGwokmSto0knOFJynO0Wd5EPNL1d09hojvTLibjQ5bi2os56O6iJJWkzJSW3zTzazyR8FHnB4zgBOgFXalXPTK8qg2lS7/AIdC/pLuJ6Kalz32VFkkx8EZN7RZy6rvS4FkyMpIVwWvZzMS1ES5siRAp6HCjNNPzpKIyO5J1zZJSsGZY2lb1HnGQEtAc+3a1SriokSt0SezPp0xvnGJDKspWnhu+sjIy4kZGRj53FcFJt9hlyqSTbU+vm2GW2luvPrwZ7LbaCNSzwRngiPBFk9wDqAIrSbjtq/qBU2aJV5CyYWqNMSyp2JKiuEXeqSZJcbV85FkQTkoVzZ5Mtv164qsoySiY9KmzZBqPBSnsqWtR54eEwFygKis6qUu4NXFTqzd8w60xHdVSKB1PJgx24qu5N0kvIQcpZkWTX3qeBEWNoTO4dQrToL05uoVF3FNSlVQXHiPSEQiMskbym0qJvdv7oy3b+G8BKgFZ37q9Rrdr9m0qG0/Uk3M/tNy40Z15koxINRrQptJ84s+5IkpyZEe0eCxnt1fVCw6RUOt1TuSLFnFDOaqKtK+eQyRZM1I2dpJ7ywky2jPcRZATEBVMG6dMLx1Es24KXe0l+qvxZKaTT48hxDUpCkq5xTrJp4pJCsbWzvIuJkQm1wXjQKJOOBMkvuzUsdUrjQ4jsp1tnOOcUhpKjSnJHgzxnB4zgwEgARpF+2e5aUW62a/Deo0taGo0lpRr55xStlLaEkW0pw1btgi2s5LA9Fu3bQq9Up9LgSnE1Gnkg5cORHcYfZJZZQo0OER7JkW5RZI/CA+15XHSrStifcdaeUzAgtc46pKdpR7yJKUl0qUoySRdJmRCJTr/uKjVi22a/Y8iPBuCWUNt2HKOU7BdUWUFIQTZJSR78qStRJwfEt483Ketyu3Po7VIVtMHJqsZ6POjxi/45sOpcNBF0mZJPBdJkRD4WFrPTL4KHAoNvV4q2s0FPiS6e6w3TuHOG68pJI3b9kkmalHgsFvMg7LN9VCu1yvUyy6JFqqaC91LNlS5xxmlSiTtKjtmltZqUkjTtKMiIjMi378cymavwqlpjcF3w6DOOdbin2qxR3XW234jrCTU4k1GeyZERGZGWc9BZyQiOjz5aWXpf1rXg6qnw6pXHq5R6i+kyYmNvEW2gnMY5xBpSRoPeeckRkOZHokqDpprheE2LIhM3h1YqlRXWVJedaJhbbS+bxtJU6pRmSTLONkzxkBJpGuFRiW7a13zrBlR7UrqojTk9VRbN2Mt8i2Vczs5U0SjMtszSZkWSTgyzKbq1El29qtbVlS6AjqO4ucTEqqpuygnG0mpbRo2DPb4bJZwe0W8t4pLUGQ2vkfWDTm0vuTG10ptyO2w4pxCmNk3SUgk7RbJFvyXg8JC2OUhQH7o0ncrduqJys0F1uvUd5ssmbrHd4Tjee0jaLHSZkAlD959TXbXKbLhx2KNQ6Y3PnVVUrc1tks+bNvZ3GSW1LM8n3Jp6TwIPXtc2KDTKRctUosNu16nIaa6oRVkLmxEO723Xo2zhKcYMyJZqTneWckXpdtet3ToBcrbrBxbjvCBImusLX/AFTrzREywZnjchtLTZ/MZiHaXX9Z8216dbU7TaWV+xI6Ikmjqt40mp5BEg3FPG3zaGzMto1KUWCM9x9ITq5NWKjA1Mmaf0exajVqu3R1VSLiYy03JSThIItrJ7CT7rulYPJERJPaIe2l6iVap1+Da7VtMwbjVRG6vPgz6gSCjEtZoS0lSEKNxWUnk8ESSxneeBB4c9lrlnFKlLQhs7LTTVvNtL5gpfVJLNklmWM4yZFn/vuHQ1koVmXheb0Otz5toXFQ4bMmk3LFdUyskrNZqbJe5K9lScm2Z5wvJYyYDp6kajx6Vp/b9xXBp6/NKbUGGTiSlsqKBJNw0JNRqyZmRkZkpCT+csiS31dnM1+HYdGafk3FVojr6SakEwUOMnuVSFuGlez3RklOEKM1dGCMxRWp1Zuiqcmq0CvRLztxuV6K8okRFk6/GafXsyFNJTlGWySo8kXEtxGeBNbyS/bPKOoOqikuybTqtBVRZs1lBuIgq5znG3F4LKW1HsltcCPOTIB29L65RrXuapaYptBNArzMY6mwhqX1QisNmZkp8pCyStbm1klc4RKzk8mRDlxdcq9U7Dq930XTWVJiUOVKaqaH6q20baGMbZtnsq5xRFtGaSwRY74z3D7uRWru5RVHvqlr27etiiSGn6mRGTMh94zw02o+/JCMrUpOUlkiznJFBdMJjDPJk1Sivc83Ifl1k2mVsOJccJ9BkyaUmnJ7ZngsF/8AcBo60q5Cua16XcVONZw6nEalsbZYUSHEkoiMug9+8cGq3m+7ez9mWzTGanVIcREuouSJJsR4aHDMmkrUlC1G4vZUZJJO5JGZmW7Pg5OS0q0Ns9juidjUiPHeQpJpU24hBEpKiMiMjIxXsetFpZyjL3n3g1Mj0C8Gob9OqyYzjrKXWW+bUws0EeyreeM9BF4QH15P9URD1A1rq9bjpo7cWqsvS0rcJaGEoYUa1bSSwacEas4I8HwI9w7Nf10YoVKpFz1Kiw0WtU32m+qEVZCpsVt3+redjbOCSZYMyJZqTneWckUFtanT7wla/UanU6rRXLiPFNflQHWGnT6nUkiNakkSTMzTuMyPCs44jo6WX7Z8q1adbNQ01l/09hx0Q5FHVbxka3kESDcN42+bQ2ZltGpSiwRnxxvDRpKI0kojIyPeRkKeuXW9qn2vLvKk0eDVbahuqS44VXQ1NeaQ5za3mWDSZKQSiMyJS0moiyRbyzazkd+RRlRXlNtPuRzbWbOdlKjTgzTnfgj4DMuidzWvZdrs6cahWJMRd9HccitNs28qWdTRtmba2lpQZHkjIsqMi3Zzv3BatzawMU24rKp1LtubWol4MOPUyXGkNpJeyyThFsmeSztIyajSREZnnucD12DqXLrN6V+zrotsrbrFHitzsJnplMPRV5w4ThJTjB7jIy+sxAdTZKm9ZdE3JsBqmqgOT3JseOg1tQEuspS0ha0lslvLZzuIzI8bh85bCa1ymL9pbDy2jqdldamH1NrJvqjJ7SCXjZNSSVkyI+g/AYCRXFrrHpNqtXwmixJVpKdQSnkVVBTyYWskJfKKad6TMyMk7ZLwZGZFvIuvc+rS6df9Js+k2nOrMisUx2oU6Q1KaQ1ISlO0kiMzPZSe7KlbOC3kStxCstGL0tOk2bTbGu3Tya3fNIYTAVTkW6by5htlsJcS6SNjCkkRmtaiLieTLeO1cNQbY5Ulguz0NRDiW9JizCjtrVHivOFlDW3s7JcMFnHRuLJAJyWpdTbjWjS6jaTlMu+51yEs0aRNSaIyWCNTjjjyUn3JJJJlhJmZqIscTL+bN1Nqlcv2u2VLsuVEqVBJJz3Wp7TjGy4g1MqbNWwtRLIv7JbJnvwIzym5tBotyWHcFQk1Sj1KBNkLh1mLT1zGo6ObLnWXWkb1k6ncRFjBEpWd2D9Oit36Z1u8LkrVJvJusXNVGmnp/OwnYRIjR07KEtNOkR7CdozM8qPKsmeMEQNIbitmYzqBfb9u1GNVKLUpUOpSpjqZc1xMdsnFNo2CwhCc7KW29x7JHvMzMdaLqvJbbsmo1i3EwaTeT7caC4mYa347rqDW0l5s0JItoi37Kj2T3b+IrrRyv1Oi2RrPU7egOTa0Vx1Oq0uI5HcI5LakI5txKTIjWkzI9xbzxjpIRm6rkpNat3Sq7DVcNVmwrmgSbhqsqnSMR17KjcaItjZSklmeENJMiJJZ3mWQ16A+cZ1L8dt5BLJLiSURLQaVERlneR7yPzHvH0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQrWmu3ba9hz7ktGn06pSKa0qRIhyyXl1pJZUaDQZYURZPBkecY3D6aMXXIvfTWj3ZJcgqXUmCeNENC0oZPgps9ozMzSolJM92ccAExAQHTa5LruG57nZqKaIdEo9QVTo0iI26lyU6hKVOHhSjJJINWweM5UlXDG+fAAAAAAAAAAAAAAAAAAAAAAAAAAAAzxytoUSpX/o5T57CJEWTdBNPNLLKVoUbRGR+Y8iyoeklj0y7KNc9EokWl1GluOqS5HSZc6hxlbSkKLOMd2Ss4zlJeEx0Lt03sq7KsxVbioEepTI+DYdfccM2T3b0YVhB7iPJY3kQlESO3FjNxmdrm20klO0s1HgvCZmZn9ZgKU0OkMx9bNaykPNtbFVhuq5xRJ2UcwrujzwLz8BUlLmux+RJImMqecgt3OblR6nPK+pSqBKXjjx7n6j37hp6t6aWJWrtZuyqWxT5VaZJJJlLSeVbPe7REeyvGCxtEeMF4B76HZlqUSjy6PSrepkWBNNRy2ER07Mjaztc5nv85PvsgK+qdtWFVHLUvOoXjWq2cWa3IoKyqSXOdeWacJbSlJGvaIi2k9CSPOCIxztIGknynNaHlNltpXSEks07yI42TIj8B4Ld5iE7srSjTqzKu5V7YtGmU2e4RpOQ2g1LSR8SSajPYI+kk4Huplg2nTKzUqzApKY1QqiTTOktvOE5IIyMu6Pa3mWTwfEujADLyCUXIQvlBEZJTWZJJSRbiLq5vh5hYut9VYp92aNv1OsSKZQDkvtypjD5I5iQ5EJEdRqMjJPfObzLgaj84tek6b2PSrZqNswLchs0apEZS4RbRtO5LBmaTM8Ge7eWD3F4CH43prYiLMXZ39GKe5QlmSlQ3UG4k1FwUalGatosERHnJERYAcCk2laFI1Wg3Cdcq9TuqZTlxW+emk6ZxC7s1LSkiIkErGFH+spJbxweWNNdgaYUx90jOkFcVP68FsmaTiE7tKJRf2TUSM/ULEsKwLMsOK9GtG3YNIQ+ZG8plBmtzHDaWozUoi34IzwWTHcq9NgVimSKZVITE2FJbNt+O+2S23EnxIyPcZAKT5VUqI8nSl9qSwtDt9U51pwnCMlt7Kz2iPpTvTvLdvIeGx3WKnyhNTaFVrnq9HrK5cWRDZjy0slKhlHSSDQSkntbO8zwf657uIsSBorpZCjtR2rJpTjLL5SGm5CVPpQsiURYJwzwnuj7nvc78ZHvvjS7T+9nYrt0WpTqk7EQTbDi0GhaEFwRtIMjNJf2T3APLozb9o2rSKpQbNlS5UJmorckOOyOeQUhaUm4hC+G7BbRFuJRmXHJCv8AUucyxyqbZg1uuzqLT51sSI9MksSCZI5ZyEqcRtKIyypCEF0ZMkl04O76LS6bRaVHpVIgxoEGMjYYjx2yQ22nwEktxDl3zZdq3xS0Uy7KHDq0VC9ttD6d7asYylRYUk8bskZAK+kWraVty7+kUqp1Oo3HVaC47VlPyueIkoaUlo1kRESFGWST0mSVeAzFT3Yy238HRTzbaShRRYK+5TjujnIyr5zzx840jR9PbMo1pSLUpNvQoNGlEZSIzCTQT2dx7aiPaUZluMzM8lu4DzP6YWI/aTVpvW7GcoTLvOtwFLcNlKuO5O1wzvxwzv4gKtqstpXKq60164KnRFT7UjIozzEhLJPGTqlOtEpSTI1Ge/G4z2C8w+l/2xaVsabavs29UKjUKrUaK9LrKnpPPpQ7zbmztYIiQ4ojUZkW/BEZ7sZtO7NN7Huuhw6NcduQ6pDgliKl/aUtksYwlzO2XAs79+C8A/prTqyWbMOzo9uQY9AUe0uCyk223D6TXsmRrzuztGecFkBHtPqNAl8nGgQjWxTEyLPZYVLJKUnHS5FTtrzuxgz2j38SyYrq17TuK89ELNsd6FDbYpc+I83XWZra2HYkde028ygj5wluN4IkqSnG0ZmfQLUvShT7Z0frNI01ocR2c3CU3T6e8rbZPOEmkkuGacEnawg+5M8Ee4xS9B090lqzbMen6DXxDrCGySSpTUinpbcIu+VI50m+O/aQR+ZJ8AE517I+zFozgs//AK7K6P8A5BD2RavSqlrpdlMtyPBo9VpVOiJuCtP9264hSdtptptR7BElO9TiskWSLZPiUpLTa36nGoEm6ohVmtUeM021Peec5xLqUpJTiDJRbKjNJGZkRGfSPRWNNLDrF2M3VVLXp8ussoShMp1JmpRJ73aLOyvGCwaiPGC8ACCcixZL0CpeHNtPV0/YPPEuqnN5f/3pHO1PnMx+VNa0Kt1ydRadOtqTHpsliQTJdWHISpxG0ojLKkIQXRk9kunB21ZtlWrZyZqbZokWmFOeN+TzJH3azyfSZ4LeeCLBFk8EP2+bLta96Uml3XQ4dWiIXtoQ+nehWMZSosGk8bskZAItZ1rWlbeodwSqXVKnULjqkJt2qqflc8RIR3LRuERESFGWST0mSVeAzGfaTOdpnIk04nuvSWKVHudh2rOMHhSIqag8o1cD4LJsyyR7yIakoFg2fQLXetmh0CJTaU/nnmI203zueJqUR7SjMt2TPON3AKHYNnUW2pVtU2gQ2aLKSpL0AyNbCyVnaLYUZkWc78cQENm2rZDtzWjd866qxWqkxIMqAo6kl3nTdIiXsJQkttBpLKj4EkjM8FkR3kt1uh1XSquUC5ZEI6xHqlSTcseWtKVLU48s1rcJWMpNCiTk93cmXQLJsXS7T+xpr861LUp1LlvpNK320GpzZPiklKMzSnzFgtxD43DpJptcF0JuatWZSJ1WJRKOQ6znnDLga052VnuLviPgArLUFFCj6h6CN20w3GojdQmIgpbQaEc1zCSSac78HxI+kjI+kdS6W2X+WLZbpobd5u15qkKwStlROGWSPw7zL6zFn3pZNrXlAiwblo0eoMRHifjEs1INlwiwSkqSZGX1GPGvTayVXDEuAqBHRU4TaWYsltbiFMNpLBIRsqIkpwZ9yW48n4TAV1qcw3H5UujLMdlDTSWKyRIbQSUkXUxdBD+9Crhht6r6rUKuSmWbiO4jkNoeWSXHYPMoSxs575KUp6OG2XhFk1qwrTrNyRbkqVIRIq0T/wBNLU64TjH/ACGSi2c9OMZ6R5L40u0/vapMVK6bUp1UmR0klt91BkvZI8kkzSZbSeO48lvAV5fM7TSh0K0aJbls0qccy60ooREtTMJielRmqSa0n3SUKUosJztK7ksYyX8WWchvlf3G1NqzdQeRZ8cn1obS2hCuqckjZIz2cEZblGZ91xFpXVYNm3Rbka3a5bkCXSoikqjReb5tDBpLCeb2MGjBGZdzjduHjjaW6exqzBrDFo0pudBinEjukz3rR5yRp4KPKjPKiM957wFHULlY1evQzm0PRO6KpFSs2zehvKeQSiIjNO0lkyzvLd5x7+2WvD5P17/uu+5Fr6H6Y0vSiz3rapFRnT47sxcs3JWztkpSUJMu5Iix3BfaJ5gBF9Lbpm3nZUO4ahbk+3JEhTiVU+bknWtlZpIzylJ7yLJbuBjwMXvUXdXpFiKs+qIgNQClFXTJXUy1YSfNF3ONruj/AFug9wm4AIhq3d8+x7PcrtNtapXM+h5tsoMHa51RKPBq3JUeC+YSenSFyqdGlLYWwp5pC1NL75BqIj2T85ZwPQADPFb5Rd2U6szqe1oReUtuNIcZTIbS5sOklRkSy/InuPGePSPH2y94fJ+vf9133I0ngMAKAtHlA3TXLppdGk6H3hTGZ0tuO5MfJzm46VqIjcVloiwWcnvLgLwuOe5SrfqNUZgvT3YcV2QiK1376kINRITuPulGWC3HvMe/AAIzphc0y8bIgXFULen27JlG4S6dMyTzOy4pBbWSSe8kkotxbjIc+He9Rf1fm2Iqz6o1AjQSlIrqiV1M6oyQfNF3ONruj/W/VPcJsACH6uXhPsa0FVym2rUrnfKQ2z1DAI+dMlZyrclR4LHg6RTfbLXf8n69/wB133I0oGAGbO2XvD5P17/uu+5Fm6Jaj1fUNiqO1Wwa1aJwVNJbTUSURyNslZNO0hPe7JZ498QsbAAIPqDfNSte67WokKzarXGK5KNiRNikrm6eW0hO25hJ7sLM95luSYk9z1F2j23U6vHgP1F6FDdktxGf6yQpCDUTadx90oywW495jogAjemdyzLvsmn3DPt+bb8iWSzXT5medZ2VqSW1lKT3kklcC3GQrnVTW24rMvWXb1P0hui448dDak1CESzac2kEoyLDSi3GeD38SF1AAzZ2y13/ACfr3/dd9yHbLXhx7X69/wB133I0ngMAPHRZblQo8Ke7FdiOSWG3lR3O+aNSSM0H5yzg/mEV01vao3dVbkhz7Pqtvoo044rD0zaJM5OVlzreUp7nuSPdnvi3ibAAoPWyZqLbeu9p1iyaWddbq8BdJeZmR3lQ6f8Alkq543GiM2jVtFtGZHub6eicSo92QaY/el2RabU6lQ4ch+BSaGy53bnNmRkTrmVrWospIiSkt+8lHjFiAAzX2y13/J+vf9133I/e2WvD5P17/uu+5Gk8BgBTmkes1wXzdxUOpaT3LbDBx3Hurp6Vk1lOMI3tpLJ58PQJvqxd06ybNfr9OtioXLIadbbKBBI+dWSlYNRYSo8FxPcJYADy0qUubS4kxyM5GW+yhxTK++bNSSM0n5yzj6hE9Mr3qV3z7ijT7PqlvJpE84rLswlbM1JGoudbylPc9yXDPfFvE2ABWWtup9Z08fpbdK07rt3FOS6pxVOJRlH2DTglbKFd9tHjhwMVz2y94fJ+vb9133I0mGAGbO2XvD5P17fuu+5F16W3TNvOyYVw1C3J9uSJKnCVT5pHzrWwtSSM8pSe8i2i3cDEowIPdVZ1Ch6lW9S6DbEOdaspJnVqk46RORTyrBJTtlncSf1T4gJwAFwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfy62h1pTbiErQojJSVFkjI+JGMrWBcy9DLj1G00kIU6wwg61aLCj/9Tz5khEdPhPnFNpwXSlwxqsQK+dMKJdmo9oXrOwUu23XVoRsZJ8lJyglH0bDmFl58+EB7rMt2pWjplBoVNXHlVdiP+VfkGfNuy3FbTzy8bzI3FrWZFvPgQ4lk1O9KfqpUbMuKsRrhhdaG6oxPbgpiuRlKeU1zC0pM0qJWypST3HhKiPOMieV5+oRaNLfpMBE+e20o48ZbxNJdXjck1nnZLPE8H9YhWmir2TVX/wCkNmwaT1SRvzaj13TKdkukRJQhKEoTspIuGTMkknG8zMwFhgAAAAAAAAAAAAAAAAKd151wPS+5KHQWLOn3HMrDS1sNxH9leUqJOySdhRqM89AuIV/fWllJu3Um1b4mVGdHmW2s1R2Gdjm3cq2u7yWfsMgFWdsveHyfr2/dd9yJPpbrfcd5XtCt6oaQXRbseSlw1VCalZNNbDalER5aSW8y2S38TIXZgAEc1LuSZaNk1C4YFAm3BIiEg0U+HnnXtpaUns4Iz3EeeB7iMdG1am9WrZplXkU5+mvTYjUhyG//AFkdS0ko21bi3pzg9xcB0gAQewL6qdz3fdFCmWbVaIxQ5JMx50oj5qoFtrTtt5SRYwkj3Ge5RDxa26j1fTyLS3qVYVau45y3EuIpxKM4+wSTI1bKFcdo8cOBixQAZs7Ze8Pk/Xt+677kO2XvD5P17fuu+5Gk8BgBD9IbyqF9Wl18qVqVK13+qVs9QzyMncJxhe9KTwefB0D5T73qMbV6n2Ki0Ko9AlwDlrrqSV1Myoic/JK7nG13BfrfrFuE1ABGtTbmmWfZM+4YFvzrhkRdjYp8PPOvbS0pPZwlR7iVtHuPcRjq21UXavblMqz8B6nvTYbUhyI9/WR1LQSjbVuLukmeD3FvIdAAFA3fygbpoV1VSixtELvqjMGW5HbmMJc5uQlKjInE4aMsHjJbzHK7Ze8Pk/Xt+677kaTwGAGd6NyjLsn1eHBd0HvKK3JkNsqfcS5stEpREaj/ACJbizn6hoGoSFRYEiShhb6mm1LJpHfLMiM9kvOeMD74ABENI7wn3zaCK7UrVqNsPqfca6hnEfOkScYVvSk8HnwdA+Eq96kzq/EsVNn1RyBIgHKVXUkrqVtREs+aPucbXcl+t+sW4TYAEY1RuibZtkzrip9uzrikxTbJFPhEfOu7biUHs4So9xKNR7uBGKT7Ze8Pk/Xt+677kaTDADNnbL3h8n69v3Xfciw9E9Uq1qFNqUeq6c120kwm21ocqJKInzUZkZJ2kJ3ljPTxFoYABCdT73qNnyqAzAs+qXCmrTyiPLhkrENJmn8qvCVdzv6ccD3iW1OSuJTZMtuOuQtlpbiWkd84aUmZJLznjH1j0gAiWkt3z73s5qvVK16jbMhx5xs4E4j51JJPBKPKUng/mEK1e1luCxbt6x03Si5LoY6mQ91dASs2sqM8o3NqLJY8PSLiABmztl7w+T9e37rvuQ7Ze8Pk/Xt+677kaTwGAHKtCqv121qXWZNMkUt+dEbkOQpGecjqWkjNtWSLeWcHuIRyxb6qVyXtdFvS7NqtGj0R8mmKhJJXNVAtpSdpvKSLHcke4z3GQnAAIPqjfNSs2Zb7FPs6q3EmrTepnnIRKxCTlJc4vCVdz3R8cd6e8S6ry1waVLmtRnJS47C3UsN984aUmZJLznjH1j1AAzZ2y94fJ+vb9133IdsveHyfr2/dd9yNJ4DAClNLdbrjvK9odvVDSC6LcjyUuGqoTUrJprZQaiI8tJLeZYLfxMhdY59yv1OLbtSk0WIiZU2ojq4cdxWEvPEgzQgzyWCNWC4lxHK0xqN11WyKfPveix6LX3ec6qhML20NYcUSMHtK4oJJ8T4gJKAAAhWjdfvS47Ven33aibYqiZa2kQ0u85tNElJkvOT4mai/yiaji2ddVuXfS11S2KxDqsJDpsqeir2kEsiIzTnw4UX2jtAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI/WL0tekXVTLWqVZjxq1VC2oURZK23iyZbsFjoPifQJAONU7Vtyp3FAuGoUWDJq9OIyhzHWiU6wR571XEuJ/aA7IAAAAAAAA+M0pSojpQnGW5JpPm1PINaCV0ZIjIzL5jIB9gFGaa6iapXxV7tp0SHZsVy2qoumuc6UrEhaTUW0RkZ7JHs+Az3iXaP6lrvWpXFbtXox0W5Lbkpj1GKh/n2lErOw42vBGaVbJnvIjLd4QFigGQAAAAABW9x3zXqXrvaljJiU1VIrsWW+b5m4chJsNmrGNySI1GXh3Z4CyMgAABmAAIdrNclatDTes3PQotPkyKZFXKU3NUskKQgsmRbG8z82S+ceil3hCZsK37iuCSxEcqrMJJJQR4XIkEgktoTvMzNS8EW/dvPgZgJSAZAAAc2567Sraor9YrUxESExsktxW/ulKJKUkRbzM1GRERcTMdLO4AAMhkAADHGvZdyN2rUF2ezT3q6TX+xInqUTCl5Lv9nfwz9eAHZAeSE7KbpDD1VJhEtLCVSiY2lNpWScr2M7zTnOOnAi9j167rir0+dMoDVHtUmyRTOrCWioSlkrunltnuaaMu9QotvgZ4zgBMwDIAAAAAAAAAA8Veq1NoVIk1esTWYUCKjnH5DytlDafCZgPaA41n3Tbt30pVUtmsRKtCS6plT8ZzbQSyIjNOfDhRfaOyAAAAAAAAAAAAAAAAAAINedw3xTdQLapFBtFNUoM5ZlVakbuycItrGcZ37t4nI4dZu22qPcFNoNUrMKJVKmeIMV1zDj55x3JdO8B3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB5qrPh0qlyqnUH0R4cRlb8h1XBttCTUpR+YiIzHjtK4qJddAjV63ag1UKZJ2uZkNZ2V7KjSrGSI9ykmX1D3VGHFqECRAnMNyIslpTLzTicpcQosKSZdJGRmQ81uUSkW5RmKNQqdGp1Oj7XMxo6CQ2jaUajwRcMmZn9YDoAAAOHZVpW3ZlJXSrWo8WlQlvG+pmOkySbhkRGreZ78JIvqHcFG8im8rmvjSSXWLrqz1UnorDzCXnEpSZNk20ZJ7kiLio/tF5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM/6w3ZclL5VWmduU+tTY1IqTKzmQ23MNPmSnO+Lp4F9g0AMya6/nnaR/4C/wCJ0BpsuBAPwuBD9AAAAAAHxmlJVFcKGtpEg0/k1OoNSCPzkRkZl9ZAMyaBwLwm3vrEVrXFS6QZXW+SurKUqXtK2l4MjJ1GC82DHX5OL8al6nX/AGBdcA3b6fUmfVaomRttVNlWNlSE7KeaSknU4QWcbR79wkun2lN82TU7oqFKvuhvvXJUFVCT1VbziiadUajPY2ZJbu64HngQ7+mGlca0rprd5Vatyrhuqt7KZdQeZSylLacYbabTkkJ7lPSZ9yXgAVZpm9KqXJPvh+dPnyJEF+sLivrmOm6ypolc2aXNraLZwWN47Et+9JfJg09q9Di1CvuMMU2ZW4LUhRSajEJrLraV52lGajSZlxURGW/JkfUpmi1w0ukXVadOvtMe0a4uY83D62EcphUhJkpHPbe9sjMj3J2jLdlOciT0bT6u0Kz7PodJu4uftlZEl5+AWxLYJlTRMrQlZYLCiPayZkaSPeA8ugtxWbdCa1V7Oqk0mXVslKoks1pcpbySUSk82oz2CVuPCe5M0mZb84+GtFwy1agaf6dR5ciFGuabIcqD8dw23FR4zXOGylZb084rBKNJkeyRkRlkSKzLH603vX72qD0Vyr1pphhxERk22W2mSPZ4mZrWZnk1n0EkiIsb/LrFpwV9tUaoU+tPUG4qBL6spVSbZJ0mlmREpC0GZEtCsFkslw8GSMK9uO3qZQOVjpkmlIejsPU2qGcfnlraQomu+SlRnsmeSzjjgukfKkprurKr2kvU1iY1DrkukU1aq+/CVTiYJKErQ202oucNX5Q1mZmeSLcREQlZ6YXfU9RLXvm4b7jKqFCZfZ6ngUdLTLiXSJKiLbWsyyWcnv34wScb/PK0juii3/WLl06v8rdiV9/qiqU6VS0zGef6XmsqTsqPfu8/EywRBN9I6fd9J0/plMvqpRKnXoqFNSJkZxS0vESj2FGakpM1bOzkzLeZGfSIrecOJM1dSxVqtIrzLtG2IlqxUKyyo3O7mOKJZISRlhBKXjG8k7+M/tOiJoFITDObKqElazdlTJJkbsl1XfLVgiIuBESSIiSREREREQgtR00uFrWKoX7bd5IpbNYhsxanEepxSFHzJESFMqNREg8eElERmZ4POCCtaDWarWeRXeh1eXIlvQY9WhNuyHTdd5ptaiQlSz3qNJdzk+giHy1tpkGbproW9Kj84s63RY2ecWn8mtkttO4yxnBb+O7cZCZUbRW4KZpXdGnrV7RnKfWpEg2XnqVtOsNPKNS9oycLbcPOM7iLeePB1ry0pqtwaZWvbhXHFj1m15sOZAqCYKjaWuMnZTzjRrM95ccK4gP71CplPgXPZsB2uPpo7JSkItiOhx56qu7HcKyS8mhveo9vuC3GZlux4OTbUqi5WdQ7fknKbg0e4VNQI0mRzyojS2yVzJKyfckecERmRZMiHrufTG7KhfVu3zTL5jQ69ToLtPmrdpJOx5DLizWew1zhGgyM8FlR5wnJng8+/THTisWZe901py6+udPr8lMxcd2ClLxP7BJUo3CPGzuPCUpLiW/dvCJ8tenw5emVJkSWeccYuCCls9tRbJLcwrcRlxLdno6MD2X3IlR9SrX0uoMNCqW7TZlUlRHqm7GKXsrJCGzeIlrNJGpazQXfYLJ4IyOZa3WGeo1hvW81UzpkpMlmXFlc1ziW3Wl7SdpOSyR7y49Ijt/aUV66mrfuBN69a76oTjjkWrw6eSWDS4REtk2DUZm2eP1lGe9WckeAHjsyyb0t6feKJ09uBaNRh87TqfErUh+RTpCU93zTqkJNCFd0rBHuPGC4ioEQprvItg6mO3Lci7pprPVMKZ11eImVFNNBlsErZXtEZ5NZKM/DgiItD0KzbpRBmTLku9qt196IuLFe63ExDhoX32wwlWVKPBZUpeTwRFslkjiidFaqnk7Ho8V1w+YMua649a1bfNc9zxlzfPY2trdnOMdGQHm1krlcpMq0bwqtv1C4bKRT19eYdPya477hNmiSpojLnEJLbLB7k7RnxwPNeNQpUrkq3FXrHvOrSoTUeXNgTI851D7OVmomFqM9vCNrZ2VHnBEXgFhRrXuuBVKbU4VxQVqi0hNOkw3YayYkKSvaS8Rk4am1EWSx3WSM/NiPP6POI0puay6bWYkJ+6JsmZU5RQTNptT5ltJZZJZbCSJKUkRqPhk8mYCLvXFPqNd0Z07eny2KbWqEVQqi231Idmc1FSaGTcI9rZNRGpeDyosEZ4M8+66+qdN9drHiW9Jlot+71SIFQpZvrW028hBKRIaJRnzau6wrZwRkXDO8SGraTP1G27OSdeaiXPZxNlSqvHhnsGlKEoUh1k1ntIWlJEoiUXmMuntRLKn1K9KZeF3TocyfR47rVLiw2FNx4y3SInXj2lKUtxSSJJbyJJZwRmeQFQ6d2ym8JerdLuGv3LMh0u4pDMFs6w+k2TS2WyrbSolKNOCwlRmkscMmYsrks1yqXHoHalXrUx2ZOdjLbdfdVtLc5t1aEmoz3meyksmfHiP5sXTavWu9e8hNyU6U9dM12fnratCYryy2cY509tJF0bjz0js6I2RL0507p9nSKszVW6fzhMSERTYUpKlqXhSTWreRqMskZbsbgE2AAAAAAAVnypvze71+jF/xJFmCs+VN+b3ev0Yv+JICvvg9PiKl/Tsn8NkaNGcvg9PiKl/Tsn8NkaNAAAAAAAAAAAAAAAAAAHBrdn2xWriplw1WjRJdVpR7UGU4kzWwec9zv8I7woXW69rpoXKL0vtqk1h6LSau6pM+MlCTS+ROEW8zIzLd4DIBfQAXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABG9VJkqnaY3TUIMhyNLjUaW8w82eFNrSyo0qI/CRkRiH8k2u1i5NArbrVeqMipVGR1Tz0mQraWvZkupLJ+YiIvqEo1k+KK8foGb+AsQbkU/m0Wn80v+beAXKAAAzd8Hf8Rc76ekfhMjSIzd8Hfu0LnfT0j8JkaRAAAAAAAAAAAAAAAAABnHlh1W72bx0xtu1LtqVtqr9QfhvvxHVJLulR0pUpJGW1s7ajxnpMfLsEa0fKNr/oHffD++Vl8dOhf7QL/FijSADNnYI1o+UbX/QO++DsEa0fKNr/AKB33w0mADNnYI1o+UbX/QO++DsEa0fKNr/oHffDSYAM2dgjWj5Rtf8AQO++DsEa0fKNr/oHffDSYAM2dgjWj5Rtf9A774OwRrR8o2v+gd98NJgAzZ2CNaPlG1/0Dvvg7BGtHyja/wCgd98NJgAzZ2CNaPlG1/0Dvvg7BGtHyja/6B33w0mADNnYI1o+UbX/AEDvvg7BGtHyja/6B33w0mADNnYI1o+UbX/QO++DsEa0fKNr/oHffDSYAM2dgjWj5Rtf9A774OwRrR8o2v8AoHffDSYAM2dgjWj5Rtf9A774OwRrR8o2v+gd98NJgAzZ2CNaPlG1/wBA774VDqNpbqRT9fbHoU/VGsVaqTm1HFrio7m1TyyvcXdn4D/WLiN4j8NSSURGZEZ8CyAzaWhGtHyja/6B33wdgjWj5Rtf9A774aTABmzsEa0fKNr/AKB33wdgjWj5Rtf9A774aTABmzsEa0fKNr/oHffB2CNaPlG1/wBA774aTABmzsEa0fKNr/oHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v+gd98HYI1o+UbX/QO++GkwAZs7BGtHyja/wCgd98HYI1o+UbX/QO++GkwAZs7BGtHyja/6B33wdgjWj5Rtf8AQO++GkwAZs7BGtHyja/6B33wdgjWj5Rtf9A774aTABmzsEa0fKNr/oHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v8AoHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v+gd98HYI1o+UbX/AEDvvhpMAGJqlbWscLXyl6UnrpcK3J9MVPKoZcIkYJw9jm+c3/1fHa6RY3YI1o+UbX/QO++H5c36QO1/2Yc/hkjSgDNnYI1o+UbX/QO++DsEa0fKNr/oHffDSYAM2dgjWj5Rtf8AQO++DsEa0fKNr/oHffDSYAM2dgjWj5Rtf9A774OwRrR8o2v+gd98NJgAzZ2CNaPlG1/0Dvvg7BGtHyja/wCgd98NJgAzZ2CNaPlG1/0Dvvg7BGtHyja/6B33w0mADNnYI1o+UbX/AEDvvhD9adHtVaFpVcVXrWudZrdPiwlOSKe6y4SJCSMu4MzdMsfUY2GKt5VUuK3oJeUZySyh9dLWaG1OESld0XAuJgMyclTTHUS79M36pa2rtUtOCmpvMqgxmlqSpZIbM3MpcSWTIyLh+qLa7BGtHyja/wCgd98Pz4PeZERonIirkspfXXZJpaNwiWr8mzwLOegxpQBmzsEa0fKNr/oHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v+gd98HYI1o+UbX/QO++GkwAZmm6J6vwoypMzlLVmOykyJTjrbiUlkyIsmb3SZkX1j7dgjWj5Rtf8AQO++EU+EM1KOJT6dptS5JpekmifUzQrBpbSr8i2fzqI1/wCRHhF2cl7UZOpWklNq8h4l1aIXUVTLO/n0EXd/50mlf1mXQAr7sEa0fKNr/oHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v8AoHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v+gd98Kd1Z021Ao+uOntAqurFTq9WqjiigVVxpZOU89siykjcMz379xkN6jMnKLL/wDyw0Z/x1/ikA9HYI1o+UbX/QO++DsEa0fKNr/oHffDSZcAAZs7BGtHyja/6B33wdgjWj5Rtf8AQO++GkwAZs7BGtHyja/6B33wdgjWj5Rtf9A774aTABmzsEa0fKNr/oHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v8AoHffB2CNaPlG1/0DvvhpMAGbOwRrR8o2v+gd98HYI1o+UbX/AEDvvhpMAGbOwRrR8o2v+gd98HYI1o+UbX/QO++GkwAZs7BGtHyja/6B33wdgjWj5Rtf9A774aTABmzsEa0fKNr/AKB33wdgjWj5Rtf9A774aTABmzsEa0fKNr/oHffB2CNaPlG1/wBA774aTABmzsEa0fKNr/oHffCP6aK1Fs7laUrT65NSqzdUJylOzFk+taW1Gba9kjQalcDTnORrMZkqv6Qyj/s2r8J4BpsAAAAAAAAAAAAAAAAAAAEV1iSpekt4IQlSlKoU0iSksmZ8wvcRCD8i9p1jk2Wq080tpxJSspWk0mX+1O9Bi4jPBZMfiTJRZIyMvCQD9AAAfwyy0yjYZbQ2nOcJSRF/2H9iEaL6cwtMLTdt6BV6lVWnZi5RvT1kpwjUlKdksERY7j/uYm4AAAAAAAAAAAAAAAAAM38rL46dC/2gX+LFGkBm/lZfHToX+0C/xYo0gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhN06Z0C49SLfv2dIqKKpQUmmK2y8lLKiM1H3aTSZn3x8DITYQi6qpqNG1Kt6n2/blPm2lISZ1ioOukl6MeVYJCdsjPcSf1VcQE3LgAFwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZrub9IHa/7MOfwyRpQZrub9IHa/7MOfwyRpQAAAAAAAAAAAAAAAAAAZu5eum39KdNkXhTo+3VLcy47sl3TkRX9YXn2DwvzFt+EaRHylx2JcV2LJaQ8w8g23G1llK0mWDIy6SMjAYt+Dx026oqNQ1MqcfLcXag0raLi4ZflXS+ZJkgj/vL8A2uOLY9sUezLVgWzQIxx6bAb5tlBq2j3mZmZn0mZmZmfhMdoAAAAAAAGNfhB7BtWkW/DveDTVouCq1lLMyWuU6s3EcwsyTsqUaUkWwnGCLGBdfJVsO1rW0uodcoVOXEnV2kQ36kvql1aX3Ob2trYUo0pPKld6RcRXnwj/xTUD6eT/LvC6tAPiPsn6Ch/hJATgAAAAAAB/C2WluJcW0hS0d6o0kZl8xj+xBL100g3RqHbF5yKzU4ki3lmpqKwtJMv5VtflCMsn9QCdgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzJVf0hlH/ZtX4Tw02MyVX9IZR/2bV+E8A02AAAAAAAAAAAAAAAAAAADwXJSY1et6o0OYp1EaoRXYrymlbKyQ4g0qNJ78HgzwY5emlm0qwLKgWlRXZb0CDznNLlOEt09txTh5MiIj3qPo4YHTuR6qR7dqT9DitS6o3EdXCYdVsodeJBmhCjyWCNWCPeXHiOXplNu6o2TT5l9UiJSLhc5zquHFcJbbeHFEjBkpXFBJPvj3mAkgAACFaN1y+bgtV2bqBa7Nt1VMtbaIjTu2SmSSk0rztHxM1Fx6BNRw7Ku227zpK6ra1Yi1WEh42FPR1GaScIiM07yLfhRH9Y7gAAAAAAAAAAAAAAAAAM38rL46dC/2gX+LFGkBm/lZfHToX+0C/wAWKNIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI7Wr3tWjXbS7TqdYajVurJNUGIpCzU8RGZbjIsFwPiZcBIhmTXX883SP8AwF/xOgNNgBcCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZrub9IHa/7MOfwyRpQZrub9IHa/7MOfwyRpQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABl34R/4pqB9PJ/l3hdWgHxH2T9BQ/wkilfhH/imoH08n+XeF1aAfEfZP0FD/CSAnAAAAAAACDXnXr9p+oNtUu3rUYqdvTVmVXqK3dlUMtrGSLaLO7fwMTkcGt3jbFFuKmW9VazEiVWqnswYrijJb55x3O7w7gHeAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmSq/pDKP8As2r8J4abGZKr+kMo/wCzavwngGmwAAAAAAAAAAAAAAAAAAAeWrVCHSaVLqlRfTHhw2FyJDqiMybbQk1KUeN+4iMx47QuSh3db0W4LcqDdQpcra5iQhKkkvZUaFblER7lJMuHQOTrJ8UV4/QM38BYg3Ip/NotP5pf828AuUAABm/4O8zPQydk/wD49I/CZGkBm74O/wCIud9PSPwmRpEAAAAAAAAAAAHMq1fo9KqdMptRqDEaZVHVMwWVnhT60p2lJT5yLeP26KjLpFAl1GDSJdYksI2m4UU0k68eSLCTUZFnfnefQM3aq3/dM7UvTOZI0pumC9CqslxiM69HNcxRx1EaEYWZEZF3R7WCwQDUYCHae3dXbkkS2qvYVcthDCEqbcqDjKieMzMjJPNqPeWOnwiYgM38rL46dC/2gX+LFGkBm/lZfHToX+0C/wAWKNIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMya6/nnaR/4C/4nRpsVPqFpXULm10svUNiqxY8W3m1IdjLbUbjuTWfcmW4u+6fAAtguBABcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGa7m/SB2v+zDn8MkaUGa7m/SB2v+zDn8MkaUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZd+Ef+KagfTyf5d4XVoB8R9k/QUP8JIpX4R/4pqB9PJ/l3hdWgHxH2T9BQ/wkgJwAAAAAAAzJyizPtsNGd/8Ax1/ikNNjMnKL/Ow0Z/x1/ikA02XAALgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMyVX9IZR/2bV+E8NNjMlV/SGUf9m1fhPANNgAjd/0e6azTGGLUvD+i8pD227J62tzOcRsmWxsuGRFvMjzx3Y6QHiiXvz+sU3T3rbs9S0Rqq9W89na23jb5vY2d2MZzn6hMRlqn2lqcrlM1SnI1a2Kum1GHXKp/R2Oe2yclREzzWdksKyra4nnA0PYtLuKkUQ4l0XR/SWfzyllM6gbiYQeMI2EGZbsHv6cgO8AAAAAAAAAAAAAiesnxRXj9AzfwFiDcin82i0/ml/zbwsy+qO7cNlVygsPIYdqVOkREOrIzShTjakEoyLeZFnIj+g1kS9OtKaPZ06cxOkU/ntp9lBpQrbeW4WCPfuJZF9QCcgAAKn5LWmdZ0p05kW1XJ0CZJdqTssnIalmgkqQ2ki7pJHnKD6PALYEM0g1HoWqFru3Fb0eoMRGpa4qkzWUtr20pSozIiUZYwsunwiZgAAAAAAAAAAAhF/2VJuS97Ir7Exhhq3J70p5paDNTxLZNsiSZbiMs53ibiv9RdZdNrBJxu4rqhNS0f8A7KOrn5GfAbaMmn/NggE/IiIuA/RmhzlSVG43lMaY6S3RcxZwUh1BtNl5+4Sv/uoh+lePK1rZc5TdNLZorPR1a+Rr+vL2f/aQD7crL46dC/2gX+LFGkBju+rE5UN4XDbNwVin2iubbUs5dPQy+lCecNSFHtlnuiy2ndkukS47/wCVVQd9a0jolZaLftU2RhZ+bCXVn/7QGlgGbIPKwp1JlJg6kaeXTaEnOyalsG63nw90SFY+YjFz2DqTY19xydtS5qfUlbO0phDmy+gsfrNKwsvrIBLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABBrr1Hi2/qZbtju0OrSnq4g1ImsNkcdjBqL8oecl3v/AHITkfwt5lDqWluoS4rvUmoiM/mIB/ZcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmu5v0gdr/sw5/DJGlBmu5v0gdr/ALMOfwyRpQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABl34R/4pqB9PJ/l3hdWgHxH2T9BQ/wAJIpX4R/4pqB9PJ/l3hdWgHxH2T9BQ/wAJICcAAAAAAAKh1V0trd2a12DfEGdT2YFtuKXKZeUsnXCNZK7giSZHuLpMhbwhN46m0C1r+tuy6jHqLlRuFRphrYZSppJkrZ7tRqIy3+AjATYuAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACGag6p2BYTSlXTdFPgvEWSjbfOSFfM0jKvrxgU7K5VjVbkrh6Z6Z3Tdjxbic5o2m8+HuCWePn2QGlRmSq/pDKP+zavwnh9SvrlXV0jVR9KaBRWehVQkEa/sU6k/8A2iHP6f8AKff1Vj6nLgWiVfYhnEQkpCea5vCiwaM8cKPfkBscBmg725WNCLbqul1u1tjpOBIIl/8AZ4z/APaP6Y5VD1AkIi6m6WXTaqzPBvJbN1s/P3ZIPHzGYC/WrYojV4vXe3CxWn4KYDknnF72ErNZI2c7PfGZ5xnzjsCDad6t6d38hBWxdMCVJUWepHFc1IL/AOmvCj+ciMhOQAAAAAAAAAAAAABz7mqiKHblSrTkd6SiBEdlKZZLLjhIQajSkulR4wXnHK0wu5i+7Hp90xqbOpjU3nNmNNQSXkbDikd0ReHZyXmMhJFKSlJqUZEkiyZmeMD8acbdbJbS0rQfBSTyR/WA/oAAB+IJJFhJEReYfohOjOnFL0vtR23aTUqlUGHZa5RuznErcJSkpSZEaSIsdwXR0mJsAAAAAAAAIHrDqzZmltHKbc1QxJdSZxYDGFyJGP7Kc7i/vHgi8PQIjyhtbU2S+zZlnQjrt+1PZRDgtI2yj7fercIuJ9JI6S3nhPHlaK6AHArBagarTjuq9pJk6fVKicYhK6CSXBSk8M42U/qluyYRRjs/a+EchuSrTKx3z/Jkna6tlN+Hdhasl50JPP6wsnTfk3aV2WTcgqEmuVJOFKm1YyfUavCSDLYTv8Cc+cXCAD+GWmmWktMtpbbQWEoSWCIvAREP7wAAAYLwAADz1CDCqMVcSfEYlx3Cwtp9snEKLzkZGRikdQuS7p1cDp1K2m5Nm1pCttmXSlmltK+gzazgv8hpPzi9gAZWVfmtuhEltjUyCq+rOJRITXIRZkR09G2ZkW/zOcT4LMaF08vi17/t5uu2rVWahEVuXs9ytlf9haD3pV5j+cslvEhfaafZWy82hxtxJpWhaSNKiPcZGR8SGZtTdEri0/r72pWgr66fOR3dQt5BbUeYgjyom0Z3/wCH+4aTwQDTgCs9AtYaFqtb63oyDp9chYRUqW6r8owrhtJzvUgzzg8bj3GRGLMAAAAAAAAAAAAAAAAAAAAAAAAAQq6NM7duLUagX5UHJ5VagpNMRLTxJaMjNR92nBmffH0kJqKe1J1Qr9t8oGxtP4MSmuUy4G1KlOvNrN5Bkay7gyURF3pcSMBcJABcAAAAAAAAAAAAAARrVK4ZVp6cXDc0Jhl+TS6c9LabezsLUhJmRKxg8bugBJQGWLU1i5St029DuCg6S2/Npk1BrjvplbJLSRmkzwp8jLeR8SHU7IXKs8jNB9cT78BpMBmzshcqzyM0H1xPvw7IXKs8jNB9cT78BpMBmzshcqzyM0H1xPvw7IXKs8jNB9cT78BpMBmzshcqzyM0H1xPvw7IXKs8jNB9cT78BpMBmzshcqzyM0H1xPvw7IXKs8jNB9cT78BpMBmzshcqzyM0H1xPvw7IXKs8jNB9cT78B+XN+kDtf9mHP4ZI0oMYVCFylZmtVO1TXpRT01KDT1QERUzW+YUgycLaP8ttZ/KH09BCedkLlWeRmg+uJ9+A0mAzZ2QuVZ5GaD64n34dkLlWeRmg+uJ9+A0mAzZ2QuVZ5GaD64n34dkLlWeRmg+uJ9+A0mAzZ2QuVZ5GaD64n34dkLlWeRmg+uJ9+A0mAzZ2QuVZ5GaD64n34dkLlWeRmg+uJ9+A0mAzZ2QuVZ5GaD64n34dkLlWeRmg+uJ9+A0mAybemvOv1jsQJl46Y29SoU2WmI26p9S9pZkZ4wh5RluIz3ljcNZAAAAAAAAAAAMu/CP/ABTUD6eT/LvC6tAPiPsn6Ch/hJFK/CP/ABTUD6eT/LvC6tAPiPsn6Ch/hJATgAAAAAAB+GSTURmRZ6Mj9EFvTTKlXTqFbN6S6nU48y3lmqOww4kmXcq2vyhGRmf1GQCdAAAAAAAAAAAAAAAAAAAAAAAAAKo5QetFI0tpjMNiOdXumols0ylNZUpZmeyS17O8kZ3ERb1HuLpMglep2olpacW+dauuqNw2TM0stJLaekKL9VtBb1H/ANi6TIZ/RdGu2vjijsllWnlkOHslU5GeqpSPCgy7o/8AJskXDbMdrSbQmrXJXmtS9c5Sq5cL2HI1HdwcaCnilK0F3JmX9gu5Lp2j4aRbQltCUISSUpLBERYIi8ACkdOuTDpla60zqtBduurmrbdmVc+cSpecmZNd5+9tH5xdMOLGhx0RokdqOy2WENtIJCUl4CItxD7AAYLwAAABkR9A+clhmSwtiQ0280ssKQ4klJUXgMj3D6AApbUjkzaX3ebkuHSjtqqme2iZSD5nCs5Iza7w9/gIj84rx6r696BKJdf2tSrGZ3Llo2urIjZYLKjPKk4L+1tp/vJGrAMiMsGWSMBDNKNTbP1NofXS1aml/m8FIiulsSIyj6Fo6PMZZSfQZiZjOusOgcyFXFaj6Kyztu7Y5qdchMGSI07pUkk96lSukj7hXSRHvEp5POtsHUdl+gVuIdDvSmkaajS3UmjaNJ4U42St+M8UnvSZ9JYMwuEAAAAAAAAAHguOkxa9b9Roc43Ci1CK7FeNtWyskOJNKsH0Hgz3jmabWbSLAsuBadCXKXT4POc0clwlud24pw8mRFneo+jgPvf9Xk0Cxa/XYaGnJNOpkiWyl0jNClttqURKIjI8ZLfgyEb5PN6VTUPSCiXfWWIjE6fz/OtxUqS0Ww+42WCUZnwSXTxyAn4AACqeS7qbVtV9O5Fy1mnwYMhqpORCbibewaUobUR90ZnnKz+wWsM3fB3/ABFzvp6R+EyNIgAAAAKm5TGrTWmFnoRTEJmXTVldT0eESds1LPBG4aS3mlOS3frKNJeHFmV6qQaHRZtYqchMeFCYXIkOq4IbQk1KP7CGLaLYt/a/1Gua3QKiqj1CHOa/ohGfxzakR17WyZmR4IjIt/A3DXncAnfJ1pFN07uKJO1HpdxHqTd8pTZTp8QltZURrU228lSkkeE5Vk0qPcRJwQ0FIuthnUCLZx0irrekU9U4p6IuYaEpXs82pzO5fTjHAy8JCobA1chXbcsDTrVq137VvWHKZlxG3clHlPtqyhbK+gzweCyZKIzIlHnAl9VvS54XKIoliq619Y6hSZM4jQ0vqjab3ESlGrZxnfuIBaI/FKSkyJSiLaPBZPiYphvUKuV+8rztik12l0e5qHKU1SaJNjEZz2ktJWTylKUSlE4pSiLYMtgiSZ5yOfq49cz3KT0zpMC41wYkqNUJDcc4qXENOojmRrUWS5wzJZkWdyejiYC+AFRV6/59RvKuWlSatIpXWFDDUmoM0B6oqfkuN7ZpJKCNCEJSac5PaM1GRYJOTjlX1W1Hh8nCt3tLoUai3HRJBx326hTX22paOcQhL7KFqSoiUThGWcllJkA0AAoy/L41Is+pWVWn5dBn025qmxSlUlMVbRxnH0GbbnVG0Zqwrvu4IscC6R2KddF7UDXKk2Xc1UpdYp9wU2RLjLi084qojrJkakb3F7aDI+J784+sLbAUNqFqJftqWJXb0q66bRZ1PqC+oLekIQ51ZCQ6lG0a0qNe0pJqVtJwRYLufDeVPkomQGJjZGSHmkuJI+JEoiMv/ID6uK2G1LMlK2SM8JLJn8xCKacX9R77KtdaYtRjnRqiumykzWOaWTyEkaiJOTPBZxvxvIxw4Vz1y879uWgW5UWKTTLacbiSZZxkvuyZa0bakJJR7KW0Fgj3GalGeDIi31TpHeDtg2drJctXZZmz4t8Sm+ZjEpCJElxTbaUpI8qSk1qLwmRZ44Ae7lJaaVm3bgLXDSz/AGS46aRvVaE2nKKgyXfqNJd8rZLui/WIsl3RFm3tGNQ6PqdYcK56QokG4XNy4xqyqM+RFttn9uSPpSZH0iCOX1fFMva3Gmm5900erSupaq21a0qJ1s2sEl9Dik72iMz2iXkyIs5FeVhrtceUUxWIqDj6d3s5zUttO5qDJzxIuBEk1bRf3FrIu9IBrEB+JMjIjI8kY/QAAAAAAAAAAAAAAAAAAAAAZk11/PO0j/wF/wATo02Mya6/nm6R/wCAv+J0BpsuBABcCAAAAAAAAAAAAEB5RXxE3v8AQcr8MxPhAeUV8RN7/Qcr8MwHG5IhF2uVm/8ARr/GcFr4LwCqOSJ+blZv/Rr/ABnBa4BgvAGC8AAAYLwBgvAAAGC8AYLwAABgvAGC8AAAYLwBgvAAAGC8AYLwAABgvAGC8AAAYLwBgvAAAGC8AYLwAABgvAGC8AAAYLwBgvAAAMy/CD/7g2j+0rX4Tg00QzL8IR/uDaP7StfhODTRAAAAAAAAAAAMu/CP/FNQPp5P8u8Lq0A+I+yfoKH+EkUr8I/8U1A+nk/y7wurQD4j7J+gof4SQE4AAAAAAAVHqnqnWLS1osOx4VOgPwrkcUiS89t860RLJPcYMi6ekjFuDMnKL/Ow0Z/x1/ikA02XAALgAAAAAAAAAAAAAAAAAAAAP4fdbYZW88tLbbaTUtajwSSIsmZn4AEB181PpWlVgya/NJD85zLNNhmrByXzLcXh2S4qPoLzmQrzk16T1Xrq7q/qctU+9KwXPMNPp3U5pRdyRJ/VXs4LBd4nuS35EU02ir5Qmv8AN1HqrCnbHtR3qWhR3U9xIeIyMlmR8ehxXztJPJEY1eAgUnWLTmNW5FCeuE01SNveh9QyDebLdvNBN5It5b+G8vCPdb+pdk124GqBTK1zlUebU63GcivMrWhJZUZbaE5IhTTdcaoPLbuqU9T6tOS5akdvm6dCckuEe2yeTSgjMi3cfDgWHBvOLdder70K25kWdaUFqVDcrMR6ItTj6HyWRJPuubNDRFtY3mZ7j2SAWiAph/WGsq5NcfV+JQYHOcwqRIp7slZFsk8bWEuEnjwPeXmEmu7UmHQ41tRFLp0erXCyp6OU+WTEZhCG0rcccWe/BGpKSSRZUpRFuLJkFggKjsDVuXXrquSzHodFm12kREzoj9MqJrhVBlWODhpM21JNSUqIyVvPcIxF10vSfovH1WhWNSyorBrXUGXqqon1tpfNs+YIm8HskRZNZpyecJwRGYaDAUfq/d929kTSuDbEqA1SLgkOSNh83ErfUhg1pS4aeDeFpPBZyoizuISW6NSeobiXaMOoWzDrUOCzKqEirTjYjNKczsNoLv1qPZUro2U7Jnk1EQCywFfaG6lMakUGovrhtQqnSZ7lPnssv88ybiODjTmC221FvI8eH5z9973k7SrlotoUSG1OuCsk660h5w0Mxo7REbj7pkRngjNKUpIsqUeMkRGZB0Y17WvKvZ6y49Wadr7MdUl2GlCtpDRGkjUZ42eKiLj/AODFT8pjSGfW32NTNO3F06/aJh5tbBERz0ILvFeFeMkWe+LuD3GWPNRXqz26iiuBqEy+zYhpS5GdUbTrfVmSXhW9G81EaTM+9znePVcWvhR7Seveif0YnURhwz62u1Xm6nJYJzYN1CCI0pM+/JCsmad5mRngglnJ11Wgaq2Mio7KItbhGUerQi3Gy9jviI9+wrBmWeG8uKTFmDI+prjek2qNva/Wey4uzrrbbRXozScFh4iWTuz0GosLL++gyz3Y1jT5cafAjzobyH40hpLrLqDylaFERpUXmMjIwH3AAAAAAET1k+KK8foGb+AsQbkU/m0Wn80v+beE51k+KK8foGb+AsQbkU/m0Wn80v8Am3gFygAAM3fB37tC52f/AOekfhMjSI4Nj2fbNk0hdItSkR6VBW8p9TLJqMjcMiI1bzM84SRfUO8AAAGAzly1q7UqnEtjSC3ndmp3hPQ2+ZZ7iOlaeP8AdNZkZ+ZtQnlTolzWIxY1O07o66pRqU07BqMDqlDPORzbSaXdpZkk3SWjJZ4mtRGZEZmVaacoTf8Ay2bxud/L0KzoaabBzvJt48tnj6+qT+sacAURqfa9Z1ZveylMWnUqBEt2qpqMyrVImm3NhBkZR2UoWpSjUpJGatyS2SPJjq3LRbnkcpm3LsjWzPeoVOpEiBImJeYIicdUZkZINwlmkt2Tx08NwuLBAAobVyy59+0Ksx6xYkorsiS5CLYrcJ1ppSEbZnHcU8lZKQlO7aSos4IzSW0Y9eoVsXrC1H0svCHSX7qVQIsmDViiutNOqceYSjni5xSU7JqJRnv3fWLuABQ0mm6mafauV27Les/+lNAu1uM9PgRp7TcinzG29gzSbmCWg9+/5uGN/u1oo2ol5aFXHSHLfJdbrfNIh0mLKZUiC2h1CvyjyzQSlmSVGZpyRHhJZwajusAFG6y2/dtxUPTRuj2nUJD1Er8CqVBs346DZaYIyWnKnSJSz6CIzI/COpd9IuabyhrKuiHbM52jUqnzI8uVzrBbC5CS2e4NwlKJJl3WC+bIt4AGVHbP1ZqGid82ZVLHVKuiovPOyK89UWTTUk88laEtlk17kJ2UoPZQkiLgeSGkLEcqLtoUxVVpT1JllGQhyI86hxbeCIu6NBmnO7OCMx2wAUdR6PfGmurt21CmWnJum2LslInoXBkstvwZWzhaVpdWkjQozztEe4iLzkIrB0mvyvWHqlQqpS49Cm1+5Ha7R5HV6XUk6TqVoSoklkknsd8e/us7O4abABU9mXJrBXo8WkV2wUWvKbNKKjV3Kiy80ok98cdpOTUpeN213Kc5M1YwfY5Qdgs6kaUVi2jQk5qm+qKesy7yS3k0fNneg/MoxYAGAprkeX2/e+jMFNScNVXojh0uaS+/M2yLm1GXHJoNOT6TSoXKMx6TJKwOWZfFmN5Zplzwyq0NstyTd/rDwX+Z8v8AKQ04AAAAAAAAAAAAAAAAAAAAADh1W0raqly0+46jRoUmsU4sQ5jjeXWC396fRxP7R3BBrrtq86jqXb1epF4rptvwUGVRpJNGZTTyrftdHEvsATkALgAAAAAAAAAAAAIDyiviJvf6DlfhmJ8IDyiviJvf6DlfhmA4nJKcbZ5NtoOurShtEFxSlKPBERPOZMx6qbq2uq0N+6qRY1yVG1W+cNuox+ZNyQhBmSnW45rJxSMkeDxtGRZJI5/JXhsVHkw2tAkpNTEmmvMukR4M0qddSf8A2MVnR6xqNyZo6aLc1KXdmmbUg0w6tD/9TT21qzhxHgyrge7J7lcEgL1m38tWlUG/KDbNXryZ0aNJYp0JKVSVIeNPRw7klZP5vrE0bVttpUaVIyRHsq4l5jFLavXeu1+Tau9NKanT4tPjx2noZnF55KmnXUpwklKLYMjWe5RHgyxgsD16oairta7rQp1wVl+3baqsF1T9ZbYSojmFsc2ypakqS0k0mtRnjeZEWSIlALeedbZZW884httCTUtajwSSLeZmZ8CH6hSVpJaFEpJlkjI8kZDPPKdXcrPJYrcmZdCpLxSUkUuCTaET4jkkktkvZLBEbak7WwZbRl4DMhLr0uyq2m/aVmxajVKlU6+p91U1EFp6RHjMNEpew0hKUKUZqQkjMjIiNSjJWCIwtkBUOntZ1Hdv6s0Cos1qTbjsEn6XWqrS22Ho7+SJTLiUbCXC37RHsp4YMz4iE2tdmql06D1y9yviPTqhRHKitCY9JZUmUUczMkubZHspMk7JEjB9JqPgA0oAzreF96hwNHrf1jZuOOww/wBQPyaA1AbOO4y+tCFJN1RG7t91naIyIuGOk7NvmdczF5QG11OPQbNKE4uVUkOtFJdmGrDbCUuJVu2cq7lJmZ7t2MGE9AVlyeL0qt427Xk1h/qqTRK/LpSZRscyuS20ZGhxaCIiSs0qwZERby4EPVqLdtRZv619PKDJRCqFcJ+VJnG2lxUSKwnKthCu5NxasJSaiMk90ZkeCIB7ntQojWr0bThdHqDcx+nOVFExZtkwtpKtnucKNRnnJbyLh0iajP7kOdTOWVREVCtPVNr+h8lbTshpCXW08+eUqNskpURGRmR7JHg8HnGR5l6hX9eNgv3lZarjYnPOOu0enMUNt6C+0h1SEIdcUW0pS0pyakrQSTVgi7kzMNEgOXaM+fVbXplRqtMdpc+TFbckw3O+YdNJbSD+Y8kOoAAAAAAAAAAAAAAMy/CEf7g2j+0rX4Tg00QzL8IR/uDaP7StfhODTRAAAAAAAAAAAKf5VOlFY1csumUOjVKBAeiVEpa1y9vZUkmlowWyRnnKyE/0zoMm1tPbftuY80/IplOYiOuNZ2FqQgkmac78bukSEAAAAAAAABmTlF/nYaM/46/xSGmxH67ZdrVy5KVcdWo0eXVqSe1AkrNW0wec7sHjj4SMBIC4AAAAAAAAAAAAAAAAAAAACiuWrec23tK0W3RTUdauuSVLjIQeF82r+tMvnI0o/wDqC9RmK4UFqDy6qVSnPy9Nsel9WON8UlIMiWR/PtOM+jAXdo3ZMPTzTajWnE2VHCYLqh1Jf1r6u6cX9ajPHmwXQJeAAM8WvIlN8se4bjcodwIok232qdHqK6RJTHW+lTJmnbNG4u5UW0e7JcRe1YpjUqHUTYaaTMlwzjG6ZbzSRL2CM/ARrUf1mOiADIkJy4HeSDUtKG7Iur+k9OiORpLSqatLOeq9sjQ7jZcyRlgkZM/m3ibahtXTQavptqfTbSq1Wh0mmOU2t0luOSpjTLiEflEt5PJpUgzMi8BcCMzLQoYAV9bd7SLkYkVKDa1ZpNBjxlqdkVKmrZkSXDLuUMsFlZkW8zUZbzwSSPeZUhbNKrcXkITbTft2vIr5syIxU46W/wBUGtyUpacI2MmWzv2i3F4c7hrAAGdtQEzo0rQ67CotakU6iOqaqSWKc84/GNcZDZbTJJ2yLaSZHu6POWfpVKrW9Pdcaxek6za/VbUvKBDNxyFAORIp8lhBoSlxpOTSRpM/tLpIyGhQARuxqzU6/HfqcigSqHTl7KYUec1zctwiztOONkZ82RmZElB91gjM8ZIirPWCPXLU1ztbVGPRKjWaE1THqPVUU9hT78RK1mtLxNp3qTkyzjgST8JC8AAZ4aOoXTynzuGJbNzM0CdZaqSioP01bCErW+tRKUTmypJYzxLa4bsGRj4aJ3hX7CtWLppdWm10Sq/RjXFhv06m87FntbR82snzMkILB4M1GRERZM85ItHBgBELytM770tn2rdDcZp+pwjbe6nI1Ijun3SDRneewokmR7s7OcFnAq3kSXTUZVj1XT24FYrVmTlQHEqV3XM7SiR+6pK0F5kpGgRmKcgtPuXbCfaPmKbfVLNDpF3hyEkZcPCa2kH/APUPwgNOgAAAAADz1KFEqVOk0+ew3IiSmlMvtOFlLiFEZKSZeAyMyHltihUa2qJHotAp0enU6PtczHjp2UI2lGpWC86jM/rH9XNEnz7cqcGlzzp8+REdajSyTk2HVIMkOY6dkzI/qHK0wo1w0Cx6fSbquFVw1hjnOqKgpGwb204pSd3mSaU/UAkoAACF6OUe/qJarsTUW5Ylw1dUta25UZokJSyaUklGCQneRko+HSJoIZo9qNR9T7WduGiQKpCjNS1xTbqDKW3DUlKVGZElSixhZdPQYmYAPjNkNRIb0p49lplCnFn4CSWT/wDA+wj2prqmNN7mfR37VIlrT85MrMBR3IDjLlWBdF2SC/2iuXC86pR8VJSlJ8f+ZxY0kKL5CjCWuThRFke92TLWfz8+pP8A+Isa8bvdp1y0m0aJDanV+qtuyEJecNDMaO1glvumRGrG0pKUpIsqUfEiIzIJcAraJqHVqG9dzd/2+umwrbiomprERK1RJzKk7WG9oiMnCMtk0ZPf08Bzq9qLetD0/Z1Gm2rT3aFzKJkunMy19Xxoq8Hzm0Zc2taUmSlI3EW8iUeMmFtAKnu3VubT7usSlW/b0et0+8mHnoEtM/mlKJDJOERoNGEp7tBmozPBbWEmZER+zTu/7hqmoFw2DddFptPrVLitTmHqfKW/HkMOHgjytKVEpJ4I92/J44bwswBWmluoNYuW5rztu4abTqRUrZkoZW21IW4Tra0mpEjKiThCiLJFxLpHnTqo/AsSgVmvRKZCqdySzZpTC5htMc1hS0vuuLIjQjmk84e4z7pKSyZgLTAVBZursioakS7AntUKoVFVOOoUybRp/OxZSSMyUyszIzbcLBnxMjLfu3Z+Gm+qV+37FhVSjWDBapia47Tqot6qltx2kKJJuNlslzmN5nw34IiPeZBcw4LN3269fL9kt1FJ19iCme5E5teSYNWyS9rGzxMt2c7yEMtDUat3dSU3Hb9MpkullWTp78HqhfVsZpMjmVPLIiNJKwXOc3gu4Mu6yPVCvyU7ygpGnki240Y0UFVTRUikktx5sn0tpRskktksmo8GZ9ACe1eowKRTJNTqkxiHCitqdffeWSUNoIsmozPgRD4WzW6ZclBhV2jSTk06a0T0d421I20HwPZURGX1kKvqVRkasFUXKFQaRU6Lb9TXHYTV5LqWKlLZxtHzaC2TbSrclTm2RqyrZ3EY8NW135nQqp6iUa2Erk0WUcCq0qVM5pUF8nENmnKUHtkRrSZY2ckfQe4Bd4CpZ+pl00W+rVg3Da1PiUC6ZHUcF5mebkuO8aNpHPI2SRhXgQpWPCeN9tEAzRyjklb/ACo9HLsL8mmVIXTHXOG41kkiP6pChpcuAzRy6FFHc0zqJZ5yNczZpx/kV/8AiQ0snh9YD9AAAAAAAAAAAAAAAAAAAAEGuvUNFB1Lt6yjt2rzFVpBqKew3mPGwaiw4fR3v/chOR8XZUZuQ3HckNIec7xtThEpXzFxMB9i4AAAAAAAAAAAAAAgPKK+Im9/oOV+GYnwgPKK+Im9/oOV+GYCFaCU6dV+R1SabS3XGahJocpuI425sKQ8a3ebMldGFbI7dbk6oVPTiVbVVsKBPrk6AqG/LZqjJU41Lb2VOKJeHSIs5NBIVwwR9I/eSJ+blZv/AEa/xnBa4Cg7y0luCDyVWdIrbbbq1QUy225KdfSw0lfPk84rut+M7RJIi8GRNqpDuKpuxafW7Ni1e15VHSzOprr7DjjUpKz3kSzJC0mnp2iMjJJkXEWMADO8/Re4lcma59P6etpmVUKk5PpNOdk843BY59DjcXnT4nsoPJ8NpR7zLefY1AtHUm441n37RqZS6PeVsPuG3SpE3nmpMd1CUOtLdSRESj2Txjdg+OeF4AAgNpStSam513umgwKAzFaVzVHg1EpT0t0yxtOOmlKEoIs4QWcmeTPcRHAtO7Gvag8ny6rKm0Fk6vUTnlGS3UGzaV1USsGa+jZzv3b+jPRfYAM+3dYN81TktUbTiLQmOvcVmFHe26g2TJFGWhRrJfSStjBFjJZ38N/buSh6jlrhR76p9uQa1S+shwEwZlUSydJkKc2lvJMkqJRqIiSakEajLJbum5wAVJyfLWvO0ajekO5abARGqdfk1aPNjS9onue2e5JrGUkWye9R53lu6R/WstlXXIvu1dSbGbhzazQCejyKbLf5lE6M6WFIS5gySssngz3b89GDtkAFJx7Y1ErevNF1AqduUilUxmhOU2TEdqvOvoJbqlHvQg0qVw3F3OD77O4ubptbmsml8eRYlEoFv3HbSJTq6PVJdUOMqG04o1bDzZIUpeyZmeE+ffjGL+AB4aBEmQqRHjVGeqoTEpy/INBIJxZnlRkku9Tk8EnfgiIsnxHuAAAAAAAAAAAAAAABmX4Qj/cG0f2la/CcGmiGZfhCP9wbR/aVr8JwaaIAAAAAAAHzkPsxmVPyHW2WkFlS1qJKSLzmY+Eap02S8TEefEedMjMkNvJUrBeYjH1mxY02I7EmR2ZMd1JpcadQS0LI+gyPcZDMOhtNp+kfKeunTd2EwzT7gZKpW++pstokltGpglHvwRc4WM/8LzgNNTKjAhrSiXNjR1KLaSl11KDMvDvMehpxt1pLrS0rQsiUlSTyRkfSRip9Y6RSb41Gsqx5dPizEx311+pKcaSpTcVjuW295cHXlpIy6UtrFrsttstIZaQlttCSSlKU4JJFwIiLgA/sAAAAAABB7zo2oU7UC2qjbdzw6dbcRZnWYDrRKclltZIknsHjdu4kJwIReWpdFte/7bsydT6q/OuFRpivR2UqZbMlbP5RRqIy+ojATcAAAAAAAAAAAAAAAAAAAA+AzRyQiKu6r6wXqstopVb6kjr49wlbqsZ+bm/sGlXVbLaleAjMZw+D7a29LrjqKu/lXLINX1NNf6gGkQAAABCLl1Ip9Ibq8iHQ63XYlEM01WRTWm1oiqSklLT3a0m4pKTI1JbJRlnB79w8lw6xWXRaLbNceenSaXcrzTMCZGiKW1tOcNs92yZESjNO9XcnuMywAsIBBLW1Qo9bvl6zH6NX6HVyiHNjN1WGTJS2CVsm42ZKPgfFKtlReDcY+ly6kU+kN1d+HQ63XYtEM01WRTWm1oiqSklLT3a0m4pKTI1JbJRlnB79wCbgK8r+slkUekWxV3pU2RT7meaap0qPEWtozcPdtKwRJMt+U99uPcZhE1boblGfqE2iXJSnU1dFHiwZ9P5mTNkrIjQllBqwolEecmZEREZqwRALDHzkSGI6UqkPNtJUskJNaiSRqM8ERZ6TPgQglL1UpEu+12NJodwwLgbSh1yM5C51KWVGRE9zjSlo5vJkW1nce48CPsrtO/tbptMrDtYqEu1EMzIlNlw1R4UVxR9y/sqPL7ud6VqLZSWNks5Mwt8BW0zWW2I9Dm3KmJU5FswKgdPl1llts2GnCcJtStnb5xTZLURGskmXSWS3iyEmSiJRGRke8jIB+gAAAzRy4k9Z5+mV8ILYVR7jQhTpcSSo0uYM/B+RMaXGePhBGSc0DJ3pj1iM4Xz4cT/+QDQ5cAHht55UihQH1985GaWfzmgjHuAAAAHPuaqFRLcqdZVFfllAiOyTYYLLjuwg1bKS6VHjBeccrTC7E3xY9PudFJn0lMznP9kmo2Xm9hxSO6Lz7OS8xkJG4tDbaluKJKEkZqUZ4Ii8OR/MZ5mQyl6O6h1tXerQolEf1kA+gAAD8LGNw/RnH4PR117Q6at1xbiuvr5ZWozP+qZ8I0cADi37EVPsevQUpNRyabJaIi6dppRf/cdofiiyWD3kAoTkEzEyeTxT2SVk4k+UyovAZr28fYsh7NZ0XJZ2sluarUu3qjcNHapbtGrEWnN85JYaU5ziXUI/WLa4/wDLvxkjEX5Eazt+s6l6cyD5t+jV9bzbZ8DbXlvJeb8kk/8AMQ0wAqO7yq2s2ldzUSn0KpUGBPp5tQnqwwcd+RIJRLSfNZNSGiNJEalFlW1uLBZPirr9XrXJ9kWK9bNXbvV+iHRXaY7CcSlLxt8xzxumXNcz/wATb2sY3Fk9wvYMAM41215dq6g6EUePCqlRiWpFlMVKdHp7zjLRrjIbQpSkpMiJSyVguguOBIrYbmJ5W9zVJylVVunyLfjwmZq4DyY7jzayUtCXTTsngunODweBdgAKP1gsm4HdXaLW7WaUUa54Dtu3G4kjw1GxzhP7uCyQlxBGfSaS6R6eUPRrgpsqxb5tKgOVkrQnOKkUqKnLjkR5rml82npUlJYIi8Oegxc4AK7tC/13Q4iXSbRrtJo8ZCnp0yr0xcZZ9zuaYa3rcXneaiLZIkmRZMyxGOSI1NgWFU6ZU6VVaZM69zZRNToDsc1NOOEpCy20kRkZeDeLrABmGv28qbLpeoWntKrlpalzJrCajSkRXmo00jeInlSEqTsE3sbS+czv3frGWJajqo+WSdb601frV/RLrWU7rc/1Ocrqol83zmxs97vznHnF4gAojREpmkzly2TdMCophnWH6hRaixCdkNTWHsHzZG2lWHUmW9B4M87slvEKvixbgg8m7Uha6HUl1297gVVY1JjRVvvMNqktrQ2tLZKJKibQpSt+CzjiQ1YAChNZVyZ9b0glQaRWpTECtszZq2aXIX1MySNg1OESMo39B79xngX0k8pIy6SH6ADNPLX/ANuujSWgIwtybcqVbHEzJKmk5+buxpYuAzNqkr+lXLc09t9j8o1bsFdSlGfBtR7ay/hZ/eIaZLgAAAAAAAAAAAAAAAAAAAAADMmuv552kf8AgL/idGmxmTXX887SP/AX/E6A02XAgAuBAAAAAAAAAAAACA8or4ib3+g5X4ZifCA8or4ib3+g5X4ZgONyRPzcrN/6Nf4zgtcUboFOqlM5H1GqVF6k64RaPIeY6qJRtbSXHVd0Sd5lgj3Fx8w8en2od5UHkvsahVmFEuFxqnnN/wDWqaedytZrU4pSTLOTLBJ6N3gAX8AqFGpd+RrakXhP06N63+sLNQhpgzOemvyV83hk2SSZpI9s1bRbWylOT3maS6jF/Vql6l23ZlzQabt3JCfkRHYTjhKjuspJa23ELLJkaT3LLG9JkaSAWUArVd83PcEOv1GxKLT50GivvxW1THlpXU32S/KIZJBdyklEaCWrO0oj7nBZP+0alTJsC04cK2pUS5rljuSEUyoqNrqBpsi51x88bWykzSSSIsrNSS7neZBYjzqGWVvOqJKEJNSjPoIiyY49j3XQb1tqNcdtTynUyUayaeJtSNo0qNKi2VERlgyMt5CN0C671VcVwW5WLOJUmmxm5MGoxnVNwaglf6hLWk+bWk8kZd1wM927Mds/WWmL0AVqdVaImlRUPPMtU2GsnFKWUg2m20nhJGpSsb8ERZM+BALGr92W7QavSKRVqozGqFZkdT0+NhSnH1kWTwlJGZJLpUeElksmWR2xSF01qfplPTqXdtp0l2PUXWYtWmxZbr8uktrPZQSTcLZUylR4UlvY3ntYUZiQXvqVW6Lqjbdl0q2I1URX4kiREldcebybTe1hRbGEp3kZqyo8Zwkz3ALPAVvpbf8AW65el0WPddHg06u2/wAw6pcCSp6PIZeSakKSa0pURljeRl0iyAAAAAAAAAAAAAAAAAAAAAGZfhCP9wbR/aVr8JwaaIZl+EI/3BtH9pWvwnBpogAAAAAAABQPLOtuoJtakan26nZr1lzUTUKSW9cc1J5wj8JEZJUf93b8Iv4eaqQYlTpsqmz2UvxJTK2H2lcFoURpUk/MZGYCsuT9Jdu5utaqy4j0U7mdbbprD3fsU+ORoaT5tpw3nDxx2yHiuC5a1QuULU48GnXBcEc7SYlJpUN9JoS51U4lTiUurShJmlJFuPKj4FxFrUKlwKHRYNGpcdMeDBjojR2knkkNoSSUl9REQhlWtq4YusTl70piBOjSKAilKYekqZW24h9bpLzsKJSDJWDxvLHTncElsS6aRelqQLlobrjkGag1I5xGwtBko0qQtPQpKiNJl4SHbEX0ttNFlWVEoPVCZLyHHpEh5KdlK3nnVOuGkuhO0syIvARCUAAAAAPw8ZLOMj9GZ+US66jlW6NtocWlCn17SSUZEf5UuJANMABcAAAAAAAAAAAAAAAAAAB+LIjSZHwPcYzXyBVnFtC9KEs8OU+5XiU2fFOUJT/5bP7BpU+AzNyeFf0W5VGrdlPFzRVF5NXjJ4EaTWazx9UgvsPwANMgfAAAZV0rqGmtMn3paOqsqJR7giV2c+4dTnuRm50d9w1pcTlZJXklHuLeZYPfkdHWQ7chWfpExblNRRKIi/oTkBhz8ltMbTp88SFd0lCjVtFnfhRGeM4Gh6lQKHU5rE2o0anTJUf+pekRUOLa6e5UojMvqH0qdGpFTWhdSpcGYpssIORHQ4aS820R4AU3dkqKXLJslo5LBOf0bmlsc4W1lSzMt3nIjx4cGIPpZUNNaXUb1tHVWVEo9fiV6c+4dTnuRm50d9w1ocTlZJXklHuLeZYPfkaZXQaIucicqj09UpGzsPHFQa07JYThWMlgiLHgH5UqBQ6nNYm1GjU6ZKj/ANS9IiocW109ypRGZfUAzvq05bFPo2jTNv09qh0Ju+4rsFh0+azH2lmbxIWe0lCjUaiz0KIzxnAmvKnTSG7ftWsSbii0OqU64Y0mjypmepFPkSjNL5l3rRoJRmriWCxkzwdrVOiUepupdqVKgTHEJ2UqkRkOGReAjUR7hXmslFu96rW3Mt626ddFv07nur7edfbj88s0kTTiTcI21c2W1hCsFkyPjg0h49PXraurV56+03jadSrCKGmlR6dRakmTzbPO86t1Z7lKM1YIi2SJJEfEz3cqx5sRXK81GSiSy4sqJTi2EOEajNKcmRFnOSyX2l4R17UslFUr1KrUjSu37EXTJPVKHWFR1znFbJlsEcdOyhB7R7WVqyW7Z35Kyo1AocaaU6PRqczKIzVzzcVCV5Pie0RZAZHv6/KLe/Jgu2qHVINJmPyFlHtan7LSopJlIyt9CS23FqIttS1YQRqLdneetbQnwanbNPmU2ZHmRlx0Eh5h0nEKwkiPCi3HgyMgTbdvJOcaaFSyOoEZTcRGy6pI+PObu7+vI6EONGhxWokOO1HjtJJDbTSCQhCS4ERFuIvMQD6gAAAzl8INIItFqdTUHl6fXo7SEFxVhDiv/OBo0Zm5WKv6S61aRafsFtKdqnXGUnjhpK0lnH/K299gDSNMj9SU6NFL/gsob/dSRf8A2HoAuAAAAACJ6y/FFeP0DN/AWINyKfzaLT+aX/NvCc6yfFFeP0DN/AWINyKfzaLT+aX/ADbwC5QAAGbvg7/iLnfT0j8JkaRFF8iaz7lsnSOXSLqpD9KnLrDz6WXjSajbNtoiV3Jnuyky+oXoAAAAMw3Is9MuW7TK0vDVHv6CUN1XBJSS2UF9e2hk/wD6pjTxCmeV/YD97aTPzKSlZV233OudOW335mgsuIT5zSWS/vJSJFyfdRompGlNMuZT7RTUN8xVEEZETUhBFt58BHuWXmUQCwnXG2WlOurShtBZUpR4Ii8JmDTjbzSHWlpcbWklJUk8koj4GR9JCgeUXeFJuzk93POiW7U51FXFX1FVlR2zYU4SiSl1CTVzpIM8kTmwSenOyeRYdt3NCoVg2ZA6mlT6lPpMcodPiISbzxIYQa1d0aUpQnKcqUZEW0ks5MiMJ6AidhX7SLun1iksRp9MrNFeS1UabPbSh9g1FlCu5UpKkKLeSkqMjHYuevU23KUdRqbqktm4hlpttBrcfdWokoabSW9S1KMiIi/8ZMB1AEIpGpNMlXqqzapR6zQq2qIqbFjzmmzKWynvlNLaWtKjLG9OSV5hHy11tx+m1ybS7bu6qKoUx2LUmItM/Kx+bIjWtRLUkiSWTLGdo9lWE4LIC1wEURqBbb1m0i6okh6XDrPNlTWmWjN+U44RmltCDx3e5WSPBJJKjMyIjMeOhak0moXRULVn0usUWvQohTjgTGErckRzPHOsmypaXCzuMiPJHuwAm4Crbe1xte4XKb1kot0z2J1VVS1SGaWo24jpGRZfPP5NJ5+ciIzMi3Z6Ne1YodMjV6exSqzVKVbr5xqvPgstraiuJIjcThSyWvYJRGvYSrZ+cjwFgj5sSGJHOcw827zazbXsKJWyouKTxwMvAKp1F1UoSNHHbvZnXLR6VKNCUT49GWqRzS9nC2+cwlG2SiJDiu5ye4jMh14MmytKoNBtCi09/qyuyHTgwWlbcia8SNt55xxxREZkREalqV4CLoIBYY/h5xDTS3XVpQhCTUpSjwREXEzEdsm86ZdUmsQY7EuFUqLKKLUYUpKScZWaSUk8pUpKkqSeSURnkhV/LNvyRbmnCLRoSlO3JdjnW6Gw0f5TmlGSXFEXn2iQXnX5jARjkmE7fmrmo2sr6D6mmyutdLNRf8FOyZ/YhDBfOZjTghmidjxtOtMqLajGyp2IxtSnE/8AFfX3Tivm2jMi8xEJmAAAAAAAAAAAAAAAAAAAAACiNWrGuqtcp7Ti7qZSFyKJSGlpnSidQRMmalnvSaiUfEuBHxF7iO1q97Vo120u06nWGY1bqqTVBiKQs1PERmW4yLBcD4mXABIi4EAAAAAAAAAAAAACA8or4ib3+g5X4ZifCA8or4ib4+g5X4ZgIlydIUipckai0+KklSJVFlMtEZ4I1KU8kiz0bzIeCDZV3dqCvTty3327i6xORep1Ps7Ju84eE7ZL2d5HnOcY4nncOXyZdXNNLe0LtajVq9aLAqEWKtL8d6RsrbM3Vngy+YyFj9nXSDyh2/60XsAeW8IeolM5P0KlWPCxdjVNhRdjnWiWzhKEvGlSz2NtKSVgzPGd5ZEcqtlVVGs2ndw0S0Kg3SqGzOOqTJEhlcl1x5gko2zNw1uqyWDUZnx3bhLezrpB5Q7f9aL2B2ddIPKHb3rRewBGtD4F86cwK7aVZs6oVKmsVWVKpFSgSoyyksurNZJUhbqVIVkz3mWN5l0ZP9vKj6iM6p2VqTTrXTUjap8mnVqlRprSXYzLqyWg0KcUlC1J3ErB4M07tx5KSdnXSDyh2960XsDs66QeUO3/AFovYAlNKqdaqVSfQ9b0ml05pjc5LcbN190+hCW1qJKUkW81GRmaiwWCMzoOLo/ekzkhpsZ2EmDdEOoO1GNGcfbUla0ylOoQa0qNPdIVu34I8ZwLT7OukHlDt/1ovYHZ10g8odv+tF7AHk1soVzX/oa7bUSjHGrFcKIzJaeeb2YH5VC3VrUSsKJBJV3mTM8YIfC4LJrXZx00rNOgqeodvUydElyVOoI2zWySG8pM9pRnjoI8dI6XZ10g8odv+tF7A7OukHlDt/1ovYA8lm2rX4HKKvy65dPNqjVWn09mFJ51B86tpGFlske0WD8JFkWkK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFjgK47OukHlDt/1ovYHZ10g8odv+tF7AFWfCEf7g2j+0rX4Tg00Qx5y1NRbHvOz7XgWtdFMq8pi4GnnGor22pKObWW0ZeDJkX1jYZAAAAAAAAAAAACneVdqtXNJLJplcoUCnTX5dSKItE1KzSSTaWvJbKknnKCFgaY16VdGndvXHNaZZk1OmsS3W2c7CVLQSjJOTM8ZPpASIAAAAAABmTlF/nYaM/46/wAUhpsUHrfZl0VvlG6XXHSqNIl0qkvKVPlINOywRuEfdZPPDwEAvwuAAXAAAAAAAAAAAAAAAAAAABmHlDqPTnlL6f6qF3FLqOaNVVfqpI8kSlf5HNr/AOiNPCu+UXp+3qVpNV7cQlJzyR1TTlH+rJbyaC821vQfmWYCxC4AKa5Imoir70pjRKk6r+kFBMqdU23NzmUFhtxRHv7pJYM/7SVC5QABGrpvyz7XkdT1+4IMBwiSpZOrP8klR4SpZkRkgj6DVgjFf8p2pVGFaNuVu37jqMJL1ep7CuoZJJaksuu7yMyLKiMsbyPeXmMBcoCOagXI3bVuvS0yac1OcI0Q0TnlIQ458yEqWoiLKjJKTPBdHEcfRhUddovVcr9XeS50lciVP50iYacwRKaabL+pbTjvDPJbzPeYCdgIzS7+s2p1hmkwbigPzJBKVGbJzBSST3xtKPuXMdOwZiP2nq/atxX9cFqxJJNnR1tMk+4SklIdUlanCSRluSgkkW0eMnnG4iMwsYBEHdTtPULjtnedDUqVO63sbExCuckYSZtkZGeTLbRnoLaIjHn0/OineN3u0y/JFxvvyGXZNPVNQ+1ScpUkm0EnvNrZUZkf9kvnMJuAjFS1Bsum1M6dOuSnx30vlGXtuYQh4+Dal94lf90zI95bh76/c1CoTzLFUqTLEh9KltMERrdcSnvlJQkjUaSyWTxgskA7ADw0Gr0uvUlirUaoRqhBkJ2mpEdwloWWcHgy8BkZGXQZYHuADGYdJFK1K5YN436k+cpFqR+tFPWW8lOHtIMyPpLc+r/OkWTypNRkab6T1CfFf2K1UCODSkJPu+eWWDWRf3E5V85JLpH7yWtPD050hptNltmmrz/9vqZqLuuecIu4P/kSSU/ORn0gLUAAAAAAEd1Np8yrab3NSqcyb8yZSJUeO0RkW24tpSUpye4smZFvET5LVtVyz9Crdt244CoFUiFI5+OpaVmjakOLTvSZkeUqI9x9IsSrVCHSaVLqlRfTHhw2FvyHVEZkhtCTUpR437iIzHjtC5KHd1vRbgtyoN1ClytrmJCEqSS9lRoVuURHuUky4dADrAAAOLZ11W5d9LXVLYrEOqwkOmyp6KvaQSyIjNOfDhRfaO0OHZVpW3ZlJXSrWo8WlQlvG+pmOkySbhkRGreZ78JIvqHcAAAAAxiPXmmVvQS5rteoDDv9CNQKfIjGho8JgzFIVw6CxtKMuGULURb0ENuDgahWhRL6tGfbFwxeqIMxGyrG5bai3pWg+hSTwZH/APbIDPFU1Cs6t8iF6FBrlObnsW01T3IHPpJ9D7aUINPN99+qZkeMY38B56zW7Zp98aW3NdT5PWbULOTSEVBDziWIswjQs9tbZls5JJJPPnM+9My5OmVSZ0E1Af011VpVMfodQI0UW5nIKMLZNX9U6syzzecZIzPm1eFBkZa3mQaXV6Z1LMhw58F1JHzTzSXWlp6NxkZGQCAaYp0ydu6ozdPYkGoPuR0pqVZhPm+0ZkaebZN41KJa8FnBGeySSzjKSOOcrtZ0+g2hck2FIm0Gi3KxKrDbG1tIjmhaDc7kyPuTX4S3mQuemwIVNhtwqdDjw4zZYQyw0ltCS8yUkREPs82280tp1CXG1pNK0qLJKI+JGR8SAU9akjRap3jRZ9mJptxV9slLYfhy1yHIDKkmTjjilKPmk4UadlWDUaiIi44i2h82GVB1zdOZH5pN11d01c6nZJBtd9nO4t3HhuF+Uih0Wjx3Y9JpFPp7Lp7TjcWMhpKz8JkkiI/rHyZtu32WnmmaHTG2307LqUxGyJws5woiLeWd+8BkeBMhUvRHQm6qw07LtalS5TFZNhazKPzxONIcUbZ7RbBmr/x04O8bMe0elXxCqNkpplbrLcZXPVGFMVJ6gjGR55101KJBGZ4JBntGZmeMEoys2PRqRHgO09ilwWoj2edYRHQlteeOUkWD+sfzT6FRKfTnKbT6PT4kJ3PORmIyENKzxykiwefmAU9yMJMaRpjVUsSWXVJuOoGom3CVgjcIyM8H0kZH8wh1Gq1uUWVqhZlM1Ds2FSa3VZiVJrs7qeVBkvJ2JOy2rc82R97lSMmk95lvPSUGi0umIdVSKbAgOuJ2TWzGQjPgzskWSz0CjbXt284kXrTeuilBu+qk+4t+4nZ0NTcxSlmfOKJ1HOo3GRbJJMiJJERYIiAeblNwaJQuRk9Q6LU2JtPixKfEhSCfQvqlLbzRbRGR4UZkkzPHnEm1Wvum0q/7At56VSKUzVWpEgrjloaX1KhDZZbjrX3CXHMkk1GeCIy3KMyEzsmwaPRrc62zaLRdlcp2WUOPFSqLEU4ZZQylRbk7uOCyZmeCzgunc8Kz6fbipNxQaMzR6Wk38y47fMxiL9YiMsJP5t4CitIr0s619TtZ6vULlZ6gbcgSm3pEnbektojHtLQR904RmZERpLB7ScbjIeLk8UarauasT9ershLYpjBqi2tCd3k2hJmnnPPs5Vv4GtSzLvSEeXEl8qTU9x2nU5VG01pTqUy56Y5NSastHeoNeNo93BJ7m07z7oyIa5pFOg0ilxaXTYrUSFEaSywy0nCW0JLCUkXgIiAeoAAAAAAAAAAAAAAAAAAAAAAAHGqdq23U7igXDUKLBk1enEZQ5jrRKdYI896riXE/tHZEEu21rxqWp1uXBSbydptAp6DKoUhKVGmaeVbzMjx0lx8ACdgBcAAAAAAAAAAAAB463S4FapEuk1WK3LgzGlMyGHCylxCiwaT8xkPYACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaACsuwDo55PqJ6NX+oOwDo55PqJ6NX+oWaADHdf0wsBjlo29Z7NqU1FBkW+uQ9BJCuaW6SXzJZlnj3KfsIXv2AdHPJ9RPRq/1CuLm/SB2v8Asw5/DJGlAFZdgHRzyfUT0av9QdgHRzyfUT0av9Qs0AFZdgHRzyfUT0av9QdgHRzyfUT0av8AULNABWXYB0c8n1E9Gr/UHYB0c8n1E9Gr/ULNABWXYB0c8n1E9Gr/AFB2AdHPJ9RPRq/1CzQAVl2AdHPJ9RPRq/1B2AdHPJ9RPRq/1CzQAVm3oJo824laNP6KSkmRkfNq3GX+YWYAAAAAAAAAAAAMu/CP/FNQPp5P8u8Lq0A+I+yfoKH+EkUr8I/8U1A+nk/y7wurQD4j7J+gof4SQE4AAAAAAAcOs3bbVHuCm0GqVmFEqlTPEGK65hx8847kuneO4ODW7PtitXFTLhqtGiS6rSj2oMpxJmtg857nf4QHeAAAAAAAAAAAAAAAAAAAAAAAZW1mgVHQrWxjWa34Tj1q1xZRrmhsl3jij3u44Eajwoj/ALZKIzLbGm6FVqdXaLDrFIltTIE1lL0d5s8pcQoskZf/AN3D+bkotMuKgzaHWYjcynzmVMyGXC3LSot/zH0kZbyMiMhle2qzXeS5fX9Erpdl1LTGrvqVS6kaDWqAtR5NKsf+5Jce/SWdpICX6HwXL6omoFMqF21OJOeuKpRq3T2mYyj2VqNCc840pezzREgt+C2MFjA8+rlHotu6CWnbtvVWXVabSrrp8RmTKWS1q2JKsp2kpSlRJMzQRkWO5x0CxazpFpbe9cbvZdMTIkzmkrcmU+oOstzWzItk180sicIyIt/SXHI7t16bWdc9Gp1Fq1McOl0xSFw4caU7GZZUjcgyS0pJZT0eABXVVmPzOVrKokm45lEe/os0dHNltlXPEb6lPknnUKLaM0pM9nBmTfgIRfW23qVp1pxfrlJr9XqMiu1CBNuRpw2yJlh2RsOqSlpCSRzpbSTLioiPoIxc9/aW2VfMOnsXNS3Jj1O/9JMKU43KZ4Zw6lRKPOC4mfh4j30GwrRolrSrZgUSP1rmEopjL5qfOUaiwo3VLM1OGZYLKjPcRF0APHcFLsKuwbYrlRbhSY1OmMSaC+04ZIS6oiS1zewfdEe7Cd5bi3bhBNDSS5rjrWhfdJOqQCMj3kZdTqLeJbYOjWnlj1brnbtCUxJSauYN6W6+mNtd9zSXFGTecmRmRZwZlnA97umlorviZeaYMlmsTW0JkuMzXm23lILCHFNpUSFLSXBRlksZLfvAVhyUqBQ5dKv56XRqfIcbv2oc2bsZC9jmzbNvZyXc7JmZljGDMeKznZlL1J5RkigspbnR40N2GhpBF+WKE6pOCLp2sH5zFx2Np/bNkqnnbcaZETUH1yZaFz33kuvKxtOmTi1d2eCyot5j8tnT22LcuWp3HSWJzVUqppVUHnKg+6Uk0kZJNaVrNJmkjMi3bs7gEB0ggWJenJWolOrCYkuguUtvrsS3zQSZCDJby3FkZGlfOkazUZkeTz0j1FLoErXZuLZ9PSdzR7Zabl1GU87zESnqdStpsmMkbjijMlb9nBYyrO4dWHoVpdEup2449rtNyXXikLYKQ71KbpHkl8xtc2Zke8spwR7yLI6tz6W2Vcl4R7sqlLdVV2WOp1PsTHmOeazkkOpQoicSR9Cs54HktwCF8kBSzsO5ELeJ4kXbU0pWRESTLnCPJEW4iMzM8F4RcNTnQ6ZTpNRqElqNEjNKefedVsobQksqUZ9BERZEYs+xLM0+XWKnQ4aaU1NdXLlmuUvmGv1lGlKlbDSek9kiLcXQRYz3fNz13lLXqvTuwpEiDYEB1Kq5WkoMil4PJITniWS7lJ98fdH3KSAfXTqPL5Q+u56k1OI6iw7VcNihR304KU+RkZLNPhzhavBhtO/BjVw5Fm25SLRtiBblCiJi06AyTTLZccFxMz6VGeTM+kzMx1wAAAAAAAfCow4tQgSIE5huRFktKZeacTlLiFFhSTLpIyMyHltyiUi3KMxRqFTo1Op0fa5mNHQSG0bSjUeCLhkzM/rC54c6oW3U4FLnqp86TEdZjSyLJsOKQZJc/wApmR/UOTpbRLgt2xafR7puFdw1ePznVFRWkyN7acUpO49+5JpT9QCTgAAIVo3Q75t+1XYWoF0M3JVVS1uIltNbBJZNKSSjGyXAyUfDpE1EG0T1No+q1ou3LQ4U+HGamLiG3MSglmpKUqM+5UZYwsukTkAAAAAAAEa1Ksa29QrWkW5c8FMqI73SFFucYWXBxtX6qi8PTvI8kZkM3wK1qXyYprVKuVmVeOmJr2Is9hOX6ek+CTI+9/5FHsn+qot5DWo+clhiVHcjyWW3mXEmhxtxJKStJ7jIyPcZeYBH9Pr6tW/qGms2pWY9SingnCQeHGVGXeuIPukH5jISQZ4vnkywma05dWkVxzLEr/fE1HWrqNw/BslvQR9JFtJ/ujjI1i1w0yImNWNN11ymtdyqtUTB5L+2ok5R9Rk2A1AApi0eU9o5cKSSq5jo75lvZqjCmMf596P/AHCyKTe1nVdonaVdVDnIPpj1Bpf/AIUA74DyqqVPSg1qnRSSW8zN5OP/ACOFW9QrEojZrq95W/Bx0PVFpKj+YtrJgJOAoq7+VZpJRFKj06pTril8Es0yKpRKV0Ftr2Un9WREnr05SGrKSj2XaLWn1DfPHXSpqPqg0H0p2izvL+w3/m6QFz6uatWRphSzlXPVkIlLQao9PYwuS/8A8qOgv7ysJ84oen23qVyl6oxWb1KTaOmzTxOw6Q2ZpfnEXBSs4zkv+IZYL9RPFQsHSrk2Wna1VK5bqmyr0udSucXOqfdtoX/aS2Znk/7yzUfgwLyAc+3aLSrdosWi0SAxAp8Rsm2I7KcJQkv/ACfSZnvM95joAAAAAAAAAAAAAAAAAAAAAAAAAACu701UgWzq1a+nj9KlSJVwoNbUpDiSbawai7oj3n3vR4RYgzJrr+edpH/gL/idAabLgAFwIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmu5v0gdr/sw5/DJGlBmu5v0gdr/sw5/DJGlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGXfhH/AIpqB9PJ/l3hdWgHxH2T9BQ/wkilfhH/AIpqB9PJ/l3hdWgHxH2T9BQ/wkgJwAAAAAAAg150G/ahqDbVUt662KZb0JZnV6ctraVMLazgj2Txu3cSE5ECvfVKi2nqNa9jzoNQenXIs0RXmUoNpsyVs92ZqI+noIwE9AAAAAAAAAAAAAAAAAAAAAAAByLwtqiXdb0ugXDTmahTpaNl1l0vsMj4pUXElFvI+A64AMlOQNS+S/PckUhMu9NLluGt2Oe+TTSM957u9/5i7hXSSDPI0HpZqdZmpdI642pV25JoIjfiudxIjn4FtnvL5yyk+gzExWlK0mlREaTLBkZcSFD6mcmi26xWDuiwqnKsS5kqNxMimmaWFr45NtJlsmfhQZF4SMBfIDLyNReUPpWnmNQrGbvajMbjrFIP8rslu2lbBfxIT5zEwtDlUaQV80tSq1JoMk+LNUiqbwfSW2naR9pkAvEBG6Lf1j1psnKTeFAnEZZ/IVFpZ/WRKyQ7JVKnmjbKdF2cZzzycY+0B6wEdrF9WVR2zcq120GCkiz/ALRUGkf9jUK1u/lSaO2/lDVwO1uQXBmlxlO5/wA6tlH/ALgF2CKal6iWhp1RTqt2VliC2ZHzLOdp58y6G2y3qPz8C6TIUQ7qlr9qig4+mWn/APRWlPbk1msnhez/AGkEsiT+6lwSHTnky0WHWk3VqZW5d+XGoyWpU5SlRkKznchRma8f3j2f7pAIU45qZyopnNMol2TpclZbS1l/tFSIj+xfzf1af75kNM2JaVAsi2ItuW1T24NPjJ7lCd6lq6VrVxUo+kzHbabQ02lttCUIQRJSlJYIiLgRF4B/QAAAAAAAAAADmXbWG7etWrV95hb7dNhPS1tIMiUsm0Gs0kZ7iM8Y3ji6QXvF1G08pl4w4L8Fioc7sMPLSpadh1bZ5NO7eaM/WP3WT4orx+gZv4CxBuRT+bRafzS/5t4BcoAADN3wd/xFzvp6R+EyNIjN3wd/xFzvp6R+EyNIgAAAAAAAAAAApC6+U5p7bdzVO359NuhcunSnIrymacSm1LQo0maT2yyWS3GLvH5gvAQClbOa0Y17p86qpsNl7qR8mXnahTEx31KNO1uWg9oyx5x46vyTNGJzqnGKLUKfn9WNUXMF8xLNQvciIuAAMLa6aAWJZWo2mVBpLlZchXLVlRKgUiUlSubJbCe4MkFsnhxW/f0C+aHyVdFqa4TjttyaiouHVdQdUX2JNJH9gj/Ky+OnQv8AaBf4sUaQARq0rAsm0kpK27Vo9LUn/iR4iEuH868bR/WYkoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADMmuv552kf+Av+J0abEIurTG3rj1Kt6/p79QTVaAk0xENOpJlRGaj7tJpMz74+BkAm5cCAC4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM13N+kDtf8AZhz+GSNKDNdzfpA7X/Zhz+GSNKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMu/CP8AxTUD6eT/AC7wurQD4j7J+gof4SRSvwj/AMU1A+nk/wAu8Lq0A+I+yfoKH+EkBOAAAAAAAGZOUX+dhoz/AI6/xSGmxmTlF/nYaM/46/xSAabLgAFwAAAAAAAAAAAAAAAAAAAAAAAAAAAADAit3ac2JdpGdx2lRqk4Z5516InnfqWREovtEqABRlZ5KOi1QdNxm35lOM+JRKg6RfYs1EKCn6C2Mzysafpihyr9YZFHOYszlJ57b2HFYJWzjGUluwN4DMlV/SGUf9m1fhPAJNR+SfovAdJx6gzqhjolVF3H2INIse0dMtPrSMl27Z9Fp7pHnnm4qTd/fVlX/cS4AFcua5aRNuKQvUK30rSZkZHKLJGQlVm3dbV4052o2vW4VXiMumy47Fc20pWREeyZ+HCiP6xFnNDdInHFOL09t9SlGZqM4pbzP6xKbNtG2rOpztOteiQqREedN5xqK3sJUsyItoy8OEkX1AO4AAAAAAAAAAAAAiesnxRXj9AzfwFiDcin82i0/ml/zbwtW5KTGr9vVKhzVOpi1GI7EeNpWFkhxBpVsmZHg8GeBy9MrMpOn1k0+0aI5LdgQOc5pUpZLcPbcU4eTIiLio+jgAkgAACB6HaY0rSiz3rapFQmz47sxcs3JeztkpSUJMu5Iix3BfaJ4IVo3XL5uC1XZuoFrs23VUy1toiNO7ZKZJKTSvO0fEzUXHoE1AAAAAAAAAAAAAAAAABm/lZfHToX+0C/xYo0gM38rL46dC/2gX+LFGkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEIuqqajRtSrep9v25T5tpSEmdYqDrpJejHlWCQnbIz3En9VXETcR2tXvatGu2l2nU6wzGrdWSaoMRSFmp4iMy3GRYLgfEy4AJEXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZrub9IHa/7MOfwyRpQZrub9IHa/wCzDn8MkaUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZd+Ef+KagfTyf5d4XVoB8R9k/QUP8ACSKV+Ef+KagfTyf5d4XVoB8R9k/QUP8ACSAnAAAAAAACv760spN26k2rfEyozmJltrNcdhrY5t3Ktru8lno6DIWAINedev2n6g21S7etRip29NWZVeord2VQy2sZItos7t/AwE5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmSq/pDKP+zavwnhpsZkqv6Qyj/s2r8J4BpsAAAAAAAAAAAAAAAAAAAHPuR6qR7dqT9DitS6o3EdXCYdVsodeJBmhCjyWCNWCPeXHiOXplNu6o2TT5l9UiJSLhc5zquHFcJbbeHFEjBkpXFBJPvj3mO1VqhDpNKl1Sovpjw4bC5Eh1RGZNtoSalKPG/cRGY8doXJQ7ut6NcFuVBuoUuVtcxIQlSSXsqNCtyiI9ykmXDoAdYAABw7Ku227zpK6ra1Yi1WEh42FPR1GaScIiM07yLfhRH9Y7g4tnWrbloUtdLtijw6VCW6bymYqNlBrMiI1Y8OEl9g7QAAAAAAAAAAAAAAAAAM38rL46dC/wBoF/ixRpAZv5WXx06F/tAv8WKNIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOTUbZt6o16FXp9Fp8qqwCMokx1hKnmC394oyynifDwjrDPmsd03HTeVbplb9Prc+LSagys5kNp40tPmSnO/TwPgX2ANBgBcCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZrub9IHa/7MOfwyRpQZrub9IHa/7MOfwyRpQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABl34R/4pqB9PJ/l3hdWgHxH2T9BQ/wkilfhH/imoH08n+XeF1aAfEfZP0FD/CSAnAAAAAAADg1u8LYotxUy3qrWYkSq1U9mDFcUZLfPOO53eEd4cOs2lbVYuCm16qUaFLqlMPMGU63lxg857k+jeA7gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMyVX9IZR/2bV+E8NNjMlV/SGUf9m1fhPANNgAAAAAAAAAAAAAAAAAAA+M+JGnwn4M1huRGkNqaeacSSkOIUWFJMj4kZGZYHnoFGpVApLNJolOi02Axtc1GjNE22jKjUeEluLJmZ/OY5GqsuVT9MLqnQZDkaVGo0t1l5tWFtrSyo0qI+gyMiMQ/klVqr3Fyf7arFdqUqpVCQUnnpMlw1uL2ZLqSyZ8cERF8xALVAAAUXyJrwuW9tI5dXuqrv1WcisPMJeeJJKJsm2jJPckW7KjP6xegzd8Hf8Rc76ekfhMjSIAAAAAAAAAAAAAAAAAM38rL46dC/2gX+LFGkBm/lZfHToX+0C/xYo0gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzJrr+edpH/AIC/4nRpsZr1vhzHuWJpRKaivuMNML5x1LSjQjunOJkWCAaULgQAXAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGa7m/SB2v8Asw5/DJGlBmu5v0gdr/sw5/DJGlAAAAAAAAAAAAAAAAAAAAQnXG9i0/0yq9yNsqkTWmuagspQajckL3Nlgugj7o/MkwHrtS/7dua8LltalyucqFuvNszE5LBmtOcp8JJURoPwKIyErH+X3J11Eq1ka1RbmlHMlMynls1vCFLWtl1X5RaiIsmaVYX86cdI/wBP2lpcbS4hRKSoiNJlwMj6QH9AAAAAADLvwj/xTUD6eT/LvC6tAPiPsn6Ch/hJFK/CP/FNQPp5P8u8Lq0A+I+yfoKH+EkBOAAAAAAAFB633ndFE5Rul1uUqsyIlKqzykz4qCTsvkThF3WSzw8Bi/BmTlF/nYaM/wCOv8UgGmy4ABcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmSq/pDKP+zavwnhpsZkqv6Qyj/s2r8J4BpsAAAAAAAAAAAAAAAAAAAET1k+KK8foGb+AsQbkU/m0Wn80v+beE71gQtzSa7220KWtVDmklKUmZqM2F4IiLiYhPIzjvxeTfazElh1h1BStpDqDQov9qd4ke8BcAAADN/weCTToZOJRGR9fpHEv/lMjSA/EEkiwkiIvMP0AAAAAAAAAAAAAAAAAGb+Vl8dOhf7QL/FijSAzfysvjp0L/aBf4sUaQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfwt5lDqWluoS4rvUmoiM/mIf2IVdGmdu3FqNQL8qDk8qtQUmmIlp4ktGRmo+7TgzPvj6SATUAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmu5v0gdr/sw5/DJGlBmu5v0gdr/ALMOfwyRpQAAAAAAAAAAAAAAAAAADAD4AMT8jH86nUH/AAJ/86gbYGJ+Rj+dTqD/AIE/+dQNsAAAAAAAAy78I/8AFNQPp5P8u8Lq0A+I+yfoKH+EkUp8I+ZdiagFn/48n+XeF1cn8y7CFk7/AP4FD/CSAnIAAAAAADMvKLSo+Vfo0ZEZkT68nj/5pDTQ/DJJqIzIs9GQH6XAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGZKr+kMo/7Nq/CeGmxmSq/pDKP+zavwngGmwAAAAAAAAAAAAAAAAAAAfilJSk1KMiSRZMzPGB+NONutktpaVoPgpJ5I/rHiuOkxa9b9Roc43Ci1CK7FeNtWyskOJNKsH0Hgz3jmabWbSLAsuBadCXKXT4POc0clwlud24pw8mRFneo+jgAkQAACE6M6cUvS+1HbdpNSqVQYdlrlG7OcStwlKSlJkRpIix3BdHSYmwhGi9bv2v2m7N1EtmPblXTMW2iKwraSpkkpNK++VvMzUXHoE3AAAAAAAAAAAAAAAAABm/lZfHToX+0C/wAWKNIDLnLcrcO29Q9HrhqKXlQ6bVpEp8mk7S9hC4ylbJZLJ4Lwjs9uNpL4rc/qCPeANFAM69uNpL4rc/qCPeB242kvitz+oI94A0UAzr242kvitz+oI94HbjaS+K3P6gj3gDRQDOvbjaS+K3P6gj3gduNpL4rc/qCPeANFAM69uNpL4rc/qCPeB242kvitz+oI94A0UAzr242kvitz+oI94HbjaS+K3P6gj3gDRQDOvbjaS+K3P6gj3gduNpL4rc/qCPeANFAM69uNpL4rc/qCPeB242kvitz+oI94A0UAzr242kvitz+oI94HbjaS+K3P6gj3gDRQDOvbjaS+K3P6gj3gduNpL4rc/qCPeANFAM69uNpL4rc/qCPeB242kvitz+oI94A0UIRdVQ1JY1Kt6Fb1Dpcq0Xkn15mvuET7B5VjYLbLO7Z/VVxMVZ242kvitz+oI94HbjaS5/8ATXP6gj3gDRRcAGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wB5bm/SB2v8Asw5/DJGlBhSs6+2NL5VdE1MaZrPWOFRVwnUqipJ/nDS8RYTt4Mvyid+fCLh7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigPgM69uNpL4rc/qCPeB24ukp//ALa5/UEe8AVjyMfzqdQf8Cf/ADqBtgf5zcnfV21LD1wuu8a23UlU2qtykxyjsEtwjckpcTtJNREXcked57xo/txtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AUv8ACCRbzpl5xGptbqE20qmfVkCK6ojajSUJ2HEFu6CVtFnoWZdAu3kLQ7yc0qRXbprdQlQ5JJj0aE8oubjxWe5JSSxnujIyLP6qC8IrrXnXfRPVexVW3OTc0R1ElqTGllTUKUypKsKwXOfrINafrI+gTSi8rPRijUiHSabTrljwoTCI8dpNPRhDaEklJF+U6CIgGlgGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooQW9NMqVdOoVs3pLqdTjzLeWao7DDiSZdyra/KEZGZ/UZCr+3G0l8Vuf1BHvBGLj5Zlvt3ZRWrfpEl631qPrs7LimmS2Wf+CSXNk93hAaxAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooBnXtxtJfFbn9QR7wO3G0l8Vuf1BHvAGigGde3G0l8Vuf1BHvA7cbSXxW5/UEe8AaKAZ17cbSXxW5/UEe8DtxtJfFbn9QR7wBooZkqv6Qyj/s2r8J4dHtxtJfFbn9QR7wQHT3UChal8uCj3LbiJqIPWN2PiW0Ta9tDTmdxGe7ui6QGyAAAAAAAAAAAAAAAAAAAAc+5HKqzbtSeoUdmTVURHVQmXjwhx8kHzaVHksEasEe8vnHL0ylXhNsmnyb9psKmXEvnOrI0Ne00jDiiRsntK4o2TPuj3mY7VYqEOkUmZVai+TEOGwuRIdMjMkNoSalKwW88ERnuHhs25qHeFtxbityemfS5e3zD6UKQS9lZoVuURGWFJMt5dADsAAAODY94Wze1HXV7Uq8eqwW3lMKeZJRJJwiIzTvIjzhRH9Y7wzd8Hfv0LnZ//AJ6R+EyNIgAAAAAAAAAAAAAAAAA+b8dh/HPMtubPDbSR4+0fLrfB8Tj+iT7B6QAebrfB8Tj+iT7A63wfE4/ok+wekAHm63wfE4/ok+wOt8HxOP6JPsHpAB5ut8HxOP6JPsDrfB8Tj+iT7B6QAebrfB8Tj+iT7A63wfE4/ok+wekAHm63wfE4/ok+wOt8HxOP6JPsHpAB5ut8HxOP6JPsDrfB8Tj+iT7B6QAebrfB8Tj+iT7A63wfE4/ok+wekAHm63wfE4/ok+wOt8HxOP6JPsHpAB5ut8HxOP6JPsDrfB8Tj+iT7B6QAebrfB8Tj+iT7A63wfE4/ok+wekAHm63wfE4/ok+wZo1yjR0csnSVpDDSUKYXtJJBER9050DUAzJrr+edpH/AIC/4nQGkSp8HBf7HH9En2D963wfE4/ok+wekuBAA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSACmdJtAqTYGpNcvRquPVJdWQ8hUR6IhKGuceS7kjIz4bOPrFu9b4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gj9duWyaHclKtyrTafEq1WPZgRVs90+ecbsJxx8JkJSMycov87DRn/HX+KQDSXW+D4nH9En2B1vg+Jx/RJ9g9JcAAebrfB8Tj+iT7A63wfE4/ok+wekAHm63wfE4/ok+wOt8HxOP6JPsHpAB45EWmR2HH348RtptJrWtTaSJKSLJmZ43ERCC6KahWpqpQZ9VokJhsoVQdiLaW2na2UnltzGNxLRhXmPJdAi/LNrV0wdH5lHtKi1SfKqxLZlvw46nExIiU7TylqIu52i7nf0Go+gZi5B9YuuianqXTqJVahblS2YVVdjRluNxlnk2XVmRYTg8lk/1VKPoAf6Bdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYHW+D4nH9En2D0gA83W+D4nH9En2B1vg+Jx/RJ9g9IAPN1vg+Jx/RJ9gdb4Picf0SfYPSADzdb4Picf0SfYP7aiRWlktqMyhRcDS2RGPsAAAAAAAAAAAAAAAAAAAAACJ6yfFFeP0DN/AWINyKfzaLT+aX/NvCc6yfFFeP0DN/AWINyKfzaLT+aX/ADbwC5QAAGbvg7/iLnfT0j8JkaRFU8l3TKraUadyLarNQgzpDtSclk5E29gkqQ2ki7oiPOUH9otYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABVWoGlU25tcbN1DZq8ePHt5tSHIqmVKW9k1HuUR4LvukugWqINdeoaKDqXb1lHbtXmKrSDUU9hvMeNg1Fhw+jvf+5AJyXAALgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIRrbQLgr2n9SRadcqdHr8Zhb0B2FINvnHElkm1lwUSsbO/gZ5IcTkt3Wi8NGaRVXJ02XUkbUepqmSFOuplIwleTV3pH3KiSWCIlALSAVhomxMqdRuS7V16tzaRLqb0aiRpU5brKIzJk2p1JHx23UOGRnnCdnHE82eAAAAAAAAAAAAAAAAAAMycov87DRn/HX+KQ02Kj1T0srF260WHfEKowGIVtuKXJZe2+ddI1kruMEZdHSZALcLgAFwAAAAAAAAEe1L+Lq5PomX+CsZo+DX/wB2Lx/62L+GsaX1L+Lq5PomX+CsZo+DX/3YvH/rYv4awGuAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHHvijuXDZdboDT6WHKlT34iXVJ2iQbjakEoyLiRZzgR/QmyJGnOllHs2XPanvU/ntqQ02aEr23luFgjMzLBLx9QlFzVQqJblTrKor8soER2SbDBZcd2EGrZSXSo8YLzjlaYXYm+LHp9zopM+kpmc5/sk1Gy83sOKR3RefZyXmMgElAAAQzR7Uaj6n2s7cNEgVSFGalrim3UGUtuGpKUqMyJKlFjCy6egxMx+INJllJkZeYfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4uyozchuO5IaQ853janCJSvmLiY+whlz6a21cWolBvuolM670JJph82/st4M1H3Scb++PpATMAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMZNuN6u6S613XZ1tsOlF1Jjk/QFNp7iJUXFk24rzEklrcPzE2Q1kOXVLeo9TrdJrU6C29PpC3XIDyuLKnEGhZl86TwAWxRINu2xT7fpqDbhU+I3FYLO/YQkkkefDuznwiB8nx2Q52QGn5UqSUe9agy0qQ+p1SUJSzspJSjM8F0F0C0DLJGRCJ6dWcq0V19R1Rc/r1V36s5tME3zTjpJJSU4M8pLZLGd/HeYCWAAAAAAAAAAAAAAAAAIReWpdFte/7bsydT6q/OuFRpivR2UqZbMlbP5RRqIy+ojE3H4ZpJREZlnoyA/QAAAAAAAAAR7Uv4urk+iZf4Kxmj4Nf/di8f+ti/hrGl9S/i6uT6Jl/grGaPg1/92Lx/wCti/hrAa4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfy4tDbaluKJKEkZqUZ4Ii8OR/MZ5mQyl6O6h1tXerQolEf1kPJcVKiV2gVGiTuc6kqEVyK/wA2rZVsOJNKsH0Hgz3jm6cWdR7Bs2DadAKQVOg85zPPuba+7cUtWVYLO9RgJCAAAyhad5zNCl1mwLV0gv8AuKmxqm66mouqNZPmaUJ2kGhgi2cJLHHp3judsveHyfr2/dd9yNJhgBnGLykrvelNMq0BvVslrSk1qS5hOTxn+pGi31m2ytwkGs0pMySXE8FwH94ABDdH70qN92out1O0qnaz6ZS45Qp5HzhpSSTJe9Kdx7Rlw6DH8VW9qjC1cpNjN2hVJMCfCVKcriCPqaMoic/Jq7nG0fNl+sXfluE1ABHdSLjl2nZNRuGDQZtfkQ0oUinxM86/tLSkyTgjPcSjPge4jFHdsveHyfr2/dd9yNJhgBmztl7w+T9e37rvuRP9FtVq3qDVp8Kq6a1+0kRWEuofqJLJLxmrGynabTvLj0i1MAAg+rd81Kx4VKkU2zqrc6p00ozjcElZjpMs84rCVdz0dHziZy3VMRXXktKdU2hSiQnirBZwXzj6gAhmj161G/LUcrdTtGp2s+iUtgoU8jJxSUpSZL3pSeD2jLh0GIprHrBX7CulmjUzSy47qZciIkHMp6Vm2lRqUXNnstq3lskfH9YhbwAM2dsveHyfr2/dd9yHbL3h8n69v3XfcjSeAwA41kVqRcVo0yuS6TJpD82Ml5yDJzzsczLvFZIjyXzEOFad71Kt6iXJasm0KpTIlH2OYqj5K5idtf8A+vKSLd5jMTYAEJ1YvepWTEpL9Os+qXKqfPTEcRBJWYyTLPOqwlXcl9XziYTX1R4T8hDKnlNtqWTaeKzIjPBfPgfYAGbO2XvD5P17fuu+5Dtl7w+T9e37rvuRpPAYAUfprrnct3XvTrdnaOXVQI8xSyXUJiXOZY2W1LI1ZaSW80kniW8yFo6h3BKtazKlcEKiTK5IhtEtECJnnXzNRFhOCM8788D4DvgA5FmViRcFp0utyqVJpL86Kh9yFIzzkdSiyaFZIjyXDgQ4Fn3xUq9f9y2xJs+qUuLRlJSxU5BK5mdk8Zbyki3eYzE2ABAdadQKpp9R4M+lWRV7tclSDZWxTiUamSJJq21bKFbt2BVXbL3h8n69v3XfcjSYYAZs7Ze8Pk/Xt+677kW9o5e1Rv21nazU7QqlqvNy1xyh1AjJxSSSk+cLKUng9oy4fqmJrgAEKrV7VGn6s0WyGrQqkuDUoipDtbbI+poqi5z8mvuTLJ82X6xd+Q6uotwy7UsqpXBBoUyuyIbaVop8TPOvma0pwnBGe7OeB8BIAAcqz6s/XbUpVak0yRS350RuQ5CkZ5yOpaSM21ZIjyWcHuIU1fGvt0W7d1UocTRS7auxBkqZbnRkuc1IIv104aMsH85i+gAZs7Ze8Pk/Xt+677kf1auuOp916rW5R2NK6vbtuynDbqT1RgPrWncoyUlzZQlBbiLeRjSOAAC4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYAAyzyYNUL7u7lBXlbNxV9ydSae1LVFjqYaQTZolJQnelJGeEmZbzGpgAAAAAAAAAAAAAAAAABSPKWo8OmVm1NTkW5c9y1agzSai06kOESTJW0s1uFza1GkjSRbsd8Qu4AGbO2XvD5P17fuu+5Dtl7w+T9e37rvuRpPAYAQHRbUCqag0adPqtkVe03I0kmUR6iSiW6WyStstpCd2/HDoHou+96lQtQbateNZ9UqkWsmon6owSuYg4PH5TCTLf5zITYAHHvSsyLftKqVyLSpNWfgxVvtwo+eckGkskhOCM8n8xj46fV+VdFmU2vzaJLocia0bi4ErPOsHtGWyrJEed2eBcR3gAZ5151nuGhyrps6NpNc1ThohOMFWGEr6nUlyPk17mzLCdsyPuv1T4DPvJC1TrWntFuCNStOK9dqZkhla3KcSzSwaUKIkq2W1bzzno4Dc+pfxdXJ9Ey/wVjNHwa/8AuxeP/Wxfw1gJKXKXvDP5v17fuu+5Gj47hux23VNqQa0ko0HxTkuA+mAAQnSa96le8KqyKlZ9UtlUGeqK23OJWZCSIj51OUp7k846eHEft1XvUqLqNblqR7QqlSiVglm/VWCVzEHZz/WYSZb8dJlxE1ABxb4rcm3bQqddiUiVWH4UZTzcGNnnXzL9ROCM8n8xihu2XvD5P17fuu+5GkwwAzZ2y94fJ+vb9133Im2jesFev66H6NU9LbjtVlqIqQUyoEsm1qJSU82W02nee0Z8f1TFu4ABC9Yr1qNh2q1WqZaNTup9ctEc4VPIzcSlSVGbh4So8FskXDpITCK6p6M08ptTZrQSjQrinJZwY+gAITpHe9SvimVKZUrPqlsLhzlRUMzyMlPpIiPnU5SnuTzjp4cRwdadV65p9V4EGlaaV+7G5UdTy36cSzSyZK2dhWy2rf09AtQAGbO2XvD5P17fuu+5Dtl7w+T9e37rvuRpPAYAR7Ti4pd2WTTbhnUKZQZExClLp8vPOsYWpOFZIj3kkj4FuMhy6Re1Rnat1ex3bQqkWDT4SZLdccI+ppKj5v8AJo7nG0XOH+sfeHuE1ABCtY73qVhWwxWKZaFUup52WiOcOnkZuISaVHzh4SrcWyRcP1iEyZWbjKHDQaTUkjNJ8S3cB/YAM4SeUnd7UhxpOgN6uEhZpJRJcwrB4z/Uj59sveHyfr2/dd9yNJ4DAChrG18ui47updCl6KXbR2JshLLk6Slzmo5H+urLRFgvnIXHeNXfoNqVStxaXIqr8GI5IbhR885IUlJmTacEe8+HAx1gAR/Tq4ZV1WXTbgm0OZQpExtS10+XnnWDJSk4VkiPfjPAuI5VEvao1HViuWS7aFUhwaZFQ+1W3CPqaWpRNmaEdyRZLnDLvj7wxNQAQrWO96jYVrM1mmWhVLqeclojnDp5KNxKVJUfOHhKjwWyRcP1iFQ9sveHyfr2/dd9yNJhgBmSpcpW+106Sin6B3izMU0oo7jzLq0IcweyakkyRmRHjJEZZ8JC5NC7gue6dLaPXbxpfWuuSee6qi9TLY5vZeWlPcLM1FlKUnv8ORN8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfAAPgAxPyMfzqdQf8Cf8AzqBtgYn5GP51OoP+BP8A51A2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAj2pfxdXJ9Ey/wVjNHwa/+7F4/wDWxfw1jS+pfxdXJ9Ey/wAFYzR8Gv8A7sXj/wBbF/DWA1wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACuuUPfFw6faeKuC2aK3WJ5S2mSjuNOOFsqzlWG9+7BDNvbWay+TCD6hM9o2uY/MF5/tMBintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7TDBef7QGKe2s1l8mEH1CZ7Q7azWXyYQfUJntG1sF5/tDBef7QGKe2s1l8mEH1CZ7Q7azWXyYQfUJntG1sF5/tMMF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0wwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7QwXn+0BintrNZfJhB9Qme0O2s1l8mEH1CZ7RtbBef7RC9bKHcNe00q8K0qxPpNeQzz8B+I+ptanUd0TZmXQvBp+sj6AH+e+juqN4WXqhX7roFtMVOqVJD6ZMRbDy0sk48TisJQe0WFERb/8AyLm7azWbyYQfUJntFL8nGFfNy62xqZQq/WKTOqLq1VibGfU28Uclkt81q45My6f1jSP9PW0EhCUkajwWN6jM/tAYq7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYp7azWXyYQfUJntDtrNZfJhB9Qme0bWwXn+0MF5/tAYB1I5R+tteoT0UrcTb0JTDrc1bFLcUl1padkyUbxK2cFneRlx+YVvoVqfqRYD8lqx2lyorz7T86ImDz5PEjJESlEk1IIyMyyRkP9PapT4lUpkqmz2UyIktlbD7S96XG1pNKkn5jIzIVpycNHoWkdv1WE3ITLmVCoOOrkFxNhKjSwg/OSDyf95avMAz721ms3kwg+oTPaHbWay+TCD6hM9o2tgvP9oYLz/aAxT21msvkwg+oTPaHbWay+TCD6hM9o2tgvP8AaGC8/wBoDFPbWay+TCD6hM9odtZrL5MIPqEz2ja2C8/2hgvP9oDFPbWay+TCD6hM9odtZrL5MIPqEz2ja2C8/wBoYLz/AGgMU9tZrL5MIPqEz2h21msvkwg+oTPaNrYLz/aGC8/2gMU9tZrL5MIPqEz2h21msvkwg+oTPaNrYLz/AGhgvP8AaAxT21msvkwg+oTPaHbWay+TCD6hM9o2tgvP9oYLz/aAoXky6x31qVcVWp92WlHokeHES8y43GfbNxRrJJpy4Zke7fuF9gRY8P2gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAoOnVur6x6z3PbbNYn0ux7QcTFltU+QqO9VJZmolJW6gyWlpJoWWykyzgsnv3d7UbSlxq3ikae1OvUmoxpDLy4jNYfNie2lxJracS4syIzSR4UWDzuMzIzIQjk+GWn/KG1JsOvKKK/XpxVejOOnspmNKU4oyQZ98oiWW4ulC/AND1qrU2jQDnVSY1EjkpKCW4eNpSjwlKS4qUZ7iSWTM+ACkYN0U+0eUnfq67XqgmmopEBceO889KNLjilGpLLJbSt+M7KE7t/AhbFs33aNyWk7ddHrkV+isE5z8peWksc2WVk4SyI0Gkt5koi3bxXNntsq5Xl9OKbQbqLfpxIUZFtJIzPJEfEs7s/UINbVXtu3bL1+nXTS1VKgM3bKJ+A2Zp583DQgkEZY2crNOT6OPQAvqkagWrVKvApUee63LqcdUmnokxHWCmNJIjUplTiSJzBGRmSTM8GR4xvCtagWrSHaiidUXCbpZpTUX2orrrMNSkkoidcQk0oPCkngz3EZGeCMhTV4HOb1R0MOdOp6FuSpC2KfA/qozPUhERJWZmtwsYTtngjxuSQ/b0jXTY8u8b+saVAumypcqS/dNuTe4cacbTzcpxlz/AJUZNJ9BbiUWMBZmoEmyF6g2YiuXVKp9cjy1qpVPjS1IKYtxJJw62kj2k7uJ4IsnvwZkchrN40CkVB2nSZT7ktiMUqQ1GiuyFMMmZkTjhNpPYSeyrGeOyeM4MVLrJUGKveGhdWhtONx5tbTIaS4nCkoXHJREZdB4Msj1X7QryhajVm+dJaxCmVdliNFuG3J6T5uYTbe2yaF8UObDhkXAjye/iRhc1IqEKrUqJVKdIRJhTGUPx3kd642siUlReYyMjHLua76FbryY9RkSFyVNG/1NEiOyniaI8G4bbSVKJGd20ZYzuHg0duSnXdpjQbhpFNVTIUuIRtQ1b+Y2TNBoI+kiNJ4PpLBiqbXdZn8pXUmgVi5qtRao8cB6nNR5SWSlREsYwnaSe1sqUo8F0rUfhASTXOv0q5+ThcN02pcMhyOinOyIk2mzXGTNSdxkZpMj8JGlXnyQltGrsWh6V0OoT5baXF02K2yTylqU+8plOygiSSlqUo+hJKVxPBirr6t60bW5OmqNFs+XMmR0tSH5rj0jnkFKWlO2hK+GSIkmpJcDV4ckOffVRap92aGHWavMo1Dfpb7BTmHiaJqWuK0lvaUZGRZSakkZ9ClecBYWisil1GuXDUn7ymV26VKbbqkR5l6G3Tk7zbaaiOkSm28GeFqI1L4me/A78vU+x4jjfVFbJuK5L6iROOO71Gb+TLm+qNnmtrJGXfcSMuIrrUW1aPb7V3V23K3Wqlfs+05jTZqm88smEIySzSkiJJkoiJCj3mo8Fnfjq6fVPTK6+TfQWqqqkS7dZpcVmVFfUkyaeaSkubNBHnb5xO4i3qMyxnO8OzM1ZprGtPY66gqBmzTFTZEkoL68rNxCG0IJKTynBrNTnekZEWc5x665rLplRuupT7vgpVSVNompaSt5TSlmoklhCTMz7lWcZxjJ43CEwnUJ5a0pxWWUHYCFESy2cF1XneXRj/sP3SyJHf5UWsxyIzTuWKQ33bZH3Co6jUnf0Hgsl04IBLrNn2HUdWa9UKBdsmp12XT46pkBMtTkaOynBIWlGNlCjyWd+d5ngsnnsV/UizqGucVQqq0tU5ZNz5DMR55iGo8YS84hJobPuiySjLGSzjIrugE8nldXx1MgudK04fNEZYLa2+5/74Hm5MFYtWu8no6JccmCqRGOaxcsae6lKycW84p1T20ZHhRKztH59+7cFv1m67fpMOBKl1JtSKkokwEx0qfclmadoiaQ2Rqc7nf3JHgt57h87WvK3blmToFJqG3Pp6iTNhvsrYkRzMslttOElZEZcDxg+gxTMeTCpvKosduPHTFtmXZbsK3EG2bbaHErJSkoJXBRtIT5zSaR2LmhOnyxbSl0ksOlbUvrzsdMbbMmdv53T3Z/s+YBdoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAr7T7Si3rM1Du28qaguqrjeQ4aNjBRk42nEpPwLcys/qLoFggAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqXlW0qlzdI6jOmU2HJlQsORH3WErcYV/aQoyyk/OWBU3IdWuuzahPra1VSXCYI4r8w+ecYM1YPYUrJp3bt2AABILZQhvXysVBtCUTHlTG3ZCSw44hKFbKVK4mRbKcEfDBeAc/S+nU96g3/FegRXGJlIekSmlspND7u89tZGWFKzvyeTAAEYotCoatFdPZCqNTjecuxtDjhxUbSk4MtkzxkywRFgSm7WmmtT36O02hum1OvJOfESkiZl5fMj51HeryRER7RHuIgAB0eUY005qPTluNIWqC025ENSSM468l3Tf9k9xbyxwIeLWx12n3RPlQHVxH50RhuW6yo0LkIJpsiS4Zb1ERGe488T8IAA0jQ4saFRoUOHHZjRmWENtMtIJCG0kkiJKUluIi8BDPnLeo9JlUe3Z8mlwX5fVZs8+5HSpzm8pPY2jLOzkz3cN4AA7ustLpsPRS3qNEp0SPTFkylcNplKWFEaNoyNBFsmW1v4cd48UinU+p8lKoR6jAizWYrSjjtyGUuJZ2FESNglEZJ2S3FjgXAAAdbkdUmlwNIGJUGmw4siTIX1Q6ywlC3dnGztGRZVjJ4zwyIRp9bNts8ruuEzb9JbKMlx9gkw2y5pzjtp3dyrPSW8AASbXunU+Trlpg7IgRXlvSVsOqcZSo1t7ST2FGZb05Mzwe7eY4WkiEN63vTG0JRJmPPJlPJLC3yTnZJauKsYLGc4wAAFkIQXKEcqBJSUx+W6y9Ix+UcbLghSuJpLBbj3bi8A81/WzbcjleURMi36S8UlKHpBLhtq51zZI9tWS7pWek94AAtflIxIj+k9UlvRWXJEI0SIjq2yNbDpLLC0Ge9Ki8JYMeDkuEUrTo6xJInqlMkmUqY53Tz+ylJJ21n3SsZPGTPGQABbAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD//2Q==

 

3.   Procedimiento de evaluación de la energía eléctrica baja

Antes del impacto se conectan en paralelo al condensador pertinente un interruptor S1 y una resistencia de descarga conocida Re (véase la figura 2).

No antes de transcurridos 5 segundos ni después de transcurridos 60 segundos tras el impacto, deberá cerrarse el interruptor S1 mientras se miden y registran la tensión Vb y la corriente Ie. El producto de la tensión Vb y la corriente Ie se integrará en el período de tiempo que va desde el momento en que se cierra el interruptor S1 (tc) hasta el momento en que la tensión Vb cae por debajo del umbral de alta tensión de 60 V CC (th). La integración resultante equivale a la energía total (TE) en julios.

a)

 

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/AAAsIAEcA1wEBEQD/xAAdAAEAAgIDAQEAAAAAAAAAAAAABwgFBgEECQID/8QAOxAAAQMEAQQBAwEDCAsAAAAAAQIDBAAFBgcRCBITITEUIkEJFTJRFhczQlJWYWIjJDZZd5WWs7TS1P/aAAgBAQAAPwD1TpSlKUpSlK6d2vFpsMB263y6RLdCY48smW+llpHKgkdy1EAckgDk/JArUNmblxDVFxw+3ZW1dQc2v8bGra9EgLfZTOfV2tIeWn00FHngn+yr+Bre6UpSlKUpSlKUpSlKUpSlQ/1Qb0laJ1/CuWP2uHdctym9QcXxa3zXVNRpN0mOdjfmWn2ltCQtxXsEhHaCkq5FYup2/wDUJnPS5mM/bxka+k45sKFY2GbPHabhZHalXWAiPOWJQecQkFS1pSlxKVFPCwpP21sfV1DySTrPVeNY3ti4X/KYW8bDbGMjvFui+SHcO5/sK2Y7LTLiWitB4CPfHCifdSroHMNir37ufUGY55cMrteDxsXkWqXcYURiUFzoj65AWYrTSFJK2UlI7ft5I54qwtKUpSlKUpSlKUpSlKUpVL923CPsz9RXSeq1TEmBgFkuWbzWPIR5JS0luOAAn95JbbX7V2lKlD0fm2ObYFhuyMWnYTnmNwL7YrkhKJcCa0HGnQlQUkkH8hSUqChwQQCCCK0x7pg0JKx21YpO1laZ1ssk165QW5vkkrbmukKclF1xanFvqIBLqlFZPJ7uSazWO6S1VieYzdg45g9st+SXJPbNujCFCRKHb2gOr55c4AAHdzx+OK3ilKUpSlKUpSox6g9mZLrLCIUrBbRbrrleQX22Y9Y4VxccbiOyZUhKFF5xsFSEIZDzhIB/o+ACSAYP2Zvvqz1fsbW2trtj+o5k3Z0+XbrfJjyLqlqKuO2hxSnQpPJBCwB2/ke63i05/wBSh2LI1DmaddWS6XjGHr5jt7t8afNiqfYlsNSGXI7zjKnOxt9Cj2OJ48iCf4GHOmXqC6u+om2bGuMrOtQ4snX17kWNSnsUnPsyXGUqUt1bhuDfha+0e+FEDuJA4HMzaC2ZvWXtPLNTb+eweZOh2W2ZHj1wxGO+3El2+Q6+y4pzzurV3hxpIAA445PJ5HFg6UpXB54PHzVFOk2edofqA9Su2QzK+mx5MPCoiis+JPhWG3U9i/uSrug9328J+5Z99wq9lKVVXrt3H1J9O2Bu7i1O7hVyxm2uxo11tt1sUt+XGDqyj6lL7UlCFI71NpKChPHPPceeKmKLk2WTtCNZpDzfEzepGOC7s39+2ut2YlTPmTIWwH1OJY7CCeHiQOTyfitV6SMt6gNjazgbJ3lLw9oZLEYn2e3WG0yoq48ZYKkOPuPvL71OILaghKE9o/rK59TlX5SpUaDFemzZDUePHbU6666sIQ2hI5UpSj6AABJJ9CkeTHlx25cV9t5l1AcbcbUFJWkjkKBHoggg81+cK5W65ecW+fHk/SvKjP8AhdSvxOp47m1cH7VDkcpPsciqj9dvUJ1CdNrmI5Dri54JLs2W32PjiIF4scpyRFkOIUrzF9qUlK0HtP2+NJT64KuTxajEI2Vw8chRs3vNsu18bSoTJltt64UZ1XeeOxhbrqkAJ7R7cVyQT654GYqtnULuzb2pt8abxiwycWk4dsjIEWCdGl2t/wDaEZaeFLdbkJfDZCkqAALX2lPyrn7Zbv22LNYdq4lqV2HIfumWW653NpxtSQiOzCDPcVg+z3KfCRxz7Sea3msfdsfsV/MI3uzw55t0tufD+pYS59PJb57Hkdw+1ae48KHscmqo9X3A6reksD+9F6/8RirWv2OzSrpAyGTaojt0tzDsaJMWykvx2ni2XkIWRylKyy0VAHg+NPPwK8selnV+3tmaw6obXqvac6wSZWV32CLK3Z4Elm6uOMuDxrefT5Gi4kloKQtIT3BXvg16H4HfrDi94wfVNzsS4uWSsG+uLiWmlBiNAVDYdYW4Fd3IdmI7UgFB4WeQeOfvqJv8nG9ZS7nF3lY9SrTJjo/lLeLcxNZZBX/RBp9xCCtf7oJJ4HPA59ipn88V6/3vOtP+hrN/9NS30y55c8p2BJhSevXDdyNtWx1049acbt0B9s+RsCV5I7y1lKOe0jt45cHJHrm0tYjL8hhYlit4yq5PoZh2aBIuMhxYUUobZbU4pRCQSQAk/AJ/hVKf0hrHLd0PlmzrpGQmdneYzrip4tL8i220oR2lxftxIdL5B5PBUv3z3Ve2lK1nZmB2TaGvsi13kbJctuR22RbZISrtIQ6gp7gfwQSCD/EV546I2Lk2XdNUToVyC6zIewm82d1pc0rPElGPNlyVNeSFcpU2ILMiMOCOApvjnlPdcnqz2Fmujum/KNiav/YjFzxWGzJZaukRyRHUwlxCFNhKHEEK7VAJJJA49j8iRMS2Rg2YvG2Y9m2PXe5x44elRbdc2JDrICuxSlIbWpSQFgp5P5HHzWdulst16tsu0XeExMgzmHI0mO+gLbeaWkpWhaT6UkpJBB+QTXnXnO0sz6Y8ov3TVqDYyDrhL0FmTls6LJnnUjUx0o+lfeSlTbqFA/6sHVgsdw8h7ADV5dMarwfTuAwMOwFDjlvBVMenSJBkSblJe+92ZIePt111X3KX8HkAcJAAqP8Aqzf7Fab/AOJlv/7LtXVyPNsNwthh/Mcss1ialuLbYXcp7UVLqwCopQXFAKISCSB+BzVeOsrb2TRca1hgupM1VZndwZdAx9GV2x5t36KA5wt12O4O5JWtPCUrHwCogg8ERF1FaTxDU2+OlZOJXLJVNu574ZDNxv8ALntyHexpSpS0yFrAfVx9y09vcDwR6HH5bG1Biaf1IrDEnZhnEGLdtcXK/TZrOZXFh+OoTHeUNPpdC2I6Uj0w2UtgD92r649dLRfLBbb1j9zbuNruENmVCmNPeVElhxAU26lf9cKSQoK/PPNZCq4bF6Q7/szYuPbMvvUfnTdzw24SrhjTTFsswYtan/SkpQYh8wCAlALveeEj3zyTMKMRy9Ovf5Jq2neVX7xFAyg2+AJnd5O4L8AY+l5Cfs48XHA547vdQVqrolvWkhkA1l1MZ7aBlNzcvN17rRY5H1Exf7zg8sJXZz/ZTwn/AAqQtXdPcrAtk3za+UbayvOshvdrYs5evbUJtESK08p0NsIistJbSVrJIA4J4J5PupVulntN7jfRXm2RJ0fuC/FJYQ6juHwe1QI59n3WI/m319/cbH/+Vsf+ldy1YhiljlfW2bGrVAkFBb8saE00vtPHI7kpB4PA9f4CsvVeP1BM1RgfR5s68fVLZfl2c2mP45IZcU5LcRH+0/J4S4pRSPZSlQrL9EmvRq/pS1liRbW26LAxcZDbiFoUh+ZzKdSpKyVJIW+oEeuCDwAPVThSlcEc+jUI4j0o4NiHU9mHVBBluLvOW2pi3KgGMgMxHAGw++hQ9lboZa59Dg+Qkq7/AFz1q4fk+f8AS3sTDcMskq73u72n6aFCjJBcecLzfAHJA+ASST6ANRQu2L2duPRc7Uepchw9vXciYvKJ8/Hl2Vu2QFRCg2gBSUoleV5STxHLrSezv7vYNW2vltkXixz7TGusq2PzIrsdubEKfPGWtBSHW+4FPekkKHII5A5BrS9aaG1tq7WitVWSxom2eY29+113MCU/en3hxIkTVqH+nddJJWVevfAASAB2NNajs2kcO/kDjN6vM2xxZj71rjXOT9QbZFcV3IhMrI7iw17DYWVKSk8dxAFRt1J9IkfqZuFoVle3crtVpsE5i62y1W2JbvFHnNJUkP8AkdjqdWSFHlCllH+Woe3ZqXauLdROI7QyPYGw7njUPCZGOuZRY8at95lQJ6pjj7rkq1iG4htt5lTLQeisFfLIC+Ekk75rjpWxTN+lixanyq2ZrjjNsvb2RY+7c3YbN4s8lMt16LJS1HR9NHIDqiI3YpLaHCgjkevjZfR1tva+T4TmOUdVVzZumBXY3S1GDiEBphtf2jyeNSlBT5CeCtZW38drSfYVt+5ulqXsnO7FtXE9mzMTzG02CXi0q4KtTNwam2yQlXeksLUhDbqVrU4lxPoE8KQtPAEzYfi1pwfE7Lhdhbcbtlgt0a1wkOLK1JYYaS22Co+1HtQOSfmsvSlKUpSlUy/UyYfzfEdV6Hg8+fZOw7Zb3yWErCYbXct1QUpSQlYK2yB/WAUPVWvXkeJY3dbJhDtziQp90Yf/AGVAKuFvMxUI8nYP4IStvn/BQrOkgfJFK5pSuOOfmnAH4rmlKVwQD80+PiuaUpSlKUpStI3XlGfYVq3Isr1fhAy/JrXFEiBZC8WzNIWnyISU8kqDfepKR7UpISPZqveC4zsbqJ6nMS3zneC3HEsY1fja4lsg3OO8w5KyKcyn611hDzbbi4zKFFkPLQkOKQChPHcRrnUzjWLwesXBb7le1M1x23zcKym5vqgZQ5BTFTCZiLWmKOQGkqaZdccSk8LLfcrjtNZhjJrvtzqG21gWQ7oybBrfi2GW1zEYkS4Lt/dFlwvM/fnFcpEpbDyktHlRaQWyFAlXqy+oZMeZq/FpUTOJOZMOWmMpvIJLPiduiewcSVJ4HBWOFfH55rb6UpSlKUpSlKUpSlKUpSla3mettfbFahMZ9hNiyJu3PiVETdLe1KDDoIIWjyJPafQ+Pn8811M01DqzYzltdz3XWN5Cu0LDkBVztbMkxiPw2VpPaP8AKPR/IrbUIQ2kIQkJSkcAAcACvqlKUpSlKUpSlf/Z

 

Si Vb se mide en un momento situado entre 5 segundos y 60 segundos después del impacto y la capacidad de los condensadores X (Cx) viene indicada por el fabricante, la energía total (TE) se calculará conforme a la fórmula siguiente:

b)

TE = 0,5 x Cx x(Vb2 – 3 600)

Si V1 y V2 (véase la figura 1) se miden en un momento situado entre 5 segundos y 60 segundos después del impacto y las capacidades de los condensadores Y (Cy1 y Cy2) vienen indicadas por el fabricante, la energía total (TEy1 y TEy2) se calculará conforme a las fórmulas siguientes:

c)

TEy1 = 0,5 x Cy1 x (V12 – 3 600)

TEy2 = 0,5 x Cy2 x (V22 – 3 600)

Este procedimiento no es aplicable si el ensayo se realiza con el tren de potencia eléctrico sin energizar.

Figura 2

Ejemplo: medición de la energía del bus de alta tensión almacenada en los condensadores X

 

Imagen: data:image/jpg;base64,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

 

4.   Protección física

Tras el ensayo de impacto del vehículo deberá abrirse, desmontarse o retirarse, sin ayuda de herramientas, toda pieza que esté situada en torno a los componentes de alta tensión. Todas las piezas que queden alrededor de esos componentes se considerarán parte de la protección física.

Para evaluar la seguridad eléctrica, deberá introducirse el dedo de ensayo articulado descrito en la figura 1 del apéndice 1 en cualquier hueco o abertura de la protección física, con una fuerza de ensayo de 10 N ± 10 %. Si el dedo de ensayo articulado penetra parcial o íntegramente en la protección física, deberá colocarse en todas las posiciones que se especifican a continuación.

Partiendo de la posición recta, las dos articulaciones del dedo de ensayo se girarán progresivamente en un ángulo de hasta 90° con respecto al eje de la sección adyacente del dedo y se colocarán en todas las posiciones posibles.

Las barreras internas se consideran partes de la envolvente.

Si es oportuno, conviene conectar en serie una fuente de baja tensión (no inferior a 40 V ni superior a 50 V) con una lámpara adecuada entre el dedo de ensayo articulado y las partes activas de alta tensión dentro de la barrera de protección eléctrica o la envolvente.

 

4.1.

Condiciones de admisión

Se considerará que se cumplen los requisitos del punto 5.5.1.3 si no se consigue que el dedo de ensayo articulado descrito en la figura 1 del apéndice 1 toque las partes activas de alta tensión.

Si es preciso, podrá utilizarse un espejo o un fibroscopio para verificar si el dedo de ensayo articulado toca los buses de alta tensión.

Si el cumplimiento de este requisito se verifica mediante un circuito de señales entre el dedo de ensayo articulado y las partes activas de alta tensión, la lámpara deberá permanecer apagada.

5.   Resistencia de aislamiento

La resistencia de aislamiento entre el bus de alta tensión y el chasis eléctrico podrá demostrarse mediante medición o combinando la medición y el cálculo.

Si se demuestra mediante medición, deberán seguirse las instrucciones que se exponen a continuación.

Medir y registrar la tensión (Vb) entre los polos negativo y positivo del bus de alta tensión (véase la figura 1).

Medir y registrar la tensión (V1) entre la parte negativa del bus de alta tensión y el chasis eléctrico (véase la figura 1).

Medir y registrar la tensión (V2) entre la parte positiva del bus de alta tensión y el chasis eléctrico (véase la figura 1).

Si V1 es superior o igual a V2, insertar una resistencia estándar conocida (Ro) entre el polo negativo del bus de alta tensión y el chasis eléctrico. Una vez instalada la resistencia Ro, medir la tensión (V1’) entre el polo negativo del bus de alta tensión y el chasis eléctrico del vehículo (véase la figura 3). Calcular la resistencia de aislamiento (Ri) de acuerdo con la fórmula siguiente:

Ri = Ro*(Vb/V1’ – Vb/V1)

o

Ri = Ro*Vb*(1/V1’ – 1/V1)

Dividir el resultado Ri, que es el valor de la resistencia de aislamiento eléctrico (en Ω), por la tensión de trabajo del bus de alta tensión en voltios (V).

Ri (Ω / V) = Ri (Ω) / tensión de trabajo (V)

Figura 3

Medición de V1

 

Imagen: data:image/jpg;base64,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

 

Si V2 es superior a V1, insertar una resistencia estándar conocida (Ro) entre el polo positivo del bus de alta tensión y el chasis eléctrico. Una vez instalada la resistencia Ro, medir la tensión (V2’) entre el polo positivo del bus de alta tensión y el chasis eléctrico (véase la figura 4).

Calcular la resistencia de aislamiento (Ri) de acuerdo con la fórmula siguiente:

Ri = Ro*(Vb/V2’ – Vb/V2)

o

Ri = Ro*Vb*(1/V2’ – 1/V2)

Dividir el resultado Ri, que es el valor de la resistencia de aislamiento eléctrico (en Ω), por la tensión de trabajo del bus de alta tensión en voltios (V).

Ri (Ω / V) = Ri (Ω) / tensión de trabajo (V)

Figura 4

Medición de V2’

 

Imagen: data:image/jpg;base64,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

 

Nota:

La resistencia estándar conocida Ro (Ω) debería corresponder al valor de la resistencia de aislamiento mínima requerida (Ω/V) multiplicado por la tensión de trabajo del vehículo ± 20 %. No se exige que Ro corresponda exactamente a ese valor, puesto las ecuaciones son válidas para cualquier Ro; sin embargo, cabe esperar que un valor de Ro dentro de ese intervalo ofrezca una buena resolución para las mediciones de la tensión.

6.   Derramamiento del electrolito

Si es necesario, deberá aplicarse un revestimiento adecuado a la protección física para confirmar si hay fugas de electrolito del SAEER tras el ensayo de impacto.

Salvo que el fabricante proporcione un medio para diferenciar las fugas de diferentes líquidos, toda fuga de líquido se considerará de electrolito.

7.   Retención del SAEER

El cumplimiento se determinará por inspección visual.

Apéndice 1

Dedo de ensayo articulado (grado IPXXB)

Figura 1

Dedo de ensayo articulado

 

Imagen: data:image/jpg;base64,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

 

Material: metal, salvo que se especifique expresamente otro material.

Dimensiones lineales medidas en milímetros.

Tolerancias en las dimensiones sin tolerancia especificada:

a)

en los ángulos: 0/– 10°

b)

en las dimensiones lineales: hasta 25 mm: 0/– -0,05 mm; por encima de 25 mm: ± 0,2 mm.

Ambas articulaciones permiten el movimiento en el mismo plano y la misma dirección en un ángulo de 90° con una tolerancia de 0 a +10°.

ANÁLISIS

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

subir

Agencia Estatal Boletín Oficial del Estado

Avda. de Manoteras, 54 - 28050 Madrid