<?xml version="1.0" encoding="UTF-8"?>
<documento fecha_actualizacion="20260519125601">
  <metadatos>
    <identificador>DOUE-L-2026-80710</identificador>
    <origen_legislativo codigo="3">Europeo</origen_legislativo>
    <departamento codigo="9010">Unión Europea</departamento>
    <rango codigo="1220">Reglamento</rango>
    <fecha_disposicion/>
    <numero_oficial>1044/2026</numero_oficial>
    <titulo>Reglamento nº 179 de las Naciones Unidas. Disposiciones uniformes relativas a la homologación de vehículos ligeros por lo que respecta a la medición en laboratorio de las emisiones de los frenos [2026/1044].</titulo>
    <diario codigo="DOUE">Diario Oficial de la Unión Europea</diario>
    <fecha_publicacion>20260518</fecha_publicacion>
    <diario_numero>1044</diario_numero>
    <seccion>L</seccion>
    <subseccion/>
    <pagina_inicial>1</pagina_inicial>
    <pagina_final>235</pagina_final>
    <suplemento_pagina_inicial/>
    <suplemento_pagina_final/>
    <url_pdf>/doue/2026/1044/L00001-00235.pdf</url_pdf>
    <url_epub/>
    <url_pdf_catalan/>
    <url_pdf_euskera/>
    <url_pdf_gallego/>
    <url_pdf_valenciano/>
    <estatus_legislativo>L</estatus_legislativo>
    <fecha_vigencia/>
    <estatus_derogacion>N</estatus_derogacion>
    <fecha_derogacion/>
    <judicialmente_anulada>N</judicialmente_anulada>
    <fecha_anulacion/>
    <vigencia_agotada>N</vigencia_agotada>
    <estado_consolidacion codigo="0"/>
    <letra_imagen>L</letra_imagen>
    <suplemento_letra_imagen/>
    <url_eli>https://data.europa.eu/eli/reg/2026/1044/spa</url_eli>
  </metadatos>
  <analisis>
    <materias>
      <materia codigo="5595" orden="1">Comisión Económica para Europa de las Naciones Unidas CEPE</materia>
      <materia codigo="388" orden="1">Componentes de vehículos</materia>
      <materia codigo="4020" orden="1">Homologación</materia>
      <materia codigo="8005" orden="1">Marca de conformidad CE</materia>
      <materia codigo="6020" orden="1">Reglamentaciones técnicas</materia>
      <materia codigo="6500" orden="1">Seguridad vial</materia>
      <materia codigo="7116" orden="1">Vehículos de motor</materia>
    </materias>
    <notas/>
    <referencias>
      <anteriores/>
      <posteriores/>
    </referencias>
    <alertas>
      <alerta codigo="118" orden="1">Industria</alerta>
      <alerta codigo="129" orden="1">Tecnología e investigación</alerta>
      <alerta codigo="132" orden="1">Transportes y tráfico</alerta>
    </alertas>
  </analisis>
  <texto>
    <p> </p>
    <p class="parrafo">Solo los textos originales de la CEPE surten efectos jurídicos con arreglo al Derecho internacional público. La situación y la fecha de entrada en vigor del presente Reglamento deben verificarse en la última versión del documento de la CEPE «TRANS/WP.29/343», que puede consultarse en https://unece.org/status-1958-agreement-and-annexed-regulations</p>
    <p class="parrafo"> </p>
    <p class="parrafo">Fecha de entrada en vigor: XX de septiembre de 2026 (pendiente de confirmación)</p>
    <p class="parrafo"> </p>
    <p class="parrafo">El presente documento tiene valor meramente informativo.</p>
    <p class="parrafo">El texto auténtico y jurídicamente vinculante es el siguiente: ECE/TRANS/WP.29/2026/36</p>
    <p class="parrafo"> </p>
    <p class="parrafo">ÍNDICE</p>
    <p class="parrafo"> </p>
    <p class="parrafo">Reglamento</p>
    <p class="parrafo">1. Ámbito y aplicación</p>
    <p class="parrafo">2. Abreviaturas y símbolos usados</p>
    <p class="parrafo">3. Definiciones</p>
    <p class="parrafo">4. Solicitud de homologación</p>
    <p class="parrafo">5. Homologación</p>
    <p class="parrafo">6. Marcado</p>
    <p class="parrafo">7. Requisitos generales</p>
    <p class="parrafo">8. Consideraciones generales</p>
    <p class="parrafo">9. Modificación y extensión de la homologación de tipo</p>
    <p class="parrafo">10. Conformidad de la producción</p>
    <p class="parrafo">11. Sanciones por falta de conformidad de la producción</p>
    <p class="parrafo">12. Cese definitivo de la producción</p>
    <p class="parrafo">13. Nombres y direcciones de los servicios técnicos responsables de realizar los ensayos de homologación y de las autoridades de homologación de tipo</p>
    <p class="parrafo">14. Disposiciones especiales</p>
    <p class="parrafo"> </p>
    <p class="parrafo">Anexos</p>
    <p class="parrafo">1. Ficha de características</p>
    <p class="parrafo">Apéndice 1: Acta de ensayo de la familia de emisiones por esquina de freno</p>
    <p class="parrafo">Apéndice 2: Acta de ensayo del coeficiente de reparto de frenado por fricción (factor c) individual (repítase según proceda para cada medición individual)</p>
    <p class="parrafo">Apéndice 3: Acta de demostración de la conformidad del tipo de vehículo</p>
    <p class="parrafo">2. Comunicación</p>
    <p class="parrafo">3. Disposición de la marca de homologación</p>
    <p class="parrafo">4. Procedimiento de ensayo de emisiones de los frenos</p>
    <p class="parrafo">Apéndice 1: Eventos del ciclo de frenado WLTP</p>
    <p class="parrafo">Apéndice 2: Eventos de frenado del ciclo de frenado WLTP</p>
    <p class="parrafo">5. Método para medir y calcular los coeficientes de reparto de frenado por fricción específicos de los vehículos</p>
    <p> </p>
    <p class="parrafo">1. Ámbito y aplicación</p>
    <p class="parrafo">El presente Reglamento se aplica a los vehículos de las categorías M<sub>1</sub> y N<sub>1</sub> que utilizan el frenado por fricción, que combina materiales de fricción seca y un disco o tambor de freno complementario, o que utilizan algún tipo de frenado por fricción en servicio. A petición del fabricante, también podrá concederse la homologación a los vehículos de la categoría N<sub>2</sub> de entre 3,5 y 5 toneladas de masa máxima modificados a partir de un tipo de vehículo de la categoría N<sub>1</sub>.</p>
    <p> </p>
    <p> </p>
    <p class="parrafo">2.   Abreviaturas y símbolos usados</p>
    <p class="parrafo">2.1.   Abreviaturas</p>
    <p class="parrafo">En el cuadro 1 figura una lista de las abreviaturas que se utilizan en el presente Reglamento, con una breve descripción y la unidad de cada abreviatura (en su caso).</p>
    <p class="parrafo">Cuadro 1</p>
    <p class="parrafo">Abreviaturas</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="28%"/>
        <col width="56%"/>
        <col width="15%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Abreviatura</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Definición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ABT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del freno durante el trayecto #10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">BDD</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro del tambor de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">BRO</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Alabeo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">DM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del disco antes del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">DOP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dioctilftalato</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">CEPE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Comisión Económica para Europa de las Naciones Unidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">EN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Norma europea (norma técnica europea)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eje delantero del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FAF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado del eje delantero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura final del freno al finalizar el evento de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEPC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico con pila de combustible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VHPC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo híbrido con pila de combustible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VPC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo con pila de combustible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">H13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtro de aire de elevada eficacia con una eficacia de filtrado mínima del 99,95 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">HEPA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtro de partículas de alta eficacia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial del freno al inicio del evento de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ICE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Motor de combustión interna</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IPDR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Índice de diferencia de potencia inercial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IPDW</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trabajo por diferencia de potencia inercial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Relación isocinética</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IWR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Índice de inercia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L0-P</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dispositivo de fijación de freno de tipo poste con conexión para el cubo de la rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L0-U</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dispositivo de fijación de freno de tipo universal sin conexión para el cubo de la rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">LHC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Esquina izquierda del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">MRO</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa en orden de marcha</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">MVL</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga máxima del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VHPC-SCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo híbrido de pilas de combustible sin carga exterior</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEH-SCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico híbrido sin carga exterior</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEH-SCE Cat. 0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico híbrido sin carga exterior, categoría 0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEH-SCE Cat. 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico híbrido sin carga exterior, categoría 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEH-SCE</p>
            <p class="parrafo">Cat. 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico híbrido sin carga exterior, categoría 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">OD</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro exterior del disco/tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ODS</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hoja de cálculo formato OpenDocument</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VHPC-CCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo híbrido de pilas de combustible con carga exterior</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEH-CCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico híbrido con carga exterior</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VEP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo eléctrico puro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Plano A</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano vertical alineado con la entrada de la carcasa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Plano A1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nivel horizontal alineado con el eje de rotación del freno y el eje del conducto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Plano B</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano vertical al final de la transición del conducto de entrada a la sección central de la carcasa, perpendicular al eje del conducto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Plano C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano vertical tangencial al freno más grande para la categoría de vehículos homologada M1 o N1, perpendicular al eje del conducto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Plano D</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano vertical alineado con el eje de rotación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PND1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Primer dispositivo de dilución del número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PND2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Segundo dispositivo de dilución del número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PAO</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Polialfaolefina</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura máxima del freno en el evento de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PCRF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de reducción de la concentración de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de partículas depositadas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de partículas depositadas correspondiente a aerosoles con un diámetro aerodinámico inferior a 2,5 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FEref PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia de PM2,5 del freno sometido a ensayo antes de aplicar el coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FE PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión final de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de partículas depositadas correspondiente a aerosoles con un diámetro aerodinámico inferior a 10 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FEref PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia de PM10 del freno sometido a ensayo antes de aplicar el coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FE PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión final de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PNC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Contador del número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PSA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Superficie de la pastilla</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">cm2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PTFE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Politetrafluoroetileno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PTT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tubo de transferencia de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eje trasero del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RAF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado del eje trasero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SAEER</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sistema de acumulación de energía eléctrica recargable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RHC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Esquina derecha del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RMSSE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Error cuadrático medio de la velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/kg de aire seco</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración del número de partículas suspendidas sólidas superior a 10 nm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/cm3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FEref SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia de SPN10 del freno sometido a ensayo antes de aplicar el coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FE SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Factor de emisión final de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SAE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Society of Automotive Engineers (Sociedad de Ingenieros de la Industria Automovilística)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ETE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Error típico de estimación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ULPA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtro de aire de partículas ultrapequeñas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">VPR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eliminador de partículas suspendidas volátiles</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Worldwide Harmonised Light Vehicle Test Procedure (procedimiento de ensayo de vehículos ligeros armonizado a nivel mundial)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">2.2.   Símbolos</p>
    <p class="parrafo">En el cuadro 2 figura una lista de los símbolos que se utilizan en el presente Reglamento, con una breve descripción y la unidad de cada símbolo.</p>
    <p class="parrafo">Cuadro 2</p>
    <p class="parrafo">Símbolos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="45%"/>
        <col width="45%"/>
        <col width="9%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Símbolo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Definición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ángulo de transición de la carcasa del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia mínima entre las sondas de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia mínima entre las sondas de muestreo y las paredes del túnel</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">α</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desaceleración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">αref</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor de consigna de aceleración del ciclo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="63.9"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros para las temperaturas buscadas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Índice del freno (FL: delantero izquierdo, FR: delantero derecho, RL: trasero izquierdo, RR: trasero derecho)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="63"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros para las temperaturas medidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="63"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros para la diferencia de temperatura entre los valores buscados y los valores medidos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ce,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Relación par/potencia de cada freno b que convierte la potencia de frenado medida en par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m/W</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Cp,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Relación par/presión del freno b considerado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m/kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">C*</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Promedio por distancia de la eficacia de los frenos de tambor (factor de frenado interno)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción (específico del vehículo)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">calt</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción específico del vehículo medido mediante el método alternativo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ctrip#10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción específico del vehículo calculado durante el trayecto #10 del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">cdecl</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción individual declarado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">cfix</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">coeficiente de reparto de frenado por fricción fijo del cuadro 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">cISC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">coeficiente de reparto de frenado por fricción medido durante la conformidad en servicio (ISC)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia total recorrida durante el trayecto #10 del ciclo de frenado WLTP o durante el ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d i</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior del túnel de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior de la tobera de muestreo (aplicable tanto a PN como a PM)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="92.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior de la tobera isocinética para el muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="88.2"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior de la tobera isocinética para el muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="94.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior de la tobera isocinética para el muestreo de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d piston</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro hidráulico del pistón de la mordaza</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d p</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior de la sonda de muestreo (aplicable tanto a PN como a PM)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior del conducto de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d tl</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior del conducto de transferencia interna de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d tt</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior del tubo de transferencia interna de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d x</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro de movilidad eléctrica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Η</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eficiencia de la mordaza o del tambor de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">rpm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="data:image/jpg;base64,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" width="54.9"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PCRF correspondiente a cada partícula suspendida de diámetro dx de movilidad eléctrica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="86.4"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Promedio aritmético del PCRF para el medidor de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">hB</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud del plano B (carcasa)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">hD</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud del plano D (carcasa)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">He</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El punto que define el final de la parte horizontal obligatoria en la disposición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hs</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El punto que define el inicio de la parte horizontal obligatoria en la disposición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">In</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia nominal de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">It</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia de ensayo de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">lA1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud del plano A1 (carcasa)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">li</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud de la transición de entrada o salida de la carcasa del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">l1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Altura de la carcasa en el plano C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">l2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Profundidad de la carcasa en el plano C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud del conducto recto después de la salida de la carcasa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto antes de la entrada de la carcasa del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde la última perturbación del flujo anterior al plano de muestreo hasta el propio plano de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde el plano de muestreo hasta la siguiente perturbación del flujo posterior al plano de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde la última perturbación del flujo anterior al caudalímetro hasta el propio caudalímetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde el caudalímetro hasta la siguiente perturbación del flujo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">μ</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Promedio por distancia de la eficacia de los frenos de disco (coeficiente de fricción aparente)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">MMix</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa molar del aire en la sala de balanzas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g/mol</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">MVeh</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo del vehículo para la simulación en el dinamómetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">υ</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Viscosidad cinemática del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m2/s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Nin(dx)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de PN anterior correspondiente a partículas de diámetro de movilidad eléctrica dx</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/cm3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Nout(dx)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de PN posterior correspondiente a partículas de diámetro de movilidad eléctrica dx</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/cm3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NQ</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio normalizado de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NQ PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio normalizado de muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NQ PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio normalizado de muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NQ SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio normalizado de muestreo de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NQ s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio normalizado de aire en la tobera de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Nt</p>
          </td>
          <td class="oj-table">Número de muestras de tiempo t i capturadas durante el ciclo utilizado (
			<p class="parrafo"> </p><img class="oj-formula" height="31.5" src="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/AAAsIACMAkAEBEQD/xAAdAAACAgMBAQEAAAAAAAAAAAAABwYIAQQFAgMJ/8QALhAAAQQBBAIBAwIGAwAAAAAAAgEDBAUGAAcREggTIRQiMQkWFTI2QXe1YWWy/9oACAEBAAA/AP1T1jWdGoRuBvHg22dxQY/k79udlkxPjWRKykmWTrqM+v2mQxWnFbAPc3yZ8Cnb8/nU251nRo0aNGsazo0a0L66h45Szr6e1MdjV8c5LoQ4bst8gBOVRtlkSccL4+AAVJV+ERV1x9utx8U3UxkMtw2VLfrylSoJJLgPwn2pEd4mX2nGHwBxsgcAxVCFF5TX1z7K5mFYtLyKvw6+ymRG6IFXRtNOTH1IkH7EdcbDhOeVVSThEVfn8arX+nzv1k+8m3UiyyTDcybdt7q/uUupotuVYi5YmoQmXvarnLYmgIHqEERskThETm2us6Ru6Mgonk/tDJCO++rWOZkaNMIiuOcBWL1FFVEVV44TlU+eNKDY/wAoM1zvy83Vx232l3Hi19fHxeii15x45DSCf1bpy5wJI6M+33ofZv2GrbSIv8iDq6OjRo1jWvZTCrq6VPCFJmFGZN5I8YUJ15RFV6AiqiKS8cIiqicqnymqceO/kzm24HlTvFT3O1m4cetZk47SQoTrEc2qAAZkkb01EkdWieJ32KraOL1ERJV6Jq5+s6NaUC5qLVyUzWWkSW5CdViSLD4OKy4n5A0FV6l/wvC6U/i1/RuXf5Jzb/fzNOJ1OzZJxzyi6oB+nrnmS4ZiWC+OEeujBkdVc5W7nVRLYMZ1Iw2ZHFcNeUFsXHnmBQvvQ0NenPUlF6eEz+Ly8a3Ieodv3sRsI2415XXsRclkXTT1mwTYvvsvPA2otkS/aPRPgeV+V+LHaSO5Hz5UbOJ/0GYf+azVaHM3yXYry/8AIt+JXx2cr3Gfwn9i19jHMhvgRRiyijoKih+pDc7L2Tp17F9olpsx/Oqol7uWm040uNwbaozUcWfq7bI3IFo7DWQLK2bDLsVGXw4L2i0DymrSKXKfjXjabdnyIyLyx3cwy6xDHSx/HP2zEdj/ALsfUKmO+xJe+ojtrD4kPPIaK4Kqyg+psOx8d9fC988hxjcCVhuQ7fV8IoectYa5AXIxO6Nh50Go9q3BBgkOM4bifCuCacfCEqomu/kXlBvJE3sy7ZnDfHBnKH8Ti19q7NjZWjPur5b3rEujkVBGQiIbnpU+FBp3g1VEQuVsPul5DZT5HbuY5lWJ0CUVJdVNe+0OXPvDTNrWi6P0rRQ0SQTqmJnyTPBKqcF17EzH/JCii+RrfjfZYXlEKwnVK2VdePQuKucYtq64w07zypC2hKq8ccgQ/ConNYcazq+2Q8pfISoagMMZhuJlmGOYjWT45ktzXm96Jr8dBVEMWmCkGRIXDat8mnCKizPOP1I8Jxi13Aaq6zGpMXby8/gUqFZZSlfdWrjTghMdgwSYNHQa5Lpy6Kuq2aIg/HMvsPKzdN/d/L9q8T2Kq7OPilCzk53kjLDjRjrnmzNhDD6IjbkOdOEa+5ERDVT+3hehXeXEvL6zaWDt7tm7a5VuvQrkoV0qz+nh0tc2LavPy5QtGvCE6IAgNKpnwi9OUXUd8L4c6Dur5HMWeJVGNy/38wb0CqkI/GQyrmTV0HEbb7e1S9y8gJITpIqcoumT4tf0bl3+Sc2/38zTl15Ufheq9VX+/GlZsJsY5sexlzK5zY5H+78jl5TKKZDjsKzOlF2kqHpFPsIkFUFeevHwvC6aukXvrj+7jW7O2W5O1mBVuVhjzF1XWkaZeBW+lqd9EgvCRAfsUUjn9qJ8/Hymnkoov5T51Wq98OrLJ7yamR7sLaY1Pys8rWFNx2O/ZQXPr0mBEg2Jmpxo6GIio9DLjv0JtC6pIrfxikyN8Lbd6g3Os6mFlUuin5LSJAZeGe9UEKw0afJUJgF68OD1NTRftINQFnwK/h1NbYfRb2XlVjsrNAz+uCPURDsoVwD6PARzHkP6loSEFEXG+/I/c4Sfbqd7NeLsjZzPZOaxd2Mgvxn0sGimRbaJFMnmIYueg1fAEc9iG86Skqqhd+FTgR6+g8YZMPfG53aqdz7SLU5LcVuQXGPLBZcB+dBirGY9chVQm2VBRI2+pERttqhiiEJT6btoVtuzWbmXN6suLj9S9BpKn6URCHKkFxKmE52VXHDaBtkE6p6w93Cr7S4m6ii/20gnvFy5pbzK12v3pyHDMazy0duL+piRWn32pb3CynqyW4veC4+qcuF1d45VWkaLqSbT3jTahuJnm4VZu3cRXs9o2cfkxTrIb4RIzDRhHJozFTJwPa6Sk4poamvZFRBRI1XeGDmNUW3bmGbt2dbmG1kdyrx7IJFWw8DtS4KCdfOiATbclpUT+ZFbcRURULlOV7W2ex+5OxkndPcGNnp7mZFm7wXTVVNhR6dorBqOjQtpIDv0bJAAE5FUARH+YkIik3jLiudYrtxLHcigiUd/dZNf5BJros8ZrUVJ9m/KBtHxQUc4F1E54T8fhPxps6NGjRo0aNGjRo0aNGjRo1//2Q==" width="129.6"/>
			<p class="parrafo"> </p>)</td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pb</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión atmosférica en la sala de balanzas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">pbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pbrake,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Potencia de frenado por fricción del freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">W</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">pbrake,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión de frenado efectiva en el freno b, que provoca un par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">pmeas,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión de frenado medida en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pr</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Penetración de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">p threshold</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión umbral necesaria para desarrollar el par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">p threshold,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión umbral del freno b necesaria para desarrollar el par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="data:image/jpg;base64,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" width="64.8"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga del filtro de PM2,5 con corrección de flotabilidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="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/AAAsIACUAQwEBEQD/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQUGBwMECAn/xAArEAABBAEEAgEDBAMBAAAAAAABAgMEBgUABxESCCETCSIxFBUyQRYkUUL/2gAIAQEAAD8A9Mb7fqztnWJVwt785jFQuvzuw8ZJnuIBPHb4ozbjnUfkqCeEjkkge9U5jvPrxXy9fetuKvuZmYKM58L+Vj03NuQmV8pHVb6YZbSeVo9FQ47D/uropV5p+49biXCh2XHZ7Czwoxp+PkJeZd6qKVAKT65CgQR+QQQdPujRo0aNauTJGPkkEghlfsHj/wAnXm79LDfOmbdeMcvBZ7EXeXKNnyEkHDUvL5VgpU1H4HzRY7jXb7Tykq5HI5A5HN0fTw2p3Eo43avtqqs6pV3ca3v56sVyej9PKgQlOPEKdiJ+yMpSXGU9Bwrhr2AAjnsTTJhbpVbHmM1gcFnYk+fXJDcTKsR3O6ob62w4ltzj0F9CFdeeQCOeORp2jyo0pK1xpDbqW1qaWULCglaTwpJ4/BBHBH5GsEfMYmZNk42Lkor0uH1Ehht5KnGe347pB5Tz/XIGtCoXSq37CN2Sm56Hl8a666wmRFc7pDrSy24g/wBpUlaVJUkgEEEEae9RrcSyyanVJeXiVLP2RwdWRAwcdt+WvuevZKHHG0kJ55PKh6/7rkv6X1O3O2b2mnbPbo7T2ut5JOVm5tM+awx+gcbcTHQlpLiHlK+X7VHqUAcJPv8AHN++UW/kXxw2nl7gqwD2ZmuTI2KxsJvsEuzJK+jXyFCVLDYIJV0SpR44SCSNU9gfNTPZTD7qrXgcXlf8HoMi547MYWPkW4El1hlz54T361hstvIcS2U9e4W0vsepCkCzPHza6tveLNSqeVXNktWXCRcxmpbE5+HLnTpoTLkyFPsLS6lxbziiVJWDx9v8fWqO2YsM/a76fW6FkpfWDMrcm9v40oKh8C2p8sNEHntynhJB555SNRGNVaztjtL4b7uUSoMRrpYbHXMfmcrAbSMhmI+Txj65zcl1R/2A4sBwl0qKen2FOugaZKTSfOO6beYgON4u80WHfJTCCEsN5NiZ+3vPBHH83mhH7KBHJZ5IJPbXR+kIB9Ec6AlI/AA1Dd29pahvVS5NHubcxMV11qXGmQJKo0zHy2Vd2JUZ5Ptp5tYCkq9+/RBBIMQgePBmYe04zcfdG3XlVmwEirK/dX22Y8bGOpUlSUxoyW2VPrCh8khSfkX0SAUJ+3Wh47wNwWNnU7L393JV+20WOzXHMzBZbU1PjNtgRcjCW62ttSXGUpCkrRy26h1Kkjqkqc9qfGus7VUzObdoudqtFbsCprkuBn3YjgC5i1rlFK48dlY+RTjhIKiAVHr19ajVO8RINbytKZz26dos1T2xeTJptbyDUQR4DyGVMsuPOobDspTDa1JZKyPjB/s+9ZNn65nL3v3dfI3PYKRisd+2M0entTIrkaW/i2H1PyZrjawCESJKh8XYAlplCuB393/o0aNGk0ujSaXX/9k=" width="60.300000000000004"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga del filtro de PM10 con corrección de flotabilidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="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/AAAsIACUAfwEBEQD/xAAcAAEAAwEAAwEAAAAAAAAAAAAABQYHAQMECAn/xAAsEAABBAEEAgEEAgEFAAAAAAABAgMEBQYABxESCCETFBUiMQlBIxclMlFk/9oACAEBAAA/AP0o3L3PwzaLF3s0z2dNh08ZXV+RFq5c8sjqpRWtEZtxaEBKFErICU8eyORrJ4fnt4sT8fRl0XP7ZWPrc+H7ycQuk16V9upCpRifCnhXokqAHvnjjW24rleNZxjsDLcPvYNzTWjIkQ50J5LrL7Z9cpUn0fYIP9ggg8EaltNNNNNNNNNNNNVLdskbWZhwSP8AYLH9H/zOa+Gf43t+sHwTw9osavcez2zlR5dq4tqowe3s2HkqkuKDaH2I62FEg8Ed/RPCuPeta/jd2h3L2q2uyyRuFj8nG4+VZXMvKSglK6v1sFwAJQ4yn8GFEjn40/occ8H1r64J49nUNj+ZYrlcm4iY3fQrN3H7BVVZiK6HBFmJbQtTCyPQWlLiOyeeQTweCCBDx96Nnpd/JxSLuthz13CaW/KrG72KqWw2hHda1shfdKUp4USRwB7PrVrgT4NpCj2dZMYlw5bSH48hhwONvNrAUlaFJ5CkkEEEeiCDrz6aaaaa8MuXFgRXp06S1HjR21OvPOrCENoSOVKUo+gAASSfQA1WGt2tsZELHbOHn9BKgZbONZRzI09t6NYywlw/Cy6glC1/4XAEg8koKRyfWrZ+/es+36uLSp2tvWKXCshyibaw5FWzCo47Tz6VvMOJS4oOuNpDYPHJ7cjkej/WC/xrY5uFtdsNX7NblbX5VjNvSPTZrkqwYYEJ8PylLQhpxDylKWEqBIKEge/Z/vVvKjyHjeN231bk/wBl+5WGQXsTHKxtz5BHakyAtXzSC0lbvwtttOLUG0LWrqEpTyeRjk7zSySx2p3wt62qhPTcBxj7tR31XGmtwZa3mnEgKTMZQpLrDyUqUgdkqSUnkcniO8nRZePXgtimEbc2kitYnSqLHrS1jksSVR5i+06T8gP+J19ZWVuE/t9fBCiCNuzvxu2EGwN1tajCcboMWjUsptl9uuQftxTHWBMSsD5C8gcuFzt3UeSSSTzSdrt19yL5m1222XqcWs6fa3G6auN9dyX46L6wcrWpDQjtMBZYjFhTKi6sqUC6AEKCSdVaJ5xbgbhUmy+SbObZ0UyPu/JnU6YdvaSGn6qyiB0vqWppkpcjNpaKitIC1JB4SDqeynyG8pKHPNvdsGNl8LOS51jtnZuR38if+KslQB2dS6620tKmnAtlDakkkLd/PqEnVezXzsybHMyvNt5GK0FBk2HY5WzLqPbqsJTMm7lxESTXxHYLDqfjbCglT7hHKlp6oUkFWrrjnk7uTuzlEHFNpNtYUaTFweDl2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width="114.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del filtro con corrección de flotabilidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="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/AAAsIACUAkwEBEQD/xAAdAAEAAQQDAQAAAAAAAAAAAAAABQEEBgcCAwgJ/8QALBAAAQQBBAICAgICAgMAAAAAAQIDBAYFAAcREgghExQVIgkxFhcjUTJBQv/aAAgBAQAAPwD6Y32/VnbOsSrhb35zGKhdfndh4yTPcQCeO3xRm3HOo/sqCeEjkkge9acx3n14r5evvW3FX3MzMFGc+F/Kx6bm3ITK+Ujqt9MMtpPK0+iocdh/3rdFKvNP3HrcS4UOy47PYWeFGNPx8hLzLvVRSoBSfXIUCCP7BBB1O6aaaaaaaaaaaaaaatcmSMfJIJBDK/YPH/ydfN3+LDfOmbdeMcvBZ7EXeXKNnyEkHDUvL5VgpU1H4HzRY7jXb9Tykq5HI5A5HO6P48NqdxKOndq+2qqzqlXdxre/nqxXJ6PryoEJTjxCnYif0jKUlxpPQcK4a9gAI59iaxljcugSMhmcY1cMQZNelNQcohUtCREkuN/IhlalEJDhQQrpzyARyBqQRbKu5jV5huxYtUFt34VyRMaLSXPX6FfbqFex6559jV/CnQslFbnY+WzKjvDs26y4FoWOeOQpJIP9a79NNNNNNNNQztzqDFoYpD9qw7djkxzMYxC5zQmusAkF1LBV8ikAg8qA49H361xqF0qt+wjdkpueh5fGuuusJkRXO6Q60stuIP8A7SpK0qSpJAIIII1N6xncSyyanVJeXiVLP2R0dWRAwcdt+WvuevZKHHG0kJ55PKh6/wC9eTP4vqduds3tNO2e3R2ntlbyScrNzaZ81hj6DjbiY6EtJcQ8pRd/VR6lAHCT7/rnfvlFv5F8cNp5e4KsA9mZrsyNisbCb7BLsySvo18hQlSw2CCVdEqUeOEgkjWn8D5qZ7KYfdVa8Di8r/g9BkXPG5jCx8i3AkusMufPCe+6w2W3kOJbKevcLaX2PUhSBxzVLxNc/jNsbJabnSshtlkbDPmSGkrdl5OZAckyJayrnl1bry1dueR6A4AAEjtbVKdO/jer+JzVbwzuLlbXszZUeREaDDj/AOP+X5lpICe/yAL7n9uwCuefepTcPdXdPabdjbLx72b2spUjEW/DSvxinpz8FrDNwENl8uNNMqT8IQ62ltLf7FXo9RwTZo8xc/C2Mst7yNAizrhh79L22xmIx0xz62Vy6ZoisKS64gKaaUVdj2HICCB7IGrvcXyA8gdnD9e7bR1zJjPP4jAVbIYnNKRFl2Ge8GhEfQ6C62wglSi/1HYI4CQVjrJSd/ty6zvFA2Bt9eqZs9tq8zNVbIwpsr6Lk2Mgl2JKQpsutoHClB1BPZKSOgVwNYTtT5SeSW5+ykjfVvaCk46uO1jKZiA45n5Kl/ahSAktPI+EKDbzKJC21thfBbCV9eRzZO+ae8dU2BHkLuJspiY2DsGFxMurR8Zl3ZD8mdPd+NpiSgthbaOvV7uhK+UOJSnlfIHBj+QFzB4+9T7FV4dgi1itQs3jshXY+RZiTJr8puH+NdVNjtlt37L7HVSewU0orISUlIm98tyPMqrbV23Kjbqhw4cLb7IZ6dno+dkD8VNbYdU5EaZKS5IdShIUh3htsq9Ep49xzHkvuDsF4n1S87nYvAZvL5aNXsNXW8bkJslbzkyIC3IySltF4Hhta1/ElxSykhPJPOqRPPSbjsPeJs+kM2pdfj4ZWBfryJsaNmZk+SIogqVOYQWHUPqQeR3SWlhXogo115Frc5XnFslO3QwVKhzpFPtATIrzz7q1rSmP8jDq3kJUttvsktq9cl139U8cqzunSk0jzlum3mHDjeLvFFh3yVHQQlhrJsTPx7zwRx/5vNCP2UCOSzyQontr0dqhAPojnQJSP6AGsN3b2lqG9VLk0e5tzExXXWpcaZAkqjTMfLZV3YlRnk+2nm1gKSr379EEEg4hA8eDMw9pxm4+6VuvKrNgJFWV+VkNsx42MdSpKkpjRktsqfWFD5JCk/IvokAoT+urPxyxdm/09/o7eLAOfmKZDTVcg90V9LNwAz0jzYzg47NuscJUn9VtuodQQOElWPY7w1jwK9H2od3it07aSMpITS5bcVYVHSrumEueGxKXECwD8RVyUj41KKCUnYNx2Ix1x3cq28zl7tOMzFPiSoWNhwlQ/pFqTx9kOIdjrWouBDYJ7jj409ep5JwuP4VbaObc27a6x2q3WHD3DOP2d9zISYqJcHMOufKubFejx2y058nCwD2QDyOvClA3EzxOx10r8jGbx7pXC7ZINx28XlXXWMe7h1x3g8zKitxm0tiWHEIUX1pWpXUp4CFLQqQrfjQzBu0jdC37pWq03NGFkV/EZiY1CZOFhurKlLisNMBn7Cv17vLQvsU8dUpJQe+i+Mlc292Gl+O+BvdtVWn4UnGx5Uh2GqfCjSCsuttOCOEHn5HOCtCynt6I4HHYPGKiStiYXj5nszYcxX8RGjRsTOkSWmcljRFCfqOMPx2m+rrBQkocKSr1+3YcgxsnxWwtxr1hrW9O4dt3HhZzFDAoZy0puOzEhIeS82tDMZLbSpfyNtLVLUkuFTSOOieUlifGH7VfylZ3N3fut5gTK9OqcRqc8xEEbFymg06ViM2gSZRbSEmQ92UOOUpQVLK4jGeFlMc27k7f3K/XCxKQrFfhswuU1EyOC/FoUjHOwnWEJ+N9pK1EukKK1KUVDhRTqVyvilgb5VrLW96dwbZf/wDJIjMAvTpLcROPaYcLjDkViMhDLchK+q1PlClrUgc8I/49R2D8VrDF3Wpe7lt8hrvZ8pSIczGQo8uLj22H4j6UpUh0NsglxXUFx0ELWUt+0dOD27P13OXvfy6+R2fwcjF4/wDGM0entTIrkaW/i2H1SJM1xtYBCJElQ+LsAS0yhXAC/e/9NNNNU1XTTTTTTTTTTTVNV1//2Q==" width="132.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del filtro sin corrección de flotabilidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio medido (real) de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Qset</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal nominal (o preestablecido) de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">QPM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM2,5 (real)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" src="data:image/jpg;base64,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width="104.4"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal nominal (o preestablecido) de muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">QPM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM10 (real)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="102.60000000000001"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal nominal (o preestablecido) de muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">QSPN10-set</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal nominal (o preestablecido) de muestreo de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de curvatura del conducto de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r D,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio del rodillo del dinamómetro sobre el que gira el neumático en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r eff</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio efectivo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r P</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de curvatura de la sonda de muestreo o del conducto de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r R</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de rodadura dinámico del neumático</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">r R,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de rodadura dinámico del neumático en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ρa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Densidad del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg/m3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ρf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Densidad del material del filtro de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg/m3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ρw</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Densidad del objeto de calibración de la microbalanza de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg/m3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10#</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración media de SPN10 normalizada y con corrección de PCRF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10back</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración media normalizada de SPN10 durante la verificación de la concentración de fondo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10b FE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Recuento medio de SPN10 por unidad de distancia recorrida durante la verificación de la concentración de fondo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sp</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Señal de salida de presión del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SQ</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Señal de salida de caudal de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SRH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Señal de salida de humedad relativa del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">St</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Señal de salida de temperatura del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">tbrake,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Duración total real del evento de desaceleración (duración real hasta parada) del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">tend,nom,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo nominal de finalización del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">tend,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo real de finalización del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ti</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sello de tiempo de la i-ésima muestra de las señales medidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">tstart,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo real de inicio del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">tstart,nom,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo nominal de inicio del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">t90</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de respuesta del contador del número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">τalt,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado por fricción en el freno b calculado mediante el método alternativo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">τ brake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="25.2" src="data:image/jpg;base64,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" width="99"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado por fricción promediado por tiempo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">τbrake,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado por fricción en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">τdrag</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de resistencia aerodinámica de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">τmeas,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado por fricción medido en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">T</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ta</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire en la sala de balanzas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del freno (disco/tambor)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">U</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ubrake,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tensión aplicada al freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Us</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad media del aire que entra en la tobera de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal real media del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Vset</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal nominal media del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Wbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Suma del trabajo de fricción disipado en todos los sistemas de frenado por fricción del vehículo durante todos los eventos de frenado a lo largo del ciclo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Wbrake,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trabajo de frenado por fricción del freno b durante todos los eventos de frenado a lo largo del ciclo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">wf,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trabajo de fricción específico real (energía cinética específica de la masa) del n-ésimo evento de frenado del ciclo analizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">WLn</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda sin computar la resistencia al avance en carretera del vehículo ni ningún otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda delantera sin computar la resistencia al avance en carretera del vehículo ni ningún otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="28.8" src="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/AAAsIACAAUwEBEQD/xAAcAAACAgMBAQAAAAAAAAAAAAAACAYHAQQFAgn/xAAxEAABAwMEAQMCAwkBAAAAAAABAgMEBQYHAAgREiETFDEVIhZBgQkjJzIzQlJjcpH/2gAIAQEAAD8A+ml9X1bmOLZl3fdj05qlwepfch02TPcQFKA59GM244QOeSQkhI5J4AJ1XeNt3eAMwUavXDjS8ahcFOtmMqVUn4luVMpbSByUo5jgvOcefSb7OcEHr51sYY3XYG3CVSfR8PXpIuGRTGfXmKRRZ8dllPYJCVPPsIbCyT4R27kBRA4SSOfbe8rbveFxXBaNsXlVKlW7VjyJVXp7Fr1ZUiK2ysIc5R7bkq7EAITypX9oOvGNd5+3PMFy/hHG161Ku1RLwjvNsWxVktxnD24D7q4wbY56KHLikjlJHzq7fnWdGjRo1hQ5H5/odIdtOuCmbZs87i9vFwv+yt2iuuZJoISg9W6W62FyQlKeeQhJjp+1PyhXj4TqL7HbjvHFe6G6rJyU8iEjO1tsZVpzQSUMRpj6lvPRkp46pWht1xKyPn2yfJ5SA1u1qJ9ata48yP8AuC/lK45VxsKfSQv6YOkWmj/kw4zDgHwPVIBUPuUvX7NFSjk7dJypR/iZJ+T/AL5mny0aNGjRo0je83bNfWRt0GJb4sNqeKZcsSVZN8yGGVrbaoZ7OuJcVwQ2l1lyUz25Qe6mwlQUoEbe/wD28ZHyBeuHslYWYnRrkp1YctKozacwVOQqPUWlNuyFlPBS0ykvpKuyevuPHHPIbR1EHGlgNxretmpVCFblOajwqVSmUOSXGWUJQ200hSkJKuqQACpI8aR3aAcs4CvPNVevPbZlN+LkK8Xq/SfYU2E6pMZbshQDwMtPRfDqeUgqHz5OpRd2Z9ymPMd533NyrB/CbcCo0r8OUO8WvdKfpEdkMufu4skeg448/wCpz2UkEqTwrjtq1ccZdzmznqhYay8zZbjldsKRd7v0KFJZVTpTc1lgxPUdfcTIQEvf1AlBKkEgAEATq9821Szbjk2/GwZk24246W1Co0SlxHojvZAVwhbkptRKeep5SPIPz866NnZEuHItDraqfj66LIqURr04K7upjSWnHloV0cDbElRcbQoJ7p7oJBABHPIp/aLmPcxnWgULJl8U3HsazKqirxXG6XGlsz0yYksx2nU+o+4gtOFt8KQQFJ9NJ5UF+Gf0aNGscc+DrHRH+I/81Csw4htHONhzcb3z9RVQqktszGIE5yIqQlCgoNqW3wooKgklPPnqOfHjXAh7c7RiZIo2WF3LeUm5aJSk0RiVIr7ziXYPcOKZebP2OBa0pUoqHZRSkk8pBFq9Un5SD+mteowU1Cnyqf7h+MJLK2fWjOem632SR2QofyqHPIP5EA6hOF8K2hge0k2LYkms/RGnnH48Wo1JyYI6nFqcc9NTnKgFuLWsjk/con8zqf6//9k=" width="74.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda trasera sin computar la resistencia al avance en carretera del vehículo ni ningún otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">WLt</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo por rueda después de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="72"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo por rueda delantera después de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="71.10000000000001"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo por rueda trasera después de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Wref</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Referencia de normalización para el ciclo durante el que se ha medido el trabajo de fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">w total, bc</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Suma de la variación de energía cinética específica de la masa del vehículo durante todos los eventos de frenado del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">w total,trip10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Suma de la variación de energía cinética específica de la masa del vehículo durante todos los eventos de frenado del trayecto #10 del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ωb</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación de la rueda medida en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">rad/s</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ωD,b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación medida del rodillo del dinamómetro en el freno b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">rad/s</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.   Definiciones</p>
    <p class="parrafo">A los efectos del presente Reglamento, se entenderá por:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.0.</p>
          </td>
          <td>«Tipo de vehículo en cuanto a las emisiones de los frenos»: grupo de vehículos que no difieren por lo que respecta a los criterios definidos en el apartado 7.1.1.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.0.1.</p>
          </td>
          <td>«Homologación de un vehículo»: la homologación de un tipo de vehículo en lo que respecta al ámbito de aplicación del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.1.   Ajustes de los vehículos y del dinamómetro de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.1.</p>
          </td>
          <td>«Vehículo de categoría M1»: vehículo utilizado para el transporte de pasajeros con un máximo de ocho asientos más el del conductor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.2.</p>
          </td>
          <td>«Vehículo de categoría N1»: vehículo utilizado para el transporte de mercancías con una masa máxima no superior a 3 500 kg.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.2.1.</p>
          </td>
          <td>«Vehículo de categoría N1, clase III»: vehículo de la categoría N1 cuya masa de referencia, con arreglo al apartado 3.2.37 del Reglamento n.o 154 de las Naciones Unidas, es superior a 1 760 kg.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.3.</p>
          </td>
          <td>«Vehículo de la categoría N2»: vehículo utilizado para el transporte de mercancías con una masa máxima superior a 3,5 toneladas pero no superior a 12 toneladas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.4.</p>
          </td>
          <td>«Masa en orden de marcha»: la masa del vehículo con sus depósitos de combustible llenos como mínimo al 90 % de su capacidad, incluida la masa del conductor, del combustible y de los líquidos, provisto del equipamiento estándar con arreglo a las especificaciones del fabricante y, si se han instalado, la masa de la carrocería, el habitáculo, el acoplamiento y las ruedas de recambio, así como las herramientas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.5.</p>
          </td>
          <td>«Masa del conductor»: masa estimada en 75 kg, situada en el punto de referencia del asiento del conductor. En el contexto del presente Reglamento, por «masa de 0,5 pasajeros adicionales» se entiende una masa nominal de 37,5 kg.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.6.</p>
          </td>
          <td>«Carga máxima del vehículo»: la masa máxima en carga técnicamente admisible menos la masa en orden de marcha, 25 kg, y la masa del equipamiento opcional.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.7.</p>
          </td>
          <td>«Equipamiento opcional»: todo elemento no incluido en el equipamiento estándar instalado en un vehículo bajo la responsabilidad del fabricante, y que puede ser pedido por el cliente.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.8.</p>
          </td>
          <td>«Equipamiento estándar»: configuración básica de un vehículo equipado con todos los elementos exigidos por las disposiciones reglamentarias de la Parte contratante, incluidos todos aquellos que se instalen sin que sean necesarias especificaciones adicionales de configuración o equipamiento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.9.</p>
          </td>
          <td>«Masa de ensayo del vehículo»: la masa en orden de marcha más la masa del equipamiento opcional instalado en un vehículo concreto (kg) en el que está montado el freno sometido a ensayo, más:
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">37,5 kg, que corresponde a una masa adicional de 0,5 pasajeros para los vehículos de la categoría M1;</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">25 kg más el 28 % de la carga máxima del vehículo (MVL) para vehículos de las categorías N1 y N2.</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.10.</p>
          </td>
          <td>«Resistencia al avance en carretera»: la fuerza o potencia total necesaria para desplazar el vehículo sobre una superficie lisa y a nivel a una velocidad y con una masa especificadas. La resistencia al avance en carretera tiene en cuenta las pérdidas por fricción del tren de transmisión. En el presente Reglamento, se considera que una reducción de la inercia nominal de frenado en un porcentaje fijo del 13 % tiene en cuenta la resistencia al avance en carretera en los ensayos de emisiones de frenado por fricción pura.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.11.</p>
          </td>
          <td>«Radio de rodadura dinámico del neumático»: radio del neumático equivalente a las revoluciones por kilómetro (o revoluciones por milla) publicadas por el fabricante del neumático para el tamaño de neumático específico (mm).</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.12.</p>
          </td>
          <td>«Distribución de la fuerza de frenado»: relación entre la fuerza de frenado de cada eje y la fuerza de frenado total expresada en porcentaje para cada eje.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.13.</p>
          </td>
          <td>«Carga nominal por rueda»: masa giratoria (equivalente) en función de la masa total de ensayo del vehículo, del eje (delantero o trasero) sometido a ensayo y de la distribución del trabajo de frenado entre los dos ejes. Representa la carga en la esquina de freno sometida a ensayo antes de computar la resistencia al avance en carretera del vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.14.</p>
          </td>
          <td>«Carga de ensayo por rueda»: masa giratoria (equivalente) en función de la masa total de ensayo del vehículo, del eje (delantero o trasero) sometido a ensayo y de la distribución del trabajo de frenado entre los dos ejes. Representa la carga en la esquina de freno sometida a ensayo después de computar la resistencia al avance en carretera del vehículo. También se denomina «carga aplicada por rueda».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.15.</p>
          </td>
          <td>«Inercia nominal de frenado»: inercia de la carga nominal por rueda en el radio de giro igual al radio de rodadura dinámico del neumático, que impone al freno la misma energía cinética que en el vehículo real antes de restar la resistencia total al avance en carretera del vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.16.</p>
          </td>
          <td>«Inercia de ensayo de frenado»: inercia de la carga de ensayo por rueda en un radio de giro igual al radio de rodadura dinámico del neumático, que impone al freno la misma energía cinética que en el vehículo real después de restar la resistencia total al avance en carretera del vehículo. También se denomina «inercia aplicada al freno».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.17.</p>
          </td>
          <td>«Par de frenado»: producto de las fuerzas de fricción resultantes de las fuerzas de accionamiento tangenciales en un conjunto de freno y la distancia entre los puntos de generación de dichas fuerzas de fricción y el eje de rotación. El par de frenado depende del área del pistón hidráulico, del coeficiente de fricción aparente y del radio de frenado efectivo de la esquina de freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.18.</p>
          </td>
          <td>«Presión hidráulica»: presión neta aplicada por el freno para generar fuerza de compresión entre el freno y el material de fricción. La presión hidráulica, combinada con la eficacia del freno, la eficiencia de la mordaza del freno o del tambor de freno, la presión umbral y el radio efectivo del freno, induce el par de frenado real.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.19.</p>
          </td>
          <td>«Presión umbral»: presión hidráulica mínima para superar las fuerzas internas de fricción y sellado, mover el pistón de la mordaza del freno o el cilindro de rueda del tambor para que entre en contacto con el disco o tambor del freno e iniciar el par de frenado. Se utilizará un valor fijo de 100 kPa para las aplicaciones del freno de disco y de 350 kPa para las aplicaciones del freno de tambor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.20.</p>
          </td>
          <td>«Diámetro del pistón»: diámetro del pistón o pistones hidráulicos de la mordaza o del cilindro de rueda del tambor, que se utiliza para calcular el área total del pistón o pistones. También se denomina «diámetro del pistón hidráulico».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.21.</p>
          </td>
          <td>«Área del pistón»: área activa de todos los pistones hidráulicos que actúan a un lado de la mordaza del freno o del cilindro del freno de tambor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.22.</p>
          </td>
          <td>«Radio efectivo del freno»: en el caso de un freno de disco, la distancia entre el centro de rotación y la línea media del pistón o pistones de la mordaza montado en el dispositivo de fijación. En el caso de los frenos de tambor, el radio efectivo es la mitad del diámetro interior del tambor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.23.</p>
          </td>
          <td>«Eficacia del freno»: relación entre la fuerza tangencial total y la fuerza de accionamiento entre las pastillas de freno y el disco o entre las zapatas de freno y el tambor. El valor de eficacia del freno sometido a ensayo depende del par de frenado, de la presión hidráulica, del radio efectivo del freno y del área del pistón. La eficacia del freno es un valor (matemático) calculado y no puede medirse directamente. También se denomina «coeficiente de fricción aparente» para los frenos de disco y «factor de frenado interno» para los frenos de tambor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.24.</p>
          </td>
          <td>«Desplazamiento del líquido de frenos»: uso transitorio (volumétrico) del fluido hidráulico por la mordaza del freno o el cilindro de rueda del freno durante un evento de desaceleración en frenado para desarrollar la fuerza de accionamiento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.25.</p>
          </td>
          <td>«Promedio por tiempo»: método de promediado aplicado a un mensurando determinado durante un evento de frenado especificado. El valor resultante produce el mismo resultado que la integración entre dos instancias (umbral y final del nivel alcanzado) dividida por la duración entre los puntos correspondientes.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.26.</p>
          </td>
          <td>«Promedio por distancia»: método de promediado aplicado a un mensurando determinado durante un evento de desaceleración en frenado en el que la frecuencia de muestreo es una unidad de la distancia que se calcula que recorre el vehículo entre puntos de muestreo. El valor resultante produce el mismo resultado que la integración entre dos instancias (umbral inicial y umbral final) dividida por la distancia recorrida durante el tiempo transcurrido correspondiente. Durante el ensayo en el dinamómetro, la integración de la distancia se calcula utilizando la diferencia de velocidad de frenado y el tiempo transcurrido.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.27.</p>
          </td>
          <td>«Frecuencia de muestreo»: frecuencia con la que el sistema de automatización toma muestras de diversos parámetros. Representa el número de eventos que se miden en 1 segundo para cada parámetro.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.28.</p>
          </td>
          <td>«Frecuencia de muestreo rápido»: frecuencia de muestreo para el sistema de recogida de datos igual o superior a 250 Hz. La «frecuencia de muestreo rápido» se aplica a los canales del dinamómetro.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.29.</p>
          </td>
          <td>«Frecuencia de muestreo lento»: frecuencia de muestreo para el sistema de recogida de datos igual o superior a 10 Hz.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.1.30.</p>
          </td>
          <td>«Dinamómetro de chasis»: sistema técnico que impone y controla un programa de conducción en un vehículo completo que cumple los requisitos del Reglamento n.o 154 de las Naciones Unidas.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.   Configuración del ensayo</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.1.</p>
          </td>
          <td>«Dinamómetro de frenos»: sistema técnico que impone, controla y registra el trabajo mecánico y eléctrico del freno sometido a ensayo mientras funciona con un procedimiento de ensayo previamente programado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.2.</p>
          </td>
          <td>«Sensor de medición de par»: dispositivo electromecánico que convierte el esfuerzo de torsión aplicado al conjunto de freno en la señal de salida equivalente. El par equivalente se deriva de la desaceleración angular y de la inercia de frenado efectiva.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.3.</p>
          </td>
          <td>«Servocontrolador»: sistema que modula el par de frenado o la presión hidráulica hasta el valor (de consigna) previsto. El servocontrolador también proporciona el algoritmo para controlar la desaplicación del par o la presión de frenado al final de los eventos de desaceleración en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.4.</p>
          </td>
          <td>«Sensor de presión»: en el contexto del anexo 5 del presente Reglamento, un dispositivo electromecánico conectado a la trayectoria del líquido de frenos cerca del sistema de frenado y que proporciona una señal equivalente a la presión de frenado en la esquina de freno correspondiente.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.5.</p>
          </td>
          <td>«Relación par/presión»: valor constante que convierte la presión de frenado en par de frenado de un freno de fricción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.6.</p>
          </td>
          <td>«Relación par/potencia eléctrica»: función de transferencia que convierte la potencia eléctrica medida en par de frenado de un freno de fricción electromecánico.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.7.</p>
          </td>
          <td>«Unidad de acondicionamiento climático»: sistema de manipulación del aire que introduce aire de refrigeración limpio, acondicionado y controlado en el conducto de transporte y la carcasa del freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.8.</p>
          </td>
          <td>«Aire de refrigeración»: aire limpio, acondicionado y controlado suministrado al conjunto de freno por la unidad de acondicionamiento climático a través del conducto, tal como se requiere durante el ensayo y se describe en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.9.</p>
          </td>
          <td>«Temperatura del aire de refrigeración»: temperatura de la corriente de aire de refrigeración medida antes de la carcasa del freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.10.</p>
          </td>
          <td>«Humedad relativa del aire de refrigeración»: cantidad de vapor de agua presente en la corriente de aire de refrigeración, expresada en porcentaje de la cantidad necesaria para la saturación a la misma temperatura. Se mide antes de la carcasa del freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.11.</p>
          </td>
          <td>«Humedad específica del aire de refrigeración»: cantidad de agua, en gramos, presente en un kilogramo de aire seco. Se mide antes de la carcasa del freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.12.</p>
          </td>
          <td>«Velocidad del aire de refrigeración»: velocidad media de la corriente de aire de refrigeración medida en tiempo real en un tramo de conducto recto con una forma y un área de sección transversal constantes.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.13.</p>
          </td>
          <td>«Caudal de aire de refrigeración»: caudal medio de la corriente de aire de refrigeración que se proporciona al conjunto de freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.14.</p>
          </td>
          <td>«Caudal máximo de funcionamiento»: caudal máximo de aire de refrigeración que el sistema puede alcanzar cumpliendo todos los requisitos pertinentes de acondicionamiento y medición del aire de refrigeración definidos en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.15.</p>
          </td>
          <td>«Caudal mínimo de funcionamiento»: caudal mínimo de aire de refrigeración que el sistema puede alcanzar cumpliendo todos los requisitos pertinentes de acondicionamiento y medición del aire de refrigeración definidos en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.16.</p>
          </td>
          <td>«Carcasa del freno»: cámara de diseño aerodinámico que el aire de refrigeración atraviesa entrando por un extremo y saliendo por el otro. Es una cámara hermética que impide que entre aire no tratado y se mezcle con el aire de refrigeración que circula alrededor del conjunto de freno. La carcasa del freno cubre el conjunto de freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.2.17.</p>
          </td>
          <td>«Túnel de muestreo»: conducto rígido que conecta la carcasa del freno con el plano de muestreo. Representa la parte del túnel en la que las partículas del freno emitidas en el interior de la carcasa del freno se desplazan hacia los dispositivos de muestreo y medición.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.3.   Componentes de freno</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.1.</p>
          </td>
          <td>«Freno sometido a ensayo»: el conjunto de freno de fricción y los parámetros asociados del vehículo utilizados por el centro de ensayo para medir las emisiones de partículas suspendidas del freno con arreglo al presente Reglamento. Los parámetros del vehículo incluyen los de la carrocería del vehículo, el grupo motopropulsor y otros sistemas necesarios para calcular el reparto de frenado por fricción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.2.</p>
          </td>
          <td>«Conjunto de freno»: en el caso de los discos de freno, se refiere al juego de discos de freno, las pastillas de freno, la mordaza de freno y componentes asociados (para montar, sujetar y conectar el conjunto de freno al dispositivo de fijación del freno y al dinamómetro) para su aplicación en un vehículo y eje determinado. En el caso de los frenos de tambor, comprende el tambor de freno, las zapatas de freno, el conjunto del contraplato y componentes asociados que se utilizan (para montar, sujetar y conectar el conjunto de freno al dispositivo de fijación del freno y al dinamómetro) para su aplicación en un vehículo y eje determinado. El conjunto de freno se monta sobre un dispositivo de fijación para adaptarse y conectarse al dinamómetro.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.3.</p>
          </td>
          <td>«Freno de servicio»: sistema de frenado (con o sin fricción) que permite al conductor controlar, directa o indirectamente y de manera gradual, la velocidad de un vehículo durante la conducción normal o llevar el vehículo a detenerse (quedar completamente parado).</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.4.</p>
          </td>
          <td>«Freno de fricción pura»: freno de servicio montado en un vehículo que utiliza únicamente la fricción entre un disco o tambor de freno y los materiales de fricción complementarios.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.5.</p>
          </td>
          <td>«Dispositivo de fijación del freno»: dispositivo mecánico o plantilla para montar el conjunto de freno conectando el contrapunto (o superficie no giratoria) al árbol del dinamómetro (giratorio). El lado del contrapunto (o superficie no giratoria) absorbe el par de frenado y las fuerzas tangenciales asociadas. El árbol giratorio transmite la energía cinética de la inercia de ensayo de frenado al conjunto de freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.6.</p>
          </td>
          <td>«Dispositivo de fijación de tipo universal»: dispositivo de fijación de freno cilíndrico y simétrico sin extensiones o protuberancias adicionales distintas de las necesarias para montar el conjunto de freno. El conjunto no incluye el cubo de la rueda.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.7.</p>
          </td>
          <td>«Dispositivo de fijación tipo poste»: dispositivo de fijación del dinamómetro que utiliza tubos y adaptadores redondos y rígidos, en lugar de la mangueta del vehículo, para montar el conjunto de freno. Se acopla un cubo de rueda para completar el conjunto.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.8.</p>
          </td>
          <td>«Mordaza del freno»: dispositivo mecánico que convierte el movimiento del pedal del freno pisado por el conductor en una fuerza de compresión sobre las pastillas de freno para generar el par de frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.9.</p>
          </td>
          <td>«Disco de freno»: dispositivo giratorio y desgastable contra el que la mordaza de freno aplica las pastillas de freno en un conjunto de freno de disco. Este dispositivo actúa como el dispositivo primario de absorción y disipación de calor, a medida que la esquina de freno transforma la energía cinética del vehículo en calor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.10.</p>
          </td>
          <td>«Disco de hierro fundido»: disco de freno de fundición gris con un contenido de carbono de entre el 2,8 y el 4,0 %.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.11.</p>
          </td>
          <td>«Disco recubierto de hierro fundido»: disco de freno fabricado con una base de fundición gris cuyo anillo de fricción está recubierto de un material resistente a la abrasión.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.12.</p>
          </td>
          <td>«Disco carbocerámico»: disco de freno fabricado con una matriz cerámica reforzada con fibra de carbono, con o sin capa de fricción cerámica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.13.</p>
          </td>
          <td>«Pastilla de freno»: dispositivo desgastable que se monta sobre la mordaza del freno, consistente en una placa de presión estructural (metálica) y un elemento de material de fricción. Las pastillas de freno se aplican contra el disco de freno, con lo que se genera una fuerza de fricción retardante y, por tanto, el par de frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.14.</p>
          </td>
          <td>«Tambor de freno»: mecanismo giratorio y desgastable contra el cual el cilindro de freno de la rueda aplica las zapatas de freno en un conjunto de freno de tambor. Este dispositivo actúa como el dispositivo primario de absorción y disipación de calor, a medida que la esquina de freno transforma la energía cinética del vehículo en calor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.15.</p>
          </td>
          <td>«Zapata de freno»: dispositivo desgastable consistente en una zapata metálica estructural arqueada y un material de fricción (adherido o remachado). La zapata de freno se aplica contra el tambor para generar fricción y, por tanto, par de frenado. También se denomina «forro del freno de tambor»</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.16.</p>
          </td>
          <td>«Código de identificación del material de fricción»: código único que incluye, como mínimo, el nombre comercial o la marca registrada del fabricante de la pastilla o la zapata, así como un número de identificación que se refiere exclusivamente a la formulación del material de fricción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.17.</p>
          </td>
          <td>«Código de identificación del disco o tambor»: código único etiquetado por el fabricante para identificar el disco o tambor específico.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.18.</p>
          </td>
          <td>«Piezas de freno originales»: una pastilla de freno original, un conjunto de pastillas de freno originales, un forro de freno de tambor original, un tambor de freno original o un disco de freno original.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.18.1.</p>
          </td>
          <td>«Pastilla de freno original»: tipo de pastilla de freno al que se hace referencia en la documentación de homologación de tipo del vehículo con arreglo a los Reglamentos n.o 13, n.o 13-H o n.o 78 de las Naciones Unidas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.18.2.</p>
          </td>
          <td>«Forro de freno de tambor original»: forro de freno de tambor que se ajusta a los datos adjuntos en la documentación de homologación de tipo del vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.18.3.</p>
          </td>
          <td>«Disco de freno original»: disco de freno cubierto por la homologación de tipo del sistema de frenado del vehículo con arreglo a los Reglamentos n.o 13, n.o 13-H o n.o 78 de las Naciones Unidas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.18.4.</p>
          </td>
          <td>«Tambor de freno original»: tambor de freno cubierto por la homologación de tipo del sistema de frenado del vehículo con arreglo a los Reglamentos n.o 13, n.o 13-H o n.o 78 de las Naciones Unidas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.19.</p>
          </td>
          <td>Reservado</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.</p>
          </td>
          <td>«Piezas de freno de repuesto»: un tipo de conjunto de pastillas de freno de repuesto, un tipo de forro de freno de tambor de repuesto, un tambor de freno de repuesto o un disco de freno de repuesto.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.1.</p>
          </td>
          <td>«Pastilla de freno de repuesto original»: una pastilla de freno original destinada al mantenimiento del vehículo y que lleva un código de identificación colocado de manera que sea indeleble y claramente legible.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.2.</p>
          </td>
          <td>Reservado</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.3.</p>
          </td>
          <td>«Forro de freno de tambor de repuesto original»: forro de tambor de freno original destinado al mantenimiento del vehículo y que lleva un código de identificación colocado de manera que sea indeleble y claramente legible.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.4.</p>
          </td>
          <td>Reservado</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.5.</p>
          </td>
          <td>«Disco de freno de repuesto original»: disco de freno original destinado al mantenimiento del vehículo y que lleva un código de identificación colocado de manera que sea indeleble y claramente legible.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.6.</p>
          </td>
          <td>Reservado</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.7.</p>
          </td>
          <td>«Tambor de freno de repuesto original»: tambor de freno original destinado al mantenimiento del vehículo y que lleva un código de identificación colocado de manera que sea indeleble y claramente legible.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.8.</p>
          </td>
          <td>Reservado</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.20.9.</p>
          </td>
          <td>«Código de identificación»: identifica los discos o tambores de freno cubiertos por la homologación del sistema de frenado con arreglo a los Reglamentos n.o 13 y n.o 13-H de las Naciones Unidas. Contiene, como mínimo, el nombre comercial o la marca registrada del fabricante y un número de identificación.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.21.</p>
          </td>
          <td>«Sistemas de filtrado pasivo de frenos»: las piezas que se montan adicionalmente al sistema de frenado de base para recoger las partículas de polvo generadas por la fricción entre el disco y las pastillas de freno. No se requiere energía adicional durante el uso del sistema de filtrado de frenos.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.22.</p>
          </td>
          <td>«Sistemas de filtrado activo de frenos»: componentes conectados al sistema de frenado de base para recoger las partículas de polvo generadas por la fricción entre el disco y las pastillas de freno. Se requiere energía adicional durante el uso del sistema de filtrado de frenos en el interior del vehículo y en el dinamómetro.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.23.</p>
          </td>
          <td>«Alabeo del freno»: desplazamiento lateral total de un punto situado a 10 mm radialmente hacia el exterior de la línea media de la superficie de frenado exterior del disco de freno, o desplazamiento radial total de un punto situado en la línea media de la superficie de rozamiento interior del tambor de freno durante una revolución completa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.24.</p>
          </td>
          <td>«Holgura de funcionamiento»: distancia axial entre la superficie de frenado del disco y la pastilla de freno durante una revolución completa con el freno sin aplicar. En el caso de los frenos de tambor, es la distancia radial entre el diámetro interior del tambor y la zapata de freno.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.25.</p>
          </td>
          <td>«Par de resistencia aerodinámica de frenado»: par residual o resistencia a la rotación que permanece en un sistema de frenado después de que el freno haya sido desaplicado o desembragado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.26.</p>
          </td>
          <td>«Par medido de resistencia aerodinámica de frenado»: promedio por tiempo del par de resistencia aerodinámica de frenado determinado aplicando el método de medición definido en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.27.</p>
          </td>
          <td>«Formulación del material de un disco o tambor»: producto de la composición química, la microestructura y las propiedades mecánicas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.3.28.</p>
          </td>
          <td>«Formulación del material de un forro o pastilla de freno»: producto de una mezcla específica de materiales y procesos que, en conjunto, determinan las características de un forro de freno.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.4.   Ciclo de frenado WLTP</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.1.</p>
          </td>
          <td>«Ciclo de conducción»: una serie de puntos de datos que representan la velocidad de un vehículo en relación con el tiempo. El ciclo de conducción consta de trayectos individuales y cada trayecto consta de una serie de eventos separados y consecutivos. Estos eventos incluyen la pausa de frenado, la aceleración en frenado, la velocidad de crucero en frenado, y la desaceleración en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.2.</p>
          </td>
          <td>«Ciclo de frenado WLTP»: ciclo de conducción derivado de la actividad del vehículo de la base de datos Worldwide Harmonised Light Vehicle Test Procedure con una duración total de 15 826 segundos más los tramos de refrigeración entre trayectos. El ciclo comprende 10 trayectos y 303 eventos de desaceleración en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.3.</p>
          </td>
          <td>«Ensayo de emisiones de los frenos»: ensayo dividido en tres tramos (ajuste del aire de refrigeración, asentamiento de los frenos y medición de emisiones de los frenos) para caracterizar las emisiones de partículas suspendidas del freno sometido a ensayo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.4.</p>
          </td>
          <td>«Ajuste del aire de refrigeración»: tramo del ensayo en el que se sigue un procedimiento con el freno sometido a ensayo para definir el caudal de aire de refrigeración entrante adecuado para los tramos de asentamiento y medición de emisiones. También se denomina «tramo de ajuste de la refrigeración».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.5.</p>
          </td>
          <td>«Asentamiento del freno»: tramo del ensayo con una secuencia de eventos de frenado para desarrollar un freno con estabilidad en la capa de transferencia, la eficacia del freno y el comportamiento de las emisiones de los frenos antes de ejecutar el tramo de medición de emisiones de los frenos. También se denomina «procedimiento de asentamiento» o «tramo de asentamiento».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.6.</p>
          </td>
          <td>«Medición de las emisiones de los frenos»: el tramo del ensayo de emisiones de los frenos en el que se muestrean y miden las emisiones de PM y PN. También se denomina «tramo de medición de emisiones».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.7.</p>
          </td>
          <td>«Evento de aceleración en frenado»: período medible durante el cual la velocidad lineal aumenta hasta un valor preestablecido a un ritmo conocido. Este evento siempre precede a un evento de velocidad de crucero en frenado o de desaceleración en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.8.</p>
          </td>
          <td>«Evento de velocidad de crucero en frenado»: período medible durante el cual la velocidad lineal (distinta de cero) es constante.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.9.</p>
          </td>
          <td>«Evento de pausa de frenado»: pausa de frenado medible y previsible a velocidad cero durante el ciclo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.10.</p>
          </td>
          <td>«Evento de desaceleración nominal en frenado»: período medible durante el cual la velocidad lineal nominal disminuye a un ritmo conocido hasta alcanzar una velocidad predeterminada de desaplicación del freno durante el ciclo. El evento de desaceleración nominal se detecta utilizando la señal de velocidad lineal nominal rápida conforme al apartado 9.4.3, letra h), del anexo 4.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.11.</p>
          </td>
          <td>«Evento de desaceleración real en frenado»: período medible durante el cual la velocidad lineal disminuye a un ritmo conocido hasta alcanzar una velocidad predeterminada de desaplicación del freno durante el ciclo. El evento de desaceleración real en frenado se detecta utilizando la señal de par real rápido conforme al apartado 13.1 del anexo 4.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.12.</p>
          </td>
          <td>«Tasa de desaceleración»: tasa total de reducción de la velocidad lineal del vehículo inducida por la aplicación del freno de servicio, la resistencia al avance en carretera y el par sin fricción de la máquina eléctrica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.13.</p>
          </td>
          <td>«Frenado hasta parada»: término genérico que denota un evento de desaceleración en frenado que lleva el vehículo a detenerse hasta quedar completamente parado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.14.</p>
          </td>
          <td>«Frenazo de asentamiento»: término genérico utilizado para denotar un evento de desaceleración en frenado que reduce la velocidad del vehículo a un nivel distinto de cero.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.15.</p>
          </td>
          <td>«Tramo de estabilización»: tramo intermedio entre trayectos en el que el freno gira a baja velocidad (aproximadamente a cinco o menos revoluciones por minuto) esperando a enfriarse y que su temperatura inicial alcance el nivel predefinido para comenzar el trayecto del ciclo siguiente.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.16.</p>
          </td>
          <td>«Velocidad inicial real»: la velocidad del vehículo al inicio efectivo de un evento de desaceleración en frenado. Se determina durante la evaluación de los datos promediando el valor de velocidad lineal real rápida de 1,0 s a 0,5 s antes de que comience el evento de desaceleración real en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.17.</p>
          </td>
          <td>«Velocidad de desaplicación real del freno»: velocidad del vehículo en el momento en el que termina efectivamente un evento de desaceleración en frenado. Se determina durante la evaluación de los datos promediando el valor de velocidad lineal real rápida de 0,5 s a 1,0 s una vez finalizado el evento de desaceleración real en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.18.</p>
          </td>
          <td>«Velocidad lineal nominal»: velocidad buscada (o preestablecida) del vehículo en el momento i conforme al ciclo de frenado WLTP.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.19.</p>
          </td>
          <td>«Velocidad lineal real»: velocidad lineal del vehículo en el momento i durante la ejecución del ciclo de ensayo. También se denomina «velocidad medida».</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.20.</p>
          </td>
          <td>«Velocidad del vehículo preestablecida»: valor de consigna de la velocidad del vehículo en un momento determinado del ensayo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.21.</p>
          </td>
          <td>«Incumplimiento de velocidad»: cualquier circunstancia en que la curva de velocidad real del dinamómetro supera las tolerancias de la curva de velocidad prescritas en el presente Reglamento durante el ciclo de frenado WLTP.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.22.</p>
          </td>
          <td>«Temperatura inicial del freno»: temperatura media interna del disco o tambor de freno al inicio de un evento de frenado determinado durante el ciclo de frenado WLTP. Se determina durante la evaluación de los datos promediando el valor de temperatura real del freno de 1,0 s a 0,5 s antes de que comience el evento de desaceleración real en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.23.</p>
          </td>
          <td>«Temperatura final del freno»: temperatura media interna del disco o tambor de freno al final de un evento de frenado determinado durante el ciclo de frenado WLTP. Se determina durante la evaluación de los datos promediando el valor real de temperatura del freno de 0,5 s a 1,0 s una vez finalizado el evento de desaceleración real en frenado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.24.</p>
          </td>
          <td>«Temperatura media del freno»: promedio de temperatura con resolución temporal del disco o tambor de freno durante un período predeterminado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.4.25.</p>
          </td>
          <td>«Temperatura máxima del freno»: la temperatura más alta del disco o tambor de freno medida durante un evento de frenado determinado. Se determina durante la evaluación de los datos como el valor máximo de temperatura real del freno durante un determinado evento de desaceleración real en frenado.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.5.   Medición de PM y PN</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.1.</p>
          </td>
          <td>Se distingue convencionalmente entre «partícula suspendida», es decir, la materia caracterizada (medida) en la fase aérea, y «partícula depositada», es decir, la materia sedimentada.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.2.</p>
          </td>
          <td>«Emisiones en número de partículas suspendidas (PN)»: número de partículas suspendidas que emite el freno sometido a ensayo, cuantificado conforme a los métodos de dilución, muestreo y medición que se especifican en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.3.</p>
          </td>
          <td>Reservado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.4.</p>
          </td>
          <td>Reservado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.5.</p>
          </td>
          <td>«Emisiones en número de partículas suspendidas sólidas»: número de partículas suspendidas sólidas emitidas por el freno sometido a ensayo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.6.</p>
          </td>
          <td>«SPN10»: número de partículas suspendidas sólidas con un tamaño nominal de aproximadamente 10 nm de diámetro de movilidad eléctrica, o mayor, que emite el freno sometido a ensayo y cuantificado de acuerdo con los métodos de dilución, muestreo y medición que se especifican en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.7.</p>
          </td>
          <td>«Emisiones de partículas depositadas» (PM): masa de cualquier partícula del freno sometido a ensayo cuantificada conforme a los métodos de dilución, muestreo y medición que se especifican en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.8.</p>
          </td>
          <td>«Emisiones de PM2,5»: PM con un diámetro aerodinámico de aproximadamente 2,5 μm o menor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.9.</p>
          </td>
          <td>«Emisiones de PM10»: PM con un diámetro aerodinámico de aproximadamente 10 μm o menor.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.10.</p>
          </td>
          <td>«Plano de muestreo»: el plano fijo (perpendicular al eje del túnel de muestreo) en el que se encuentran las entradas de las toberas de muestreo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.11.</p>
          </td>
          <td>«Sonda de muestreo»: tubo de acero inoxidable de pared delgada diseñado para extraer y transferir una porción representativa de aerosol del túnel de muestreo al sistema de medición.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.12.</p>
          </td>
          <td>«Tobera de muestreo»: cilindro de acero inoxidable de pared delgada con una boquilla tipo cuchilla que se monta en la entrada de una sonda de muestreo y tiene por objeto extraer aerosol isocinético del túnel de muestreo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.13.</p>
          </td>
          <td>«Boquilla de muestreo»: sección transversal anterior de la tobera de muestreo por la que entra aerosol en la tobera.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.14.</p>
          </td>
          <td>«Sistema de muestreo de PM»: serie de elementos por los que se desplaza el aerosol después de entrar en la boquilla de muestreo. Incluye —en la dirección del flujo— la tobera de muestreo de PM, la sonda de muestreo de PM, el separador de PM, el conducto de muestreo de PM y el portafiltros.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.15.</p>
          </td>
          <td>«Separador de PM»: dispositivo que separa del aerosol la parte de PM pertinente con arreglo a las especificaciones del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.16.</p>
          </td>
          <td>«Eficiencia de separación»: relación entre las partículas eliminadas por el separador y las partículas totales que entran en el separador con un diámetro aerodinámico determinado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.17.</p>
          </td>
          <td>«Conducto de muestreo de PM»: tubos rígidos o flexibles que conectan la salida del separador de PM a la entrada del portafiltros.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.18.</p>
          </td>
          <td>«Portafiltros»: dispositivo que permite la recogida de PM en filtros de conformidad con las especificaciones establecidas en el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.19.</p>
          </td>
          <td>«Sistema de muestreo de PN»: serie de elementos por los que se desplaza el aerosol después de entrar en la boquilla de muestreo. Incluye —en la dirección del flujo— la tobera de muestreo de PN, la sonda de muestreo de PN, el preclasificador de PN, el tubo de transferencia de partículas suspendidas, el separador de flujo (si procede) y el sistema de medición de PN.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.20.</p>
          </td>
          <td>«Tubo de transferencia de partículas suspendidas»: tubo flexible que conecta la salida de la sonda de muestreo de PN a la entrada del preclasificador de PN. Cuando el preclasificador de PN está conectado directamente a la salida de la sonda de muestreo de PN, el tubo de transferencia de partículas suspendidas es el tubo flexible que conecta la salida del preclasificador de PN a la entrada del sistema de medición de PN.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.21.</p>
          </td>
          <td>«Sistema de medición de PN»: sistema que permite determinar las concentraciones en número de partículas suspendidas con arreglo al presente Reglamento. Incluye el sistema de acondicionamiento de la muestra, los conductos de transferencia interna de PN y el contador del número de partículas suspendidas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.22.</p>
          </td>
          <td>«Sistema de acondicionamiento de muestras»: las partes de los sistemas de medición de PN que diluyen y acondicionan el aerosol que debe pasar por el contador del número de partículas suspendidas para determinar el SPN10.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.23.</p>
          </td>
          <td>«Contador del número de partículas suspendidas»: dispositivo para determinar la concentración del número de partículas suspendidas conforme a las especificaciones del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.24.</p>
          </td>
          <td>«Condiciones estándar»: presión igual a 101,325 kPa y temperatura correspondiente a 273,15 K.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.25.</p>
          </td>
          <td>«Relación isocinética»: relación entre la velocidad del aire en la tobera de muestreo de PM o PN y la velocidad del aire en el túnel de muestreo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.5.26.</p>
          </td>
          <td>«Emisiones de fondo»: medición de las concentraciones en número de partículas suspendidas utilizando la misma instrumentación que para el ensayo de emisiones cuando el sistema de acondicionamiento ambiental y el aire de refrigeración del dinamómetro circulan en las condiciones del ensayo, sin aplicaciones ni rotaciones del freno que puedan influir en el resultado.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.6.   Sistema de ensayo</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.1.</p>
          </td>
          <td>«Calibración»: proceso de establecimiento de la respuesta de un sistema de medición de manera que el resultado concuerde con un valor de referencia.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.2.</p>
          </td>
          <td>«Operación de mantenimiento importante»: operación de ajuste, reparación o sustitución de un componente o módulo que pueda afectar a la exactitud de una medición.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.3.</p>
          </td>
          <td>«Valor de referencia»: valor relacionable con un patrón nacional o internacional.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.4.</p>
          </td>
          <td>«Valor de consigna»: valor que un sistema de control pretende alcanzar.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.5.</p>
          </td>
          <td>«Verificación»: acción de evaluar si los resultados de un sistema de medición concuerdan o no con los valores de referencia aplicados dentro de uno o más umbrales de aceptación predeterminados.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.6.</p>
          </td>
          <td>«Tiempo de respuesta»: tiempo transcurrido desde el cambio del componente que debe medirse en el punto de referencia y una respuesta del sistema de medición del 90 % del valor final leído (t90), definiéndose la entrada de la tobera de muestreo como el punto de referencia, de modo que el cambio del componente medido corresponde como mínimo al 60 % del fondo de escala (FS) y se produce en menos de 0,1 segundos. El tiempo de respuesta se compone del tiempo de retraso del sistema y el tiempo de subida del sistema.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.7.</p>
          </td>
          <td>«Tiempo de caída»: tiempo transcurrido entre t90 y t10, en el que el cambio del componente medido en el punto de referencia cae del 90 al 10 % del valor medido inicial, si el cambio de la señal preestablecida se produce en menos de 0,1 segundos.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.8.</p>
          </td>
          <td>«Desviación»: cambio de la señal medida durante un período de tiempo definido para un valor de consigna específico debido a influencias como la temperatura, la presión, la tensión eléctrica, la corriente eléctrica, etcétera.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.9.</p>
          </td>
          <td>«Exactitud»: diferencia entre un valor medido y un valor de referencia, relacionable con un patrón nacional e indicativa de que un resultado es correcto.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.6.10.</p>
          </td>
          <td>«Precisión»: grado en que varias mediciones repetidas en condiciones idénticas arrojan los mismos resultados. En el presente Reglamento, la precisión se refiere siempre a una desviación típica.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.7.   Frenado sin fricción</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.1.</p>
          </td>
          <td>«Frenado por fricción»: en el contexto del presente Reglamento, desaceleración del vehículo utilizando el sistema de frenado por fricción en el que las fuerzas de frenado se generan por fricción entre dos partes del vehículo que se mueven una con respecto a otra.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.2.</p>
          </td>
          <td>«Frenado sin fricción»: en el contexto del presente Reglamento, desaceleración del vehículo también por diferentes medios técnicos sin utilizar únicamente el sistema de frenado por fricción, por ejemplo, el frenado de recuperación. Se aplica a los vehículos eléctricos puros y a los vehículos eléctricos híbridos con una tensión nominal del SAEER de tracción superior a 12 V.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.3.</p>
          </td>
          <td>«Frenado por fricción pura»: en el contexto del presente Reglamento, desaceleración del vehículo utilizando únicamente un sistema de frenado que funciona totalmente por fricción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.4.</p>
          </td>
          <td>«Máquina eléctrica»: convertidor de energía que transforma la energía eléctrica en energía mecánica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.5.</p>
          </td>
          <td>«Categoría de convertidor de la energía de propulsión»: i) un motor de combustión interna o ii) una máquina eléctrica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.6.</p>
          </td>
          <td>«Vehículo eléctrico híbrido» (VEH): vehículo híbrido en el que uno de los convertidores de la energía de propulsión es una máquina eléctrica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.7.</p>
          </td>
          <td>«Vehículo híbrido»: vehículo equipado con un grupo motopropulsor que contiene como mínimo dos categorías diferentes de convertidores de la energía de propulsión y como mínimo dos categorías diferentes de sistemas de almacenamiento de la energía de propulsión.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.8.</p>
          </td>
          <td>«Vehículo eléctrico híbrido sin carga exterior» (VEH-SCE): vehículo eléctrico híbrido que no puede cargarse desde una fuente externa. En el presente Reglamento, los VEH-SCE se clasifican en las categorías «VEH-SCE Categoría 0», «VEH-SCE Categoría 1» y «VEH-SCE Categoría 2» en función de la tensión nominal del SAEER de tracción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.8.1.</p>
          </td>
          <td>«Vehículo eléctrico híbrido sin carga exterior, categoría 0 (VEH-SCE Cat. 0)»: vehículo eléctrico híbrido que incorpora un SAEER de tracción con una tensión nominal superior a 12 V e inferior o igual a 20 V que no puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.8.2.</p>
          </td>
          <td>«Vehículo eléctrico híbrido sin carga exterior, categoría 1 (VEH-SCE Cat. 1)»: vehículo eléctrico híbrido que incorpora un SAEER de tracción con una tensión nominal superior a 20 V e inferior o igual a 60 V que no puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.8.3.</p>
          </td>
          <td>«Vehículo eléctrico híbrido sin carga exterior, categoría 2 (VEH-SCE Cat. 2)»: vehículo eléctrico híbrido que incorpora un SAEER de tracción con una tensión nominal superior a 60 V que no puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.9.</p>
          </td>
          <td>«Vehículo eléctrico híbrido con carga exterior» (VEH-CCE): vehículo eléctrico híbrido que puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.10.</p>
          </td>
          <td>«Vehículo eléctrico puro» (VEP): vehículo equipado con un grupo motopropulsor que contiene exclusivamente máquinas eléctricas como convertidores de la energía de propulsión y exclusivamente sistemas de acumulación de energía eléctrica recargables como sistemas de almacenamiento de la energía de propulsión.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.</p>
          </td>
          <td>«Pila de combustible»: convertidor de energía que transforma la energía química (entrada) en energía eléctrica (salida), o viceversa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.1.</p>
          </td>
          <td>«Vehículo con pila de combustible» (VPC): vehículo equipado con un grupo motopropulsor que contiene exclusivamente una o varias pilas de combustible y una o varias máquinas eléctricas como convertidores de la energía de propulsión.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.2.</p>
          </td>
          <td>«Vehículo híbrido con pila de combustible» (VHPC): VPC equipado con un grupo motopropulsor que contiene por lo menos un sistema de almacenamiento de combustible y por lo menos un sistema de acumulación de energía eléctrica recargable como sistemas de almacenamiento de la energía de propulsión.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.3.</p>
          </td>
          <td>«Vehículo eléctrico híbrido con pila de combustible sin carga exterior» (VHPC-SCE): vehículo eléctrico híbrido con pila de combustible que no puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.4.</p>
          </td>
          <td>«Vehículo eléctrico híbrido con pila de combustible con carga exterior» (VHPC-CCE): vehículo eléctrico híbrido con pila de combustible que puede cargarse desde una fuente externa.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="8%"/>
        <col width="88%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.11.5.</p>
          </td>
          <td>«Vehículo eléctrico con pila de combustible» (VEPC): vehículo que utiliza un sistema de propulsión similar al de los vehículos eléctricos en el que la energía almacenada en forma de hidrógeno es convertida en electricidad por la pila de combustible.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.12.</p>
          </td>
          <td>«Vehículo ICE puro»: vehículo en el que todos los convertidores de la energía de propulsión son motores de combustión interna.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.13.</p>
          </td>
          <td>«Sistema de acumulación de energía eléctrica recargable (SAEER)»: el sistema de acumulación de energía eléctrica recargable que suministra energía eléctrica para la propulsión eléctrica.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.14.</p>
          </td>
          <td>«Vehículo de origen de la familia de emisiones por esquina de freno»: configuración con el producto más elevado de WLn*c de todos los vehículos que utilizan la familia de emisiones de una esquina de freno específica (eje delantero o trasero), según se define en el apartado 7.2 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.15.</p>
          </td>
          <td>«Coeficiente de reparto de frenado por fricción»: relación entre la energía total absorbida por el sistema de frenado por fricción pura durante un ciclo de conducción y la variación de energía cinética total del vehículo durante los eventos de frenado (excluida la resistencia al avance en carretera) durante el mismo ciclo de conducción.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.16.</p>
          </td>
          <td>«Tipo de electrificación del vehículo»: en el contexto del presente Reglamento, define la separación de los vehículos ligeros sobre la base de su concepto y arquitectura de electrificación.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.17.</p>
          </td>
          <td>«Modelo de vehículo»: en el contexto del presente Reglamento, el nombre o nombres comerciales del vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.18.</p>
          </td>
          <td>«Modo seleccionable por el conductor»: en el contexto del presente Reglamento, una condición diferenciada seleccionable por el conductor que puede afectar a la capacidad de frenado sin fricción de un vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.19.</p>
          </td>
          <td>«Función de frenado que aumenta las emisiones»: en el contexto del presente Reglamento, una función que aumenta el nivel de emisiones de los frenos que se activa para un fin específico y en respuesta a un conjunto específico de condiciones ambientales o de funcionamiento, y que solo permanece operativa mientras existan dichas condiciones y no estén sustancialmente incluidas en los ensayos de homologación de tipo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.7.20.</p>
          </td>
          <td>«Familia de interpolación (IP)»: en el contexto del presente Reglamento, tiene el mismo significado que la familia de interpolación definida en el Reglamento n.o 154 de las Naciones Unidas.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.   Solicitud de homologación</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">4.1.</p>
          </td>
          <td>La solicitud de homologación de un tipo de vehículo con respecto a los requisitos del presente Reglamento será presentada por el fabricante del vehículo o por su representante autorizado, que es cualquier persona física o jurídica debidamente designada por el fabricante para que le represente ante la autoridad de homologación y actúe en su nombre en los asuntos regulados por el presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">4.1.1.</p>
          </td>
          <td>La solicitud a que se refiere el apartado 4.1 se elaborará de conformidad con el modelo de ficha de características que figura en el anexo 1 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">4.2.</p>
          </td>
          <td>Se facilitará al servicio técnico encargado de llevar a cabo los ensayos de homologación un número adecuado de juegos de componentes de freno representativos del tipo de vehículo cuya homologación se solicite.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">4.3.</p>
          </td>
          <td>Los cambios en la fabricación de un sistema, componente o unidad técnica independiente que tengan lugar después de una homologación de tipo no invalidarán automáticamente dicha homologación, a menos que se modifiquen sus características o parámetros técnicos originales de tal manera que las emisiones de los frenos del vehículo resulten negativamente afectadas.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">4.4.</p>
          </td>
          <td>Requisitos de documentación de las funciones de frenado
			<p class="parrafo">El fabricante deberá, como mínimo, facilitar a la autoridad de homologación de tipo una visión general de todas las funciones de frenado que aumenten las emisiones y que:</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">influyan en el comportamiento de recuperación individual con incidencia en las emisiones de los frenos; y/o</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">requieran la aplicación activa de los elementos de fricción complementarios; y/o</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">c)</p></td><td><p class="parrafo">influyan en el nivel de las emisiones de los frenos a través de un dispositivo de control de emisiones (por ejemplo, un filtro de emisiones de los frenos).</p></td></tr></tbody></table>

			<p class="parrafo">El fabricante también podrá incluir una descripción de funciones de frenado distintas de las especificadas anteriormente (por ejemplo, funciones que reduzcan las emisiones de los frenos).</p>

			<p class="parrafo">La autoridad de homologación de tipo podrá solicitar al fabricante que facilite más información sobre las funciones de frenado específicas incluidas en la documentación.</p>

			<p class="parrafo">El fabricante y la autoridad de homologación de tipo acordarán un formato para facilitar la información especificada en el presente apartado.</p>

			<p class="parrafo">La documentación facilitada por el fabricante será aprobada por la autoridad de homologación de tipo como requisito previo para conceder la homologación de tipo con arreglo al presente Reglamento.</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">5.   Homologación</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.1.</p>
          </td>
          <td>Si el tipo de vehículo presentado para su homologación cumple todos los requisitos pertinentes del presente Reglamento, según se define en el apartado 7, en el anexo 4 y en el anexo 5 si procede, se concederá la homologación de dicho tipo de vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.2.</p>
          </td>
          <td>Se asignará un número de homologación a cada tipo homologado.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.2.1.</p>
          </td>
          <td>El número de homologación de tipo constará de cuatro secciones. Cada sección irá separada por el carácter «*».
			<table class="sinbordes" width="100%"><colgroup><col width="54%"/><col width="46%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Sección 1:</p></td><td class="oj-table"><p class="parrafo">la letra «E» mayúscula, seguida del número que identifica a la Parte contratante que ha concedido la homologación de tipo.</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Sección 2:</p></td><td class="oj-table"><p class="parrafo">El número del presente Reglamento de las Naciones Unidas, seguido de la letra mayúscula «R» y de:</p></td></tr><tr class="oj-table"><td class="oj-table"><table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">dos dígitos (con ceros delante según proceda) que indican la serie de enmiendas que incorpora las disposiciones técnicas del Reglamento de las Naciones Unidas aplicada a la homologación (00 para el Reglamento de las Naciones Unidas en su forma original);</p></td></tr></tbody></table><table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">una barra inclinada (/) y dos dígitos (con ceros delante, según proceda) que indican el número de suplementos de la serie de enmiendas aplicada a la homologación (00 para la serie de enmiendas en su forma original).</p></td></tr></tbody></table></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Sección 3:</p></td><td class="oj-table"><p class="parrafo">Una secuencia numérica de cuatro dígitos (con ceros delante, según proceda). El número 0001 iniciará la secuencia.</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Sección 4:</p></td><td class="oj-table"><p class="parrafo">Una secuencia numérica de dos dígitos (con ceros delante si procede) que indica la extensión. El número 00 iniciará la secuencia.</p></td></tr></tbody></table>

			<p class="parrafo">Todos los dígitos serán arábigos.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.2.2.</p>
          </td>
          <td>Ejemplo de un número de homologación con arreglo al presente Reglamento:
			<p class="parrafo">E1*179R01/00*0123*01</p>
			<p class="parrafo">Primera extensión de la homologación, con el número 0123, expedida por Alemania para la serie de enmiendas 01.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.2.3.</p>
          </td>
          <td>La misma Parte contratante no asignará el mismo número a otro tipo de vehículo.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">5.3.</p>
          </td>
          <td>La concesión, extensión o denegación de la homologación de un tipo de vehículo con arreglo al presente Reglamento se comunicará a las Partes contratantes del Acuerdo de 1958 que apliquen dicho Reglamento por medio de un formulario que se ajuste al modelo que figura en su anexo 2.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">6.   Marcado</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.1.</p>
          </td>
          <td>En cada vehículo que se ajuste al tipo homologado con arreglo al presente Reglamento se colocará, de manera visible y en un lugar de fácil acceso especificado en el formulario de homologación, una marca internacional de homologación compuesta por:</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.1.1.</p>
          </td>
          <td>La letra mayúscula «E» dentro de un círculo, seguida del número que identifica al país que ha concedido la homologación (1).</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.1.2.</p>
          </td>
          <td>El número del presente Reglamento, seguido de la letra «R», un guion y el número de homologación a la derecha del círculo descrito en el apartado 6.1.1.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.2.</p>
          </td>
          <td>Si el vehículo es conforme a un tipo de vehículo homologado de acuerdo con uno o varios Reglamentos anejos al Acuerdo de 1958 en el país que ha concedido la homologación con arreglo al presente Reglamento, no será necesario repetir el símbolo prescrito en los apartados 6.1.1 y 6.4.1; en ese 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 exigido en el apartado 6.1.1.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.3.</p>
          </td>
          <td>La marca de homologación será claramente legible e indeleble.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.4.</p>
          </td>
          <td>La marca de homologación se colocará en la placa de datos del vehículo o cerca de esta.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">6.4.1.</p>
          </td>
          <td>En el anexo 3 del presente Reglamento se ofrecen ejemplos de disposición de la marca de homologación.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.   Requisitos generales</p>
    <p class="parrafo">A cada una de las familias que se definen a continuación se le atribuirá un identificador único conforme al siguiente formato:</p>
    <p class="parrafo">FT-nnnnnnnnnnnnnnn-WMI</p>
    <p class="parrafo">donde:</p>
    <p class="parrafo">FT es el identificador del tipo de familia:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">FA = familia de emisiones por esquina de freno del eje delantero definida en el apartado 7.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">RA = familia de emisiones por esquina de freno del eje trasero definida en el apartado 7.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">nnnnnnnnnnnnnnn es una cadena con un máximo de quince caracteres, que solo pueden ser números del 0 al 9 y letras de la A a la Z, así como el guion bajo «_».</p>
    <p class="parrafo">WMI (identificador mundial de fabricantes, por sus siglas en inglés) es un código que identifica de manera única al fabricante y que se define en la norma ISO 3780:2009.</p>
    <p class="parrafo">Corresponde al poseedor del WMI garantizar que la combinación de la cadena nnnnnnnnnnnnnnn y el WMI sea exclusiva de la familia y que la cadena nnnnnnnnnnnnnnn sea única dentro de dicho WMI para los ensayos realizados con el fin de obtener la homologación.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.1.</p>
          </td>
          <td>Requisitos de conformidad
			<p class="parrafo">La conformidad de un tipo de vehículo se evaluará con respecto a los límites de emisiones que figuran en el cuadro 3.</p>
			<p class="parrafo">La conformidad se demostrará mediante ensayos de los vehículos de origen de las familias de emisiones por esquina de freno de los ejes delantero y trasero con arreglo al apartado 8 y a los apartados 7 a 14 del anexo 4.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.1.1.</p>
          </td>
          <td>Criterios de tipo de vehículo
			<p class="parrafo">Solo los vehículos que tengan la misma combinación de familias de emisiones por esquina de freno en los ejes delantero y trasero podrán formar parte del mismo tipo de vehículo. Se diferenciará la asignación exacta a los ejes del vehículo, por ejemplo, los vehículos con freno delantero A y freno trasero B y los vehículos con freno delantero B y freno trasero A formarán parte de diferentes tipos de vehículos.</p>
			<p class="parrafo">Los resultados de las mediciones de las distintas familias de emisiones por esquina de freno podrán utilizarse para varias combinaciones de esquinas delanteras y traseras; por ejemplo, podrá utilizarse un resultado de ensayo del freno delantero A en combinación con los frenos traseros B y C para los tipos de vehículos AB y AC, respectivamente.</p>
			<p class="parrafo">Los vehículos de diferentes tipos de electrificación entre los enumerados en el cuadro 4 podrán formar parte del mismo tipo de vehículo, independientemente de si se les asigna un factor fijo del cuadro 4 o un factor medido de conformidad con el anexo 5.</p>
			<p class="parrafo">En el caso de los vehículos del mismo tipo definidos en el apartado 3.0, las emisiones de los frenos se calcularán con arreglo a la ecuación 7.1.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.1.2.</p>
          </td>
          <td>Se considera que un tipo de vehículo cumple el presente Reglamento si, para cada tipo de electrificación y familia de interpolación, las emisiones calculadas con arreglo al apartado 7.1.3 para el vehículo con la masa de ensayo más elevada cumplen los límites del cuadro 3, tal como se representa en el gráfico 1a.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico 1a</p>
    <p class="parrafo">Representación esquemática de la selección de la configuración del vehículo para la demostración de la conformidad del tipo de vehículo</p>
    <p class="parrafo"> </p>
    <p>
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" width="523.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Cuadro 3</p>
    <p class="parrafo">Límites de emisiones de partículas suspendidas de los frenos en el ciclo de conducción estándar, por categoría de vehículo y tecnología del grupo motopropulsor</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="24%"/>
        <col width="20%"/>
        <col width="13%"/>
        <col width="13%"/>
        <col width="15%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Límites de emisiones por vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículos de las categorías M1 y N1, excepto N1 clase III</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tecnología del grupo motopropulsor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEH-CCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEH-SCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VPC/VHPC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo ICE puro</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Emisiones de partículas depositadas de los frenos (PM10) [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Emisiones de partículas suspendidas de los frenos (SPN10) [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Aún sin especificar</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Límites de emisiones por vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículos de las categorías N1 clase III y N2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tecnología del grupo motopropulsor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEH-CCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VEH-SCE</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">VPC/VHPC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo ICE puro</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Emisiones de partículas depositadas de los frenos (PM10) [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Emisiones de partículas suspendidas de los frenos (SPN10) [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Aún sin especificar</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.1.3.</p>
          </td>
          <td>Emisiones de los frenos del vehículo completo
			<p class="parrafo">Las emisiones de los frenos de un vehículo completo concreto se calcularán con arreglo a la ecuación 7.1, en la que las emisiones de PM10, PM2,5 y SPN10 de los ejes y esquinas de freno respectivos se consideran el producto del factor de emisiones de referencia FEref por el coeficiente de frenado por fricción c definido en las ecuaciones 12.9, 12.10 y 12.14 del anexo 4.</p>
			<table class="sinbordes" width="100%"><colgroup><col width="80%"/><col width="20%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="295.2"/><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">(Ecuación 7.1)</p></td></tr></tbody></table>

			<p class="parrafo">donde:</p>

			<table class="sinbordes" width="100%"><colgroup><col width="20%"/><col width="80%"/></colgroup><tbody><tr><td><p class="parrafo">Emisión veh</p></td><td><p class="parrafo">es el valor de las emisiones de los frenos del vehículo completo concreto, resultante de los factores de emisión de las esquinas de los ejes delantero y trasero, en mg/km o #/km;</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="80%"/><col width="20%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="59.4" 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" width="297.90000000000003"/><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">(Ecuación 7.2)</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="59.4" 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" width="303.3"/><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">(Ecuación 7.3)</p></td></tr></tbody></table>

			<p class="parrafo">donde:</p>

			<table class="sinbordes" width="100%"><colgroup><col width="20%"/><col width="80%"/></colgroup><tbody><tr><td><p class="parrafo">FE FA</p></td><td><p class="parrafo">es el factor de emisión del eje delantero del vehículo concreto, en mg/km o #/km;</p></td></tr><tr><td><p class="parrafo">FE RA</p></td><td><p class="parrafo">es el factor de emisión del eje trasero del vehículo concreto, en mg/km o #/km;</p></td></tr><tr><td><p class="parrafo">FE FA,ref</p></td><td><p class="parrafo">es el factor de emisión del eje delantero de referencia del vehículo de origen de la familia de emisiones por esquina de freno del eje delantero, en mg/km o #/km;</p></td></tr><tr><td><p class="parrafo">FE RA,ref</p></td><td><p class="parrafo">es el factor de emisión de referencia del eje trasero del vehículo de origen de la familia de emisiones por esquina de freno del eje trasero, en mg/km o #/km;</p></td></tr><tr><td><p class="parrafo">c veh</p></td><td><p class="parrafo">es el coeficiente de reparto de frenado por fricción del vehículo concreto;</p></td></tr><tr><td><p class="parrafo">WL veh, FA</p></td><td><p class="parrafo">es la carga por rueda del eje delantero del vehículo concreto, en kg;</p></td></tr><tr><td><p class="parrafo">WL FA, ref</p></td><td><p class="parrafo">es la carga por rueda del vehículo de origen de la familia de emisiones por esquina de freno del eje delantero, en kg;</p></td></tr><tr><td><p class="parrafo">WL veh, RA</p></td><td><p class="parrafo">es la carga por rueda del eje trasero del vehículo concreto, en kg;</p></td></tr><tr><td><p class="parrafo">WL RA, ref</p></td><td><p class="parrafo">es la carga por rueda del vehículo de origen de la familia de emisiones por esquina de freno del eje trasero, en kg.</p></td></tr></tbody></table>

			<p class="parrafo">A fin de considerar el tipo correcto de electrificación del vehículo, para cveh se utilizará el coeficiente de reparto de frenado por fricción fijo cfix del cuadro 4 o el coeficiente de reparto de frenado por fricción individual declarado cdecl, basado en mediciones, con arreglo al anexo 5, apartado 7.1, del presente Reglamento.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.2.</p>
          </td>
          <td>Familia de emisiones por esquina de freno
			<p class="parrafo">La familia de emisiones por esquina de freno se define por un conjunto de freno, que se considera que comprende la mordaza, el disco o el conjunto tambor-contraplato, la pastilla o la zapata, y otros parámetros del vehículo.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.2.1.</p>
          </td>
          <td>Características de las familias de emisiones por esquina de freno en el caso de piezas y sistemas de frenado «originales» y «de repuesto originales»
			<p class="parrafo">Todos los tipos de electrificación de vehículos, independientemente de su grado de electrificación, pueden formar parte de la familia de emisiones de una esquina de freno. Solo podrán formar parte de una misma familia de emisiones por esquina de freno los vehículos que presenten un conjunto de freno idéntico con respecto a las características enumeradas en las letras a) a d). Esta categorización se aplica a los frenos «originales» y «de repuesto originales», tal como se definen en los apartados 3.3.18 y 3.3.20 del presente Reglamento, respectivamente.</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">Tipo de mordaza (flotante o fija, número y tamaño de los pistones, tipo de elementos de retracción).</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Tipo de freno: disco (superficie de fricción, recubrimiento, simple, doble, ventilado, macizo, dimensiones, masa, formulación del material) o conjunto tambor-contraplato (superficie de fricción, símplex, dúplex, dimensiones, masa, formulación del material).</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">c)</p></td><td><p class="parrafo">Tipo de material de fricción: pastilla (tamaño y forma de la superficie de fricción, formulación del material de fricción, placa de soporte) o zapata (tamaño y diseño de la superficie de fricción, formulación del material de fricción, contraplato).</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">d)</p></td><td><p class="parrafo">Cualquier otra característica que tenga una influencia no desdeñable en las emisiones de los frenos (por ejemplo, sistemas innovadores de reducción de las emisiones de los frenos).</p></td></tr></tbody></table>

			<p class="parrafo">El gráfico 1b ofrece una representación esquemática de la asignación de la familia de emisiones por esquina de freno para los diferentes tipos de frenos definidos en el presente apartado.</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico 1b</p>
    <p class="parrafo">Representación esquemática de la asignación de la familia de emisiones por esquina de freno para los diferentes tipos de frenos</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="149" 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" width="531"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.2.2.</p>
          </td>
          <td>Vehículo de origen de la familia de emisiones por esquina de freno
			<p class="parrafo">Para todos los vehículos con un conjunto de freno idéntico, tal como se describe en el apartado 7.2.1, se seleccionará el vehículo con el producto más elevado del coeficiente de reparto del frenado por fricción (factor c fijo según el cuadro 4 o específico del vehículo según el anexo 5) y la carga de ensayo por rueda definida en el apartado 3.1.14 (WLt*c) como vehículo de origen de la familia de emisiones por esquina de freno.</p>
			<p class="parrafo">El producto del coeficiente de reparto de frenado por fricción y la carga de ensayo por rueda se utilizará únicamente para identificar al vehículo de origen de la familia de emisiones por esquina de freno y no como parámetro de entrada al someter a ensayo el conjunto de freno para determinar sus emisiones.</p>
			<p class="parrafo">El coeficiente de reparto de frenado por fricción correspondiente a cada tipo de electrificación de vehículos incluido en el ámbito de aplicación del presente Reglamento figura en el cuadro 4. Si el producto de la carga de ensayo por rueda y el coeficiente de reparto de frenado por fricción es el mismo para dos o más vehículos de la misma familia de emisiones por esquina de freno, el fabricante seleccionará como vehículo de origen de la familia de emisiones por esquina de freno aquel vehículo cuyo neumático tenga el menor radio de rodadura dinámico.</p>
			<p class="parrafo">A petición del fabricante, la carga por rueda del vehículo de origen de la familia de emisiones por esquina de freno específica podrá incrementarse para cubrir los aumentos de la carga por rueda o las incertidumbres de la carga por rueda de futuros vehículos del mismo tipo o las variaciones del coeficiente de reparto del frenado por fricción. A continuación, se someterá a ensayo la esquina de freno en el banco de ensayo de componentes de freno con este aumento de la carga por rueda. La carga de ensayo por rueda multiplicada por el coeficiente de reparto de frenado por fricción de cualquier miembro de la familia de emisiones por esquina de freno no deberá ser superior al 10 % del valor del producto de origen original. Este mayor valor se convertirá en el nuevo valor determinante del producto de origen.</p>
			<p class="parrafo">Cuadro 4</p>
			<p class="parrafo">Coeficientes de reparto de frenado por fricción para todos los tipos de electrificación de vehículos</p>
			<table class="sinbordes" width="100%"><colgroup><col width="25%"/><col width="44%"/><col width="31%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Tipo de freno</p></td><td class="oj-table"><p class="parrafo">Tipo de electrificación del vehículo</p></td><td class="oj-table"><p class="parrafo">Coeficiente de reparto</p><p class="parrafo">de frenado por fricción (cfix)</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Frenado por fricción pura</p></td><td class="oj-table"><p class="parrafo">Motores de combustión interna y otros tipos de electrificación de vehículos no incluidos en las categorías de frenado sin fricción del presente cuadro</p></td><td class="oj-table"><p class="parrafo">1,0</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Frenado sin fricción (*1)</p></td><td class="oj-table"><p class="parrafo">VEH-SCE Cat. 0 (*2)</p></td><td class="oj-table"><p class="parrafo">0,90</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">VEH-SCE Cat. 1</p></td><td class="oj-table"><p class="parrafo">0,72</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">VEH-SCE Cat. 2</p></td><td class="oj-table"><p class="parrafo">0,52</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">VEH-CCE</p></td><td class="oj-table"><p class="parrafo">0,34</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">VEP</p></td><td class="oj-table"><p class="parrafo">0,17</p></td></tr><tr class="oj-tblnote"><td><p class="parrafo">(*1)  Nota: Los centros de ensayo podrán utilizar coeficientes de reparto de frenado por fricción específicos de cada vehículo medidos y calculados con arreglo al anexo 5 del presente Reglamento, excepto en el caso de los VEH-SCE Cat. 0.</p><p class="parrafo">(*2)  Nota: Los tipos de electrificación de vehículos VHPC-SCE y VHPC-CCE se considerarán VEH-SCE Cat. 0 para los fines de este cuadro.</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.2.3.</p>
          </td>
          <td>Ensayo de familia de emisiones por esquina de freno
			<p class="parrafo">El conjunto de freno de los sistemas de frenado originales y de repuesto originales se someterá a ensayo en el banco de pruebas utilizando la carga de ensayo por rueda, tal como se describe en el apartado 8.1 del anexo 4, correspondiente al vehículo de origen de la familia de emisiones por esquina de freno.</p>
			<p class="parrafo">Las piezas de freno originales y de repuesto originales (discos, pastillas, tambores, zapatas) se someterán a ensayo en el banco de pruebas acoplado a la pieza de freno original correspondiente (por ejemplo, se utilizará una pastilla de freno original para ensayar un disco de freno de repuesto original). Se aplicará la carga de ensayo por rueda, tal como se describe en el apartado 8.1 del anexo 4, correspondiente al vehículo de origen de la familia de emisiones por esquina de freno.</p>
			<p class="parrafo">Los factores de emisiones finales de PM y PN de los frenos correspondientes al vehículo de origen de la familia de emisiones por esquina de freno se calculan después de multiplicar las emisiones de referencia de PM y PN del freno sometido a ensayo por el coeficiente de reparto de frenado por fricción del vehículo de origen de la familia de emisiones por esquina de freno, tal como se describe en los apartados 12.1.5 y 12.2.4 del anexo 4, respectivamente.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.3.</p>
          </td>
          <td>Requisitos de redondeo
			<p class="parrafo">Todos los datos deben tratarse utilizando al menos seis dígitos significativos. Si se dispone de menos dígitos significativos, los datos deben tratarse utilizando todos los dígitos significativos disponibles. No está permitido redondear valores intermedios. Los valores finales de un parámetro determinado podrán redondearse al número de dígitos significativos necesario para coincidir con el número de decimales definido para el parámetro en el apartado 13 del anexo 4. Los criterios de redondeo tienen en cuenta lo siguiente:</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">La resolución del valor no puede superar su incertidumbre de medición.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Si existe un valor preestablecido (por ejemplo, velocidad del vehículo, tasa de desaceleración, duración del evento), se consignará el valor real con un decimal más que el valor preestablecido.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">c)</p></td><td><p class="parrafo">Si el sistema de medición se utiliza para evaluar resultados con una especificación bilateral (por ejemplo, ± 1 °C, ± 1 kPa), la resolución será 1/20 del intervalo de especificación por defecto o mejor. En una especificación unilateral (por ejemplo, incumplimientos de velocidad ≤ 3 %), la resolución deberá ser inferior a 1/10 del intervalo de especificación o mejor.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">d)</p></td><td><p class="parrafo">Los valores obtenidos mediante cálculo (por ejemplo, concentración de fondo de partículas, factores de emisión, promedios) se indicarán con un decimal adicional a los valores de las letras a) y b) del presente apartado.</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">7.4.</p>
          </td>
          <td>Requisitos de filtrado de señales
			<p class="parrafo">La adquisición de datos, el registro de datos y cada fase de evaluación que reduzca el muestreo a una frecuencia menor de adquisición/registro requieren el filtrado de señales para cumplir el teorema de muestreo de Nyquist-Shannon. Se considera que un filtro de segundo orden con una frecuencia de corte comprendida entre el 25 y el 50 % de esa frecuencia menor de muestreo/registro cumple este criterio y evita el alisado involuntario de la señal.</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">8.   Consideraciones generales</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">8.1.</p>
          </td>
          <td>Tramos del ensayo
			<p class="parrafo">Un ensayo de emisiones de frenos se divide en tres tramos. Cada tramo contiene uno o más trayectos con una serie de eventos. Los principales eventos que inducen el trabajo de frenado y generan emisiones de los frenos son los eventos de desaceleración. El gráfico 2 ofrece una visión esquemática de un ensayo de emisiones de frenos.</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico 2</p>
    <p class="parrafo">Estructura de los ensayos de emisiones de los frenos para vehículos con frenado por fricción pura</p>
    <p class="parrafo"> </p>
    <p>
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" width="679.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Los tres tramos del ensayo de emisiones de los frenos son:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Ajuste de la refrigeración de los frenos. En este tramo se utiliza el trayecto #10 del ciclo de frenado WLTP. El tramo de ajuste de la refrigeración se describe con detalle en el apartado 10 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Asentamiento de los frenos. Este tramo incluye la ejecución de cinco repeticiones del ciclo de frenado WLTP. Se lleva a cabo con piezas de freno nuevas. El tramo de asentamiento se describe con detalle en el apartado 11 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Medición de las emisiones de los frenos. Este tramo incluye la ejecución de un ciclo de frenado WLTP. El tramo de medición de emisiones se describe con detalle en el apartado 12 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">8.2.</p>
          </td>
          <td>Etapas de ejecución del ensayo
			<p class="parrafo">La correcta ejecución de un ensayo de emisiones de frenos exige que el centro lleve a cabo y documente las siguientes etapas:</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">Se comprobará que el sistema de ensayo cumple los requisitos definidos en el apartado 7 del anexo 4 en lo que respecta a la disposición del sistema, el caudal de aire de refrigeración, el control de la temperatura y la humedad, las capacidades del dinamómetro de frenos, el diseño de la carcasa del freno, el diseño del túnel de muestreo y el diseño del plano de muestreo.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Se cumplirán todos los requisitos definidos en el apartado 8 del anexo 4 para la preparación del ensayo que impliquen el cálculo y la aplicación de los parámetros de entrada correctos, la configuración del ensayo, la medición de la temperatura del freno y el posicionamiento del freno en la carcasa.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">c)</p></td><td><p class="parrafo">Se ha de tener la capacidad de ejecutar el ciclo de frenado WLTP conforme al apartado 9 del anexo 4 y demostrar el cumplimiento de los controles de calidad.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">d)</p></td><td><p class="parrafo">Se ejecutará el tramo de ajuste de la refrigeración de los frenos según se define en el apartado 10 del anexo 4.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">e)</p></td><td><p class="parrafo">Se ejecutará el tramo de asentamiento de los frenos según se define en el apartado 11 del anexo 4.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">f)</p></td><td><p class="parrafo">Se ejecutarán todos los elementos del apartado 12 del anexo 4 para la medición de las emisiones de los frenos, incluida la masa de partículas depositadas, el número de partículas suspendidas y la pérdida de masa de los componentes desgastables de los frenos.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">g)</p></td><td><p class="parrafo">Se consignarán los resultados del ensayo con arreglo al apartado 13 del anexo 4.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">h)</p></td><td><p class="parrafo">Se cumplirá lo dispuesto en el apartado 14 del anexo 4 en lo que respecta a los requisitos mínimos de calibración y las evaluaciones periódicas de los instrumentos y la configuración utilizados.</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">9.   Modificación y extensión de la homologación de tipo</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.1.</p>
          </td>
          <td>Toda modificación del tipo de vehículo en cuanto a las emisiones de los frenos y toda inclusión de un nuevo tipo de electrificación o familia de interpolación en una homologación existente deberán notificarse a la autoridad que haya homologado el tipo de vehículo. A continuación, la autoridad de homologación de tipo podrá:</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.1.1.</p>
          </td>
          <td>considerar que las modificaciones realizadas están contenidas en las familias de emisiones por esquina de freno incluidas en la homologación o que dichas modificaciones probablemente no tengan consecuencias negativas apreciables sobre los valores de la homologación de tipo y, en ese caso, la homologación inicial será válida para el tipo de vehículo modificado, o</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.1.2.</p>
          </td>
          <td>solicitar un nuevo acta de ensayo al servicio técnico responsable de la realización de los ensayos.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.1.3.</p>
          </td>
          <td>En caso de que se incluya un nuevo tipo de electrificación o una nueva familia de interpolación, se facilitará una demostración de conformidad con arreglo al apartado 7.1.2 y se notificará de conformidad con el apéndice 3 del anexo 1.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.2.</p>
          </td>
          <td>La confirmación o la denegación de la homologación se comunicará a las Partes contratantes del Acuerdo que apliquen el presente Reglamento mediante el procedimiento indicado en el apartado 5.3, especificando las modificaciones.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.3.</p>
          </td>
          <td>La autoridad de homologación de tipo que expida la extensión de la homologación asignará un número de serie a la extensión e informará de ello a las demás Partes contratantes del Acuerdo de 1958 que apliquen el presente Reglamento por medio de un formulario de comunicación conforme con el modelo del anexo 2 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">9.4.</p>
          </td>
          <td>Extensión de una homologación
			<p class="parrafo">Una homologación de tipo existente podrá extenderse, por ejemplo, añadiendo nuevos modelos de vehículos. Los vehículos añadidos también deberán cumplir los requisitos del apartado 9.1. Para ello puede ser necesaria una verificación adicional por parte de la autoridad de homologación de tipo (por ejemplo, cuando se apliquen diferentes coeficientes de reparto de frenado por fricción).</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">10.</p>
          </td>
          <td>Conformidad de la producción
			<p class="parrafo">Los procedimientos de conformidad de la producción se ajustarán a los establecidos en el apéndice 1 del Acuerdo de 1958 (E/ECE/324-E/ECE/TRANS/505/Rev.3) y cumplirán los requisitos que figuran a continuación.</p>
			<p class="parrafo">A efectos de la comprobación de la conformidad de la producción de los sistemas de frenado por parte del fabricante, se tomarán muestras de la familia de emisiones por esquina de freno de la serie de producción con arreglo al apartado 10.1 y se someterán a ensayo con arreglo al apartado 10.2. A continuación, se evaluará la conformidad del tipo de vehículo con arreglo al apartado 10.3.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">10.1.</p>
          </td>
          <td>Frecuencia del ensayo de conformidad de la producción de los ensayos de emisiones de los frenos en el banco de ensayo de componentes
			<p class="parrafo">Una vez cada doce meses se llevará a cabo una verificación de la conformidad de la producción con arreglo al procedimiento siguiente y al procedimiento estadístico descrito en el apartado 10.4:</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">Una vez cada doce meses, se elegirán aleatoriamente al menos una y no más de cuatro muestras de cada familia de emisiones por esquina de freno (delantera y trasera) y se someterán a ensayo con la misma configuración del vehículo de origen de la familia que se haya utilizado en la homologación de tipo durante el ciclo de frenado WLTP en un banco de ensayo de componentes.</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Una vez cada doce meses, se realizarán al menos una y no más de cuatro evaluaciones de la conformidad de la producción con arreglo al apartado 10.3 y teniendo en cuenta las emisiones por esquina de freno establecidas en la letra a) para la combinación de ejes delantero y trasero.</p></td></tr></tbody></table>

			<p class="parrafo">A efectos del apartado 10.3, los resultados de las emisiones de los componentes de freno delanteros y traseros muestreados y sometidos a ensayo con arreglo a la letra a) podrán utilizarse durante doce meses en diferentes combinaciones para varios tipos de vehículos.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">10.2.</p>
          </td>
          <td>Medición de las emisiones de los frenos en el banco de ensayo de componentes
			<p class="parrafo">Los ensayos de conformidad de la producción de los vehículos de origen de las familias de emisiones por esquina de freno (definidos durante la homologación de tipo) se realizarán en un banco de ensayo de componentes en condiciones de frenado por fricción pura, midiendo las emisiones de PM10 y SPN10. Los ensayos de conformidad de la producción se llevarán a cabo en las siguientes etapas del procedimiento de ensayo de homologación de tipo, pero añadiendo otras dos repeticiones de las mediciones de emisiones después del asentamiento para reducir las incertidumbres de medición y las variabilidades interlaboratorios:</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">Tramo de ajuste de la refrigeración con arreglo a los datos de homologación de tipo del vehículo de origen de la familia de emisiones por esquina de freno; durante la conformidad de la producción no se producirá ningún cambio de los componentes de freno entre el «tramo de ajuste de la refrigeración» y el «tramo de asentamiento».</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Tramo de asentamiento (5 x ciclo de frenado WLTP).</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">c)</p></td><td><p class="parrafo">Tramo de medición de emisiones (3 x ciclo de frenado WLTP).</p></td></tr></tbody></table>

			<p class="parrafo">Una vez finalizados los tres ensayos de emisiones, se promediarán aritméticamente los resultados de PM10 del vehículo de origen de cada familia de emisiones por esquina de freno, y estos resultados se utilizarán para la evaluación de la conformidad de la producción descrita en el apartado 10.3.</p>

			<p class="parrafo">Los resultados de SPN10 de los tres ensayos de emisiones se medirán a efectos de notificación únicamente hasta que se introduzca un límite.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">10.3.</p>
          </td>
          <td>Evaluación de la conformidad de la producción
			<p class="parrafo">Se considerará que la producción es conforme si se completa con éxito el procedimiento de verificación descrito en el apartado 7.1.2 teniendo en cuenta los factores de emisión de referencia de los vehículos de origen de las familias de emisiones por esquina de freno de los ejes delantero y trasero medidos en el apartado 10.2.</p>
			<p class="parrafo">Si falla la verificación mencionada, se elegirá aleatoriamente otra muestra de ambas familias de emisiones por esquina de freno de que se trate, que se someterá a ensayo en las mismas condiciones que las indicadas en el apartado 10.1, letra a), y se completará un nuevo procedimiento de verificación como el descrito anteriormente teniendo en cuenta esta nueva muestra, cuyo resultado se incorporará al procedimiento estadístico descrito en el apartado 10.4.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">10.4.</p>
          </td>
          <td>Evaluación estadística de las muestras de conformidad de la producción
			<p class="parrafo">La decisión depende del tamaño acumulativo de la muestra «n» y de los recuentos de los resultados del ensayo que pasan «p» y fallan «f» respectivamente. Las muestras procederán de diferentes lotes. Para decidir si una muestra de verificación pasa o falla el ensayo, se utilizará el diagrama de decisión del cuadro 5a. Este diagrama indica la decisión que debe tomarse con respecto a un determinado tamaño acumulativo de la muestra «n» y un recuento de resultados fallidos «f».</p>
			<p class="parrafo">Es posible adoptar dos decisiones para un procedimiento estadístico relativo al tipo de vehículo y a su valor de emisiones de los frenos del vehículo completo (para ambas familias de frenos delanteros y traseros):</p>
			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">a)</p></td><td><p class="parrafo">Se decidirá que la «muestra pasa» el ensayo cuando el diagrama de decisión del cuadro 5a arroje el resultado «PASS» con respecto al actual tamaño acumulativo de la muestra «n» y al recuento de resultados fallidos «f»;</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">b)</p></td><td><p class="parrafo">Se decidirá que la «muestra falla» el ensayo cuando, para un determinado tamaño acumulativo de la muestra «n», el diagrama de decisión del cuadro 5a arroje el resultado «FAIL» con respecto al actual tamaño acumulativo de la muestra «n» y al recuento de resultados fallidos «f».</p></td></tr></tbody></table>

			<p class="parrafo">Si no se adopta ninguna decisión («UND» = sin decidir), el procedimiento estadístico permanecerá abierto y se incorporarán más resultados hasta que se adopte una decisión.</p>

			<p class="parrafo">Para la fase I, hasta el 31 de diciembre de 2029, solo se evaluarán las PM10 con arreglo al cuadro 5a. Cuando los ensayos de conformidad de la producción sean realizados por la autoridad de homologación, en caso de n = 2 y f = 2, la autoridad de homologación someterá a ensayo las siguientes muestras en un centro de ensayo diferente. A petición del fabricante y con el acuerdo de la autoridad de homologación, en caso de que n = 2 y f = 2, los ensayos restantes se realizarán en el mismo centro utilizado para la homologación de tipo bajo la supervisión del servicio técnico o la autoridad de homologación de tipo.</p>

			<p class="parrafo">Cuadro 5a</p>

			<p class="parrafo">Diagrama de decisión para la verificación de pasa/falla</p>

			<table class="sinbordes" width="100%"><colgroup><col width="29%"/><col width="14%"/><col width="14%"/><col width="14%"/><col width="14%"/><col width="14%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Recuento de resultados fallidos f</p></td><td class="oj-table"><p class="parrafo">3</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">FAIL</p></td><td class="oj-table"><p class="parrafo">FAIL</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">2</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">UND</p></td><td class="oj-table"><p class="parrafo">UND</p></td><td class="oj-table"><p class="parrafo">PASS</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">1</p></td><td class="oj-table"><p class="parrafo">UND</p></td><td class="oj-table"><p class="parrafo">PASS</p></td><td class="oj-table"><p class="parrafo">PASS</p></td><td class="oj-table"><p class="parrafo">PASS</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">0</p></td><td class="oj-table"><p class="parrafo">PASS</p></td><td class="oj-table"><p class="parrafo">PASS</p></td><td class="oj-table"><p class="parrafo">PASS</p></td><td class="oj-table"><p class="parrafo">PASS</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">1</p></td><td class="oj-table"><p class="parrafo">2</p></td><td class="oj-table"><p class="parrafo">3</p></td><td class="oj-table"><p class="parrafo">4</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">n</p></td></tr><tr class="oj-tblnote"><td><table class="sinbordes" width="100%"><colgroup><col width="4%"/><col width="96%"/></colgroup><tbody><tr><td><p class="parrafo">n</p></td><td><p class="parrafo">= tamaño acumulativo de la muestra (combinación de componentes de los frenos delanteros y traseros = «emisión de los frenos del vehículo completo»)</p></td></tr></tbody></table></td></tr></tbody></table>

			<p class="parrafo">A partir del 1 de enero de 2030, las emisiones de PM10 y SPN10 se evaluarán conforme al cuadro 5b. Durante la fase II, en caso de que las emisiones de PM10 de una muestra n superen el límite reglamentario en más de 2,0 mg/km, la evaluación de la conformidad de la producción dará un resultado fallido sin necesidad de realizar más muestreos y ensayos.</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cuadro 5b</p>
    <p class="parrafo">Diagrama de decisión para la verificación de pasa/falla</p>
    <p class="parrafo">[Reservado]</p>
    <p class="parrafo">11.   Sanciones por falta de conformidad de la producción</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">11.1.</p>
          </td>
          <td>La homologación concedida con respecto a un tipo de vehículo con arreglo al presente Reglamento podrá retirarse si no se cumplen los requisitos descritos en el apartado 10 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">11.2.</p>
          </td>
          <td>Si una Parte contratante del Acuerdo de 1958 que aplique el presente Reglamento retira una homologación que haya concedido anteriormente, deberá comunicarlo de inmediato a las demás Partes contratantes que apliquen el presente Reglamento mediante un formulario conforme con el modelo que figura en el anexo 2 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.   Cese definitivo de la producción</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">12.1.</p>
          </td>
          <td>Si el titular de una homologación cesa por completo la fabricación de un tipo de vehículo homologado con arreglo al presente Reglamento, informará de ello a la autoridad de homologación de tipo que concedió la homologación. Una vez recibida la correspondiente comunicación, dicha autoridad informará a las demás Partes contratantes del Acuerdo de 1958 que apliquen el presente Reglamento mediante copias del formulario de comunicación conforme con el modelo que figura en el anexo 2 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.   Nombres y direcciones de los servicios técnicos responsables de realizar los ensayos de homologación y de las autoridades de homologación de tipo</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">13.1.</p>
          </td>
          <td>Las Partes contratantes del Acuerdo de 1958 que apliquen el presente Reglamento comunicarán a la Secretaría General de las Naciones Unidas los nombres y direcciones de los servicios técnicos responsables de realizar los ensayos de homologación y de las autoridades de homologación de tipo que conceden la homologación y a las cuales deban remitirse los formularios de certificación de la concesión, extensión, denegación o retirada de la homologación expedidos en otros países.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">14.   Disposiciones especiales</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">14.1.</p>
          </td>
          <td>Disposiciones relativas a vehículos especiales</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">14.1.1.</p>
          </td>
          <td>Disposiciones relativas a vehículos blindados
			<p class="parrafo">La autoridad de homologación de tipo podrá conceder homologaciones de tipo, incluidas exenciones de los requisitos del presente Reglamento, a vehículos blindados de conformidad con el apartado 2.5.2 de la Resolución consolidada sobre la construcción de vehículos (R.E.3), si el fabricante demuestra que el vehículo no puede cumplir los requisitos debido a su finalidad especial.</p></td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">14.2.</p>
          </td>
          <td>El tipo de vehículo especial y las exenciones concedidas se describirán en el certificado de homologación de tipo de conformidad con el anexo 2 del presente Reglamento.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">(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, Anexo 3: https://unece.org/transport/standards/transport/vehicle-regulations-wp29/resolutions.</p>
    <p class="parrafo">ANEXO 1</p>
    <p class="parrafo">Ficha de características</p>
    <p class="parrafo">Gráfico A1/1</p>
    <p class="parrafo">Resumen de las diferentes actas durante la homologación de las emisiones de los frenos, únicamente con fines de referencia y orientación</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="344" 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" width="680"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Parámetros de entrada</p>
    <p class="parrafo">Los parámetros de la ficha de características deberán especificarse utilizando las unidades y el número de decimales adecuados de conformidad con el cuadro 1.</p>
    <p class="parrafo">Cuadro 1</p>
    <p class="parrafo">Parámetros de la ficha de características</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="32%"/>
        <col width="32%"/>
        <col width="15%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.4.1.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.4.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Emisiones de partículas de los frenos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.4.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro del disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.3.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro del tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.6.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro del pistón</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.3.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.4.1.1.2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.6.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de pistones por mordaza</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.7.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tamaño de la pastilla de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">cm2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.3.7.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tamaño de la zapata de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">cm2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8.13.2.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Espesor del disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Ficha de características</p>
    <p class="parrafo">Acta ⑦ en el gráfico A1/1 del presente Reglamento.</p>
    <p class="parrafo">MODELO DE FICHA DE CARACTERÍSTICAS N.o …</p>
    <p class="parrafo">0   </p>
    <p> </p>
    <p class="parrafo">DISPOSICIONES GENERALES</p>
    <p class="parrafo">0.1.   </p>
    <p> </p>
    <p class="parrafo">Marca (nombre comercial del fabricante): …</p>
    <p class="parrafo">0.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">0.2.1.   </p>
    <p> </p>
    <p class="parrafo">Nombres comerciales (si están disponibles): …</p>
    <p class="parrafo">0.2.3.   </p>
    <p> </p>
    <p class="parrafo">Identificadores de familia:</p>
    <p class="parrafo">0.2.3.14.   </p>
    <p> </p>
    <p class="parrafo">Tipo de vehículo en cuanto a las emisiones de los frenos: …</p>
    <p class="parrafo">0.2.3.15.   </p>
    <p> </p>
    <p class="parrafo">Familia de emisiones por esquina de freno del eje delantero: …</p>
    <p class="parrafo">0.2.3.16.   </p>
    <p> </p>
    <p class="parrafo">Familia de emisiones por esquina de freno del eje trasero: …</p>
    <p class="parrafo">0.2.3.17.   </p>
    <p> </p>
    <p class="parrafo">Coeficiente de reparto de frenado por fricción (fijo o identificador del acta) …</p>
    <p class="parrafo">0.4.   </p>
    <p> </p>
    <p class="parrafo">Categoría del vehículo (c): …</p>
    <p class="parrafo">0.4.1.   </p>
    <p> </p>
    <p class="parrafo">Tipos de electrificación del vehículo (ICE, VHPC-SCE, VHPC-CCE, VEP, VEPC):...</p>
    <p class="parrafo">0.5.   </p>
    <p> </p>
    <p class="parrafo">Nombre y dirección del fabricante</p>
    <p class="parrafo">0.8.   </p>
    <p> </p>
    <p class="parrafo">Nombre y dirección de las plantas de montaje: …</p>
    <p class="parrafo">0.9.   </p>
    <p> </p>
    <p class="parrafo">Nombre y dirección del representante del fabricante (en su caso): …</p>
    <p class="parrafo">1   </p>
    <p> </p>
    <p class="parrafo">CARACTERÍSTICAS GENERALES DE CONSTRUCCIÓN</p>
    <p class="parrafo">1.1.   </p>
    <p> </p>
    <p class="parrafo">Fotografías o dibujos de un vehículo, un componente o una unidad técnica independiente de carácter representativo (1): …</p>
    <p class="parrafo">1.3.   </p>
    <p> </p>
    <p class="parrafo">Número de ruedas: …</p>
    <p class="parrafo">1.3.3.   </p>
    <p> </p>
    <p class="parrafo">Ejes motores (número, localización, interconexión): …</p>
    <p class="parrafo">2.   </p>
    <p> MASAS Y DIMENSIONES (f) (g) (7)</p>
    <p class="parrafo">(en kg y mm) (remítase a un dibujo si procede)</p>
    <p class="parrafo">2.6.   </p>
    <p> Masa en orden de marcha (h)</p>
    <p class="parrafo">(a) máxima y mínima de cada variante: …</p>
    <p class="parrafo">2.6.1.   </p>
    <p> </p>
    <p class="parrafo">Distribución de dicha masa entre los ejes (máxima y mínima de cada variante): …</p>
    <p class="parrafo">2.6.3.   </p>
    <p> </p>
    <p class="parrafo">Masa rotacional: 3 % de la suma de la masa en orden de marcha más 25 kg, o valor, por eje (kg): …</p>
    <p class="parrafo">2.8.   </p>
    <p> </p>
    <p class="parrafo">Masa máxima en carga técnicamente admisible declarada por el fabricante (i) (3): …</p>
    <p class="parrafo">3.   </p>
    <p> </p>
    <p class="parrafo">CONVERTIDOR DE LA ENERGÍA DE PROPULSIÓN (k) (repítase según proceda para cada tipo de electrificación)</p>
    <p class="parrafo">3.1.   </p>
    <p> </p>
    <p class="parrafo">Fabricante de los convertidores de la energía de propulsión: …</p>
    <p class="parrafo">3.1.1.   </p>
    <p> </p>
    <p class="parrafo">Código del fabricante (marcado en el convertidor de energía de propulsión o por otro medio de identificación): …</p>
    <p class="parrafo">3.2.   </p>
    <p> </p>
    <p class="parrafo">Motor de combustión interna</p>
    <p class="parrafo">3.2.1.1.   </p>
    <p> Principio de funcionamiento: encendido por chispa / encendido por compresión / combustible dual (1)</p>
    <p class="parrafo">Ciclo: de cuatro tiempos / de dos tiempos / rotativo (1)</p>
    <p class="parrafo">3.2.1.2.   </p>
    <p> </p>
    <p class="parrafo">Número y disposición de los cilindros: …</p>
    <p class="parrafo">3.2.1.3.   </p>
    <p> </p>
    <p class="parrafo">Cilindrada (m): … cm3</p>
    <p class="parrafo">3.2.1.4.   </p>
    <p> </p>
    <p class="parrafo">Relación volumétrica de compresión (2): …</p>
    <p class="parrafo">3.2.1.8.   </p>
    <p> </p>
    <p class="parrafo">Potencia nominal del motor (n): … kW a … min– 1 (valor declarado por el fabricante)</p>
    <p class="parrafo">3.2.1.10.   </p>
    <p> </p>
    <p class="parrafo">Par neto máximo (n): … Nm a … min– 1 (valor declarado por el fabricante)</p>
    <p class="parrafo">3.2.2.   </p>
    <p> </p>
    <p class="parrafo">Combustible</p>
    <p class="parrafo">3.2.2.1.   </p>
    <p> </p>
    <p class="parrafo">Gasóleo/Gasolina/GLP/GN o biometano/etanol (E 85)/biodiésel/hidrógeno (1), (6)</p>
    <p class="parrafo">3.2.4.3.4.1.   </p>
    <p> </p>
    <p class="parrafo">Marca y tipo de la unidad de control electrónico (ECU): …</p>
    <p class="parrafo">3.2.4.3.4.1.1.   </p>
    <p> </p>
    <p class="parrafo">Versión del software de la unidad de control electrónico: …</p>
    <p class="parrafo">3.3.   </p>
    <p> </p>
    <p class="parrafo">Grupo motopropulsor eléctrico (únicamente para VEP)</p>
    <p class="parrafo">3.3.1.   </p>
    <p> </p>
    <p class="parrafo">Descripción general de un grupo motopropulsor eléctrico</p>
    <p class="parrafo">3.3.1.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.3.1.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.3.1.3.   </p>
    <p> </p>
    <p class="parrafo">Utilización (1): monomotor/multimotor (número): …</p>
    <p class="parrafo">3.3.1.4.   </p>
    <p> </p>
    <p class="parrafo">Disposición de la transmisión: paralela/transversal/otras (especifíquese): …</p>
    <p class="parrafo">3.3.1.5.   </p>
    <p> </p>
    <p class="parrafo">Tensión de ensayo: … V</p>
    <p class="parrafo">3.3.1.6.   </p>
    <p> </p>
    <p class="parrafo">Régimen nominal del motor: … min– 1</p>
    <p class="parrafo">3.3.1.9.   </p>
    <p> </p>
    <p class="parrafo">Potencia máxima: … kW</p>
    <p class="parrafo">3.3.2.   </p>
    <p> </p>
    <p class="parrafo">SAEER de tracción</p>
    <p class="parrafo">3.3.2.1.   </p>
    <p> </p>
    <p class="parrafo">Nombre comercial y marca del SAEER: …</p>
    <p class="parrafo">3.3.2.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo de par electroquímico: …</p>
    <p class="parrafo">3.3.2.3.   </p>
    <p> </p>
    <p class="parrafo">Tensión nominal: … V</p>
    <p class="parrafo">3.3.2.5.1.   </p>
    <p> </p>
    <p class="parrafo">Energía del SAEER: … kWh</p>
    <p class="parrafo">3.3.2.5.2.   </p>
    <p> </p>
    <p class="parrafo">Capacidad del SAEER: … Ah en 2 h</p>
    <p class="parrafo">3.3.2.5.3.   </p>
    <p> </p>
    <p class="parrafo">Tensión al final de la descarga: … V</p>
    <p class="parrafo">3.3.2.8.   </p>
    <p> </p>
    <p class="parrafo">Número de celdas: …</p>
    <p class="parrafo">3.3.2.11.   </p>
    <p> </p>
    <p class="parrafo">Unidad de control del sistema de gestión de la batería</p>
    <p class="parrafo">3.3.2.11.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.3.2.11.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.3.2.11.3.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.3.3.   </p>
    <p> </p>
    <p class="parrafo">Motor eléctrico</p>
    <p class="parrafo">3.3.3.1.   </p>
    <p> </p>
    <p class="parrafo">Principio de funcionamiento:</p>
    <p class="parrafo">3.3.3.1.1.   </p>
    <p> </p>
    <p class="parrafo">corriente continua / corriente alterna (1) / número de fases: …</p>
    <p class="parrafo">3.3.3.1.2.   </p>
    <p> </p>
    <p class="parrafo">excitación separada / en serie / compuesta (1)</p>
    <p class="parrafo">3.3.3.1.3.   </p>
    <p> </p>
    <p class="parrafo">síncrono/asíncrono (1)</p>
    <p class="parrafo">3.3.3.1.4.   </p>
    <p> </p>
    <p class="parrafo">rotor bobinado / con imanes permanentes / con bastidor (1)</p>
    <p class="parrafo">3.3.3.1.5.   </p>
    <p> </p>
    <p class="parrafo">número de polos del motor: …</p>
    <p class="parrafo">3.3.3.2.   </p>
    <p> </p>
    <p class="parrafo">Masa de inercia: …</p>
    <p class="parrafo">3.3.4.   </p>
    <p> </p>
    <p class="parrafo">Controlador de potencia</p>
    <p class="parrafo">3.3.4.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.3.4.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.3.4.2.1.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.3.4.3.   </p>
    <p> </p>
    <p class="parrafo">Principio de control: vectorial / de bucle abierto / cerrado / otros (especifíquese): (1) …</p>
    <p class="parrafo">3.4.   </p>
    <p> </p>
    <p class="parrafo">Combinaciones de convertidores de energía de propulsión</p>
    <p class="parrafo">3.4.1.   </p>
    <p> </p>
    <p class="parrafo">Vehículo eléctrico híbrido: sí/no (1)</p>
    <p class="parrafo">3.4.2.   </p>
    <p> </p>
    <p class="parrafo">Categoría de vehículo eléctrico híbrido: con carga exterior (CCE) / sin carga exterior (SCE) (1)</p>
    <p class="parrafo">3.4.3.   </p>
    <p> </p>
    <p class="parrafo">Conmutador del modo de funcionamiento: con/sin (1)</p>
    <p class="parrafo">3.4.3.1.   </p>
    <p> </p>
    <p class="parrafo">Modos seleccionables</p>
    <p class="parrafo">3.4.3.1.1.   </p>
    <p> </p>
    <p class="parrafo">Eléctrico puro: sí/no (1)</p>
    <p class="parrafo">3.4.3.1.2.   </p>
    <p> </p>
    <p class="parrafo">Solo combustible: sí/no (1)</p>
    <p class="parrafo">3.4.3.1.3.   </p>
    <p> Modos híbridos: sí/no (1)</p>
    <p class="parrafo">(en caso afirmativo, breve descripción): …</p>
    <p class="parrafo">3.4.4.   </p>
    <p> </p>
    <p class="parrafo">Descripción del dispositivo de acumulación de energía: (SAEER, condensador, volante de inercia / generador)</p>
    <p class="parrafo">3.4.4.1.   </p>
    <p> </p>
    <p class="parrafo">Marca(s): …</p>
    <p class="parrafo">3.4.4.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo(s): …</p>
    <p class="parrafo">3.4.4.3.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.4.4.4.   </p>
    <p> </p>
    <p class="parrafo">Tipo de par electroquímico: …</p>
    <p class="parrafo">3.4.4.5.   </p>
    <p> </p>
    <p class="parrafo">Energía: … (para el SAEER: tensión y capacidad, Ah en 2 h; para el condensador: J, … )</p>
    <p class="parrafo">3.4.4.6.   </p>
    <p> </p>
    <p class="parrafo">Cargador: a bordo / externo / sin cargador (1)</p>
    <p class="parrafo">3.4.4.8.   </p>
    <p> </p>
    <p class="parrafo">Unidad de control del sistema de gestión de la batería</p>
    <p class="parrafo">3.4.4.8.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.4.8.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.4.8.3.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.4.5.   </p>
    <p> </p>
    <p class="parrafo">Máquina eléctrica (descríbase cada tipo de máquina eléctrica por separado)</p>
    <p class="parrafo">3.4.5.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.5.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.5.3.   </p>
    <p> </p>
    <p class="parrafo">Uso básico: motor de tracción / generador (1)</p>
    <p class="parrafo">3.4.5.3.1.   </p>
    <p> </p>
    <p class="parrafo">Cuando se usa como motor de tracción: monomotor/multimotor (número) (1): …</p>
    <p class="parrafo">3.4.5.4.   </p>
    <p> </p>
    <p class="parrafo">Potencia máxima: … kW</p>
    <p class="parrafo">3.4.5.5.   </p>
    <p> </p>
    <p class="parrafo">Principio de funcionamiento</p>
    <p class="parrafo">3.4.5.5.5.1   </p>
    <p> </p>
    <p class="parrafo">Corriente continua / corriente alterna / número de fases: …</p>
    <p class="parrafo">3.4.5.5.2.   </p>
    <p> </p>
    <p class="parrafo">Excitación separada / en serie / compuesta (1)</p>
    <p class="parrafo">3.4.5.5.3.   </p>
    <p> </p>
    <p class="parrafo">Síncrono/asíncrono (1)</p>
    <p class="parrafo">3.4.6.   </p>
    <p> </p>
    <p class="parrafo">Unidad de control</p>
    <p class="parrafo">3.4.6.1.   </p>
    <p> </p>
    <p class="parrafo">Marca(s): …</p>
    <p class="parrafo">3.4.6.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo(s): …</p>
    <p class="parrafo">3.4.6.3.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.4.7.   </p>
    <p> </p>
    <p class="parrafo">Controlador de potencia</p>
    <p class="parrafo">3.4.7.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.7.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.7.3.   </p>
    <p> </p>
    <p class="parrafo">Número de identificación: …</p>
    <p class="parrafo">3.4.10.   </p>
    <p> </p>
    <p class="parrafo">VHPC: sí/no (1)</p>
    <p class="parrafo">3.4.10.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de pila de combustible</p>
    <p class="parrafo">3.4.10.1.2.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.10.1.3.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.10.1.4.   </p>
    <p> </p>
    <p class="parrafo">Tensión nominal (V): …</p>
    <p class="parrafo">3.4.10.2.   </p>
    <p> </p>
    <p class="parrafo">Descripción del sistema (principio de funcionamiento de la pila de combustible, dibujo, etc.): …</p>
    <p class="parrafo">3.4.11.   </p>
    <p> </p>
    <p class="parrafo">Convertidores de energía eléctrica</p>
    <p class="parrafo">3.4.11.1.   </p>
    <p> </p>
    <p class="parrafo">Convertidor de energía eléctrica entre la máquina eléctrica y el SAEER de tracción</p>
    <p class="parrafo">3.4.11.1.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.11.1.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.11.1.3.   </p>
    <p> </p>
    <p class="parrafo">Potencia nominal declarada: W</p>
    <p class="parrafo">3.4.11.2.   </p>
    <p> </p>
    <p class="parrafo">Convertidor de energía eléctrica entre el SAEER de tracción y la fuente de alimentación de baja tensión</p>
    <p class="parrafo">3.4.11.2.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.11.2.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.11.2.3.   </p>
    <p> </p>
    <p class="parrafo">Potencia nominal declarada: W</p>
    <p class="parrafo">3.4.11.3.   </p>
    <p> </p>
    <p class="parrafo">Convertidor de energía eléctrica entre el enchufe de recarga y el SAEER de tracción</p>
    <p class="parrafo">3.4.11.3.1.   </p>
    <p> </p>
    <p class="parrafo">Marca: …</p>
    <p class="parrafo">3.4.11.3.2.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">3.4.11.3.3.   </p>
    <p> </p>
    <p class="parrafo">Potencia nominal declarada: W</p>
    <p class="parrafo">4   </p>
    <p> </p>
    <p class="parrafo">TRANSMISIÓN (p)</p>
    <p class="parrafo">4.4.   </p>
    <p> </p>
    <p class="parrafo">Embragues</p>
    <p class="parrafo">4.4.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo: …</p>
    <p class="parrafo">4.5.   </p>
    <p> </p>
    <p class="parrafo">Caja de cambios</p>
    <p class="parrafo">4.5.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo [manual/automática/CVT (transmisión variable continua)] (1)</p>
    <p class="parrafo">4.5.1.5.   </p>
    <p> </p>
    <p class="parrafo">Número de embragues: …</p>
    <p class="parrafo">4.6.   </p>
    <p> Relaciones de transmisión</p>
    <p class="parrafo">Marcha Relaciones internas de la caja de cambios (relaciones entre las revoluciones del motor y las del eje de transmisión de la caja de cambios)</p>
    <p class="parrafo">Relaciones de transmisión finales (relaciones entre las revoluciones del eje de transmisión de la caja de cambios y las de las ruedas motrices)</p>
    <p class="parrafo">Total de relaciones de transmisión</p>
    <p class="parrafo">Máxima para CVT 1</p>
    <p class="parrafo">2</p>
    <p class="parrafo">3</p>
    <p class="parrafo">…</p>
    <p class="parrafo">Mínima para CVT</p>
    <p class="parrafo">4.6.1   </p>
    <p> </p>
    <p class="parrafo">Cambio de marcha (no aplicable en caso de transmisión automática)</p>
    <p class="parrafo">4.6.1.1.   </p>
    <p> </p>
    <p class="parrafo">Se excluye la primera: sí/no (1)</p>
    <p class="parrafo">4.6.1.2.   </p>
    <p> </p>
    <p class="parrafo">n_95_high para cada marcha: … min– 1</p>
    <p class="parrafo">4.6.1.3.   </p>
    <p> </p>
    <p class="parrafo">nmin_drive</p>
    <p class="parrafo">4.6.1.3.1.   </p>
    <p> </p>
    <p class="parrafo">Primera: … min– 1</p>
    <p class="parrafo">4.6.1.3.2.   </p>
    <p> </p>
    <p class="parrafo">Primera a segunda: … min– 1</p>
    <p class="parrafo">4.6.1.3.3.   </p>
    <p> </p>
    <p class="parrafo">Segunda hasta parada: … min– 1</p>
    <p class="parrafo">4.6.1.3.4.   </p>
    <p> </p>
    <p class="parrafo">Segunda: … min– 1</p>
    <p class="parrafo">4.6.1.3.5.   </p>
    <p> </p>
    <p class="parrafo">Tercera en adelante: … min– 1</p>
    <p class="parrafo">4.6.1.4.   </p>
    <p> </p>
    <p class="parrafo">n_min_drive_set para las fases de aceleración/ velocidad constante (n_min_drive_up): … min– 1</p>
    <p class="parrafo">4.6.1.5.   </p>
    <p> </p>
    <p class="parrafo">n_min_drive_set para las fases de desaceleración (nmin_drive_down):</p>
    <p class="parrafo">4.6.1.6.   </p>
    <p> </p>
    <p class="parrafo">Período de tiempo inicial</p>
    <p class="parrafo">4.6.1.6.1.   </p>
    <p> </p>
    <p class="parrafo">t_start_phase: … s</p>
    <p class="parrafo">4.6.1.6.2.   </p>
    <p> </p>
    <p class="parrafo">n_min_drive_start: … min– 1</p>
    <p class="parrafo">4.6.1.6.3.   </p>
    <p> </p>
    <p class="parrafo">n_min_drive_up_start: … min– 1</p>
    <p class="parrafo">4.6.1.7.   </p>
    <p> </p>
    <p class="parrafo">Utilización de ASM: sí/no (1)</p>
    <p class="parrafo">4.6.1.7.1.   </p>
    <p> </p>
    <p class="parrafo">Valores del ASM: … a … min– 1</p>
    <p class="parrafo">4.7.   </p>
    <p> </p>
    <p class="parrafo">Velocidad máxima por construcción del vehículo (en km/h) (q): …</p>
    <p class="parrafo">6   </p>
    <p> </p>
    <p class="parrafo">SUSPENSIÓN</p>
    <p class="parrafo">6.6.   </p>
    <p> </p>
    <p class="parrafo">Neumáticos y ruedas</p>
    <p class="parrafo">6.6.1.   </p>
    <p> </p>
    <p class="parrafo">Combinaciones de neumático y rueda</p>
    <p class="parrafo">6.6.1.1.   </p>
    <p> </p>
    <p class="parrafo">Ejes</p>
    <p class="parrafo">6.6.1.1.1.   </p>
    <p> </p>
    <p class="parrafo">Eje 1: …</p>
    <p class="parrafo">6.6.1.1.1.1.   </p>
    <p> </p>
    <p class="parrafo">Designación del tamaño de los neumáticos</p>
    <p class="parrafo">6.6.1.1.2.   </p>
    <p> </p>
    <p class="parrafo">Eje 2: …</p>
    <p class="parrafo">6.6.1.1.2.1.   </p>
    <p> </p>
    <p class="parrafo">Designación del tamaño de los neumáticos etc.</p>
    <p class="parrafo">6.6.2.   </p>
    <p> </p>
    <p class="parrafo">Límites superior e inferior de los radios de rodadura</p>
    <p class="parrafo">6.6.2.1.   </p>
    <p> </p>
    <p class="parrafo">Eje 1: …</p>
    <p class="parrafo">6.6.2.2.   </p>
    <p> </p>
    <p class="parrafo">Eje 2: …</p>
    <p class="parrafo">6.6.3.   </p>
    <p> </p>
    <p class="parrafo">Presión de los neumáticos recomendada por el fabricante: … kPa</p>
    <p class="parrafo">8.13.   </p>
    <p> </p>
    <p class="parrafo">FRENO DE FRICCIÓN</p>
    <p class="parrafo">8.13.1.   </p>
    <p> </p>
    <p class="parrafo">Conjunto del sistema de frenado</p>
    <p class="parrafo">8.13.1.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de conjunto del sistema de frenado (familias de emisiones por esquina de freno del eje delantero y del eje trasero en combinación con el coeficiente de reparto de frenado por fricción) …</p>
    <p class="parrafo">8.13.1.2.   </p>
    <p> </p>
    <p class="parrafo">Disco/tambor del eje delantero</p>
    <p class="parrafo">8.13.1.3.   </p>
    <p> </p>
    <p class="parrafo">Disco/tambor del eje trasero</p>
    <p class="parrafo">8.13.2.   </p>
    <p> </p>
    <p class="parrafo">Disco</p>
    <p class="parrafo">8.13.2.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de disco (identificación) …</p>
    <p class="parrafo">8.13.2.2.   </p>
    <p> </p>
    <p class="parrafo">Construcción del disco (macizo, ventilado \ simple, doble) …</p>
    <p class="parrafo">8.13.2.3   </p>
    <p> </p>
    <p class="parrafo">Marca del disco …</p>
    <p class="parrafo">8.13.2.4.   </p>
    <p> </p>
    <p class="parrafo">Masa y dimensiones del disco</p>
    <p class="parrafo">8.13.2.4.1.   </p>
    <p> </p>
    <p class="parrafo">Masa del disco [g] …</p>
    <p class="parrafo">8.13.2.4.2.   </p>
    <p> </p>
    <p class="parrafo">Diámetro del disco [mm] …</p>
    <p class="parrafo">8.13.2.4.3.   </p>
    <p> </p>
    <p class="parrafo">Espesor del disco [mm] …</p>
    <p class="parrafo">8.13.2.5.   </p>
    <p> </p>
    <p class="parrafo">Superficie de fricción del disco</p>
    <p class="parrafo">8.13.2.5.1.   </p>
    <p> </p>
    <p class="parrafo">Formulación del material de las superficies de fricción (por ejemplo, código de material) …</p>
    <p class="parrafo">8.13.2.5.2.   </p>
    <p> </p>
    <p class="parrafo">Recubrimiento (sí/no) …</p>
    <p class="parrafo">8.13.2.5.2.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de recubrimiento …</p>
    <p class="parrafo">8.13.2.6.   </p>
    <p> </p>
    <p class="parrafo">Mordaza</p>
    <p class="parrafo">8.13.2.6.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de mordaza (identificación) …</p>
    <p class="parrafo">8.13.2.6.2.   </p>
    <p> </p>
    <p class="parrafo">Construcción de la mordaza (flotante o fija) …</p>
    <p class="parrafo">8.13.2.6.3.   </p>
    <p> </p>
    <p class="parrafo">Marca de la mordaza …</p>
    <p class="parrafo">8.13.2.6.4.   </p>
    <p> </p>
    <p class="parrafo">Número de pistones …</p>
    <p class="parrafo">8.13.2.6.5.   </p>
    <p> </p>
    <p class="parrafo">Diámetro de los pistones …</p>
    <p class="parrafo">8.13.2.6.6.   </p>
    <p> </p>
    <p class="parrafo">Tipo de elementos de retracción …</p>
    <p class="parrafo">8.13.2.7.   </p>
    <p> </p>
    <p class="parrafo">Pastillas de freno</p>
    <p class="parrafo">8.13.2.7.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de pastillas de freno (identificación) …</p>
    <p class="parrafo">8.13.2.7.2.   </p>
    <p> </p>
    <p class="parrafo">Marca de las pastillas de freno …</p>
    <p class="parrafo">8.13.2.7.3.   </p>
    <p> </p>
    <p class="parrafo">Tamaño de las pastillas de freno [cm2] …</p>
    <p class="parrafo">8.13.2.7.4.   </p>
    <p> </p>
    <p class="parrafo">Forma de las pastillas de freno (por ejemplo, dibujo) …</p>
    <p class="parrafo">8.13.2.7.5.   </p>
    <p> </p>
    <p class="parrafo">Superficie de fricción de las pastillas de freno</p>
    <p class="parrafo">8.13.2.7.6.   </p>
    <p> </p>
    <p class="parrafo">Formulación del material de las pastillas de freno (por ejemplo, código de material) …</p>
    <p class="parrafo">8.13.2.7.7.   </p>
    <p> </p>
    <p class="parrafo">Placa de soporte …</p>
    <p class="parrafo">8.13.3.   </p>
    <p> </p>
    <p class="parrafo">Tambor de freno</p>
    <p class="parrafo">8.13.3.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de tambor (identificación) …</p>
    <p class="parrafo">8.13.3.2.   </p>
    <p> </p>
    <p class="parrafo">Construcción del tambor (símplex o dúplex) …</p>
    <p class="parrafo">8.13.3.3.   </p>
    <p> </p>
    <p class="parrafo">Marca del tambor …</p>
    <p class="parrafo">8.13.3.4.   </p>
    <p> </p>
    <p class="parrafo">Masa del tambor [g] …</p>
    <p class="parrafo">8.13.3.5.   </p>
    <p> </p>
    <p class="parrafo">Diámetro del tambor [mm] …</p>
    <p class="parrafo">8.13.3.6.   </p>
    <p> </p>
    <p class="parrafo">Superficie de fricción del tambor</p>
    <p class="parrafo">8.13.3.6.1.   </p>
    <p> </p>
    <p class="parrafo">Formulación del material del tambor (por ejemplo, código de material) …</p>
    <p class="parrafo">8.13.3.7.   </p>
    <p> </p>
    <p class="parrafo">Zapatas de freno</p>
    <p class="parrafo">8.13.3.7.1.   </p>
    <p> </p>
    <p class="parrafo">Tipo de zapatas de freno (identificación) …</p>
    <p class="parrafo">8.13.3.7.2.   </p>
    <p> </p>
    <p class="parrafo">Construcción de las zapatas de freno …</p>
    <p class="parrafo">8.13.3.7.3.   </p>
    <p> </p>
    <p class="parrafo">Marca de las zapatas de freno …</p>
    <p class="parrafo">8.13.3.7.4.   </p>
    <p> </p>
    <p class="parrafo">Tamaño de las zapatas de freno [cm2] …</p>
    <p class="parrafo">8.13.3.7.5.   </p>
    <p> </p>
    <p class="parrafo">Diseño de las zapatas de freno (por ejemplo, dibujo) …</p>
    <p class="parrafo">8.13.3.7.6.   </p>
    <p> </p>
    <p class="parrafo">Superficie de fricción de las zapatas de freno</p>
    <p class="parrafo">8.13.3.7.7.   </p>
    <p> </p>
    <p class="parrafo">Formulación del material de las zapatas de freno (por ejemplo, código de material) …</p>
    <p class="parrafo">8.13.3.7.8.   </p>
    <p> </p>
    <p class="parrafo">Contraplato …</p>
    <p class="parrafo">8.13.4.   </p>
    <p> </p>
    <p class="parrafo">Valores declarados por el fabricante</p>
    <p class="parrafo">8.13.4.1.   </p>
    <p> </p>
    <p class="parrafo">Parámetros de ensayo</p>
    <p class="parrafo">8.13.4.1.1.   </p>
    <p> </p>
    <p class="parrafo">Parámetro del ensayo de emisiones de partículas de los frenos (para cada familia de emisiones por esquina de freno)</p>
    <p class="parrafo">8.13.4.1.1.1.   </p>
    <p> </p>
    <p class="parrafo">Distribución de la fuerza de frenado …</p>
    <p class="parrafo">8.13.4.1.1.2.   </p>
    <p> </p>
    <p class="parrafo">Carga nominal por rueda …</p>
    <p class="parrafo">8.13.4.1.2.   </p>
    <p> Parámetros del vehículo de ensayo para la medición del coeficiente de reparto del frenado por fricción (si procede).</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="42%"/>
        <col width="17%"/>
        <col width="27%"/>
        <col width="13%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vehículo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V representativo [solo para la familia de matrices de resistencia al avance en carretera (*)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valores por defecto</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de carrocería del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Método de resistencia al avance en carretera utilizado (medición o cálculo por familia de resistencia al avance en carretera)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca y tipo de los neumáticos, en caso de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dimensiones de los neumáticos (delanteros/traseros), en caso de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Resistencia a la rodadura de los neumáticos (delanteros/traseros) (kg/t)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión de los neumáticos (delanteros/traseros) (kPa), en caso de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo del vehículo (kg)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa en orden de marcha (kg)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa máxima en carga técnicamente admisible (kg)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f0 (N)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f1 [N/(km/h)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f2 [N/(km/h)2]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Superficie delantera m2 (0,000 m2)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">—</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Demanda de energía del ciclo (J)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">8.13.4.2.   </p>
    <p> </p>
    <p class="parrafo">Valores declarados por el fabricante</p>
    <p class="parrafo">8.13.4.2.1.   </p>
    <p> </p>
    <p class="parrafo">Valor declarado por el fabricante para el coeficiente de reparto de frenado por fricción (si procede) …</p>
    <p class="parrafo">8.13.4.2.2.   </p>
    <p> </p>
    <p class="parrafo">Valor declarado por el fabricante para las emisiones de partículas de los frenos …</p>
    <p class="parrafo">12.   </p>
    <p> </p>
    <p class="parrafo">VARIOS</p>
    <p class="parrafo">12.10.   </p>
    <p> </p>
    <p class="parrafo">Dispositivos o sistemas con modos seleccionables por el conductor que influyen en las emisiones de CO2, el consumo de combustible, el consumo de energía eléctrica o las emisiones de referencia y carecen de un modo predominante: sí/no (1)</p>
    <p class="parrafo">12.10.4.   </p>
    <p> </p>
    <p class="parrafo">Ensayo de factor c (si procede) (indíquese con respecto a cada dispositivo o sistema)</p>
    <p class="parrafo">12.10.4.1.   </p>
    <p> </p>
    <p class="parrafo">Modo más desfavorable: … (referencia al documento para funciones específicas de frenado con incidencia en el coeficiente de reparto de frenado por fricción)</p>
    <p class="parrafo">Anexo 1 — Apéndice 1</p>
    <p class="parrafo">Acta de ensayo de la familia de emisiones por esquina de freno (repítase para los ejes delantero y trasero)</p>
    <p class="parrafo">Acta ③ en el gráfico A1/1 del presente Reglamento.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Acta del ensayo de familia de emisiones por esquina de freno</p>
    <p class="parrafo">Reglamento n.o 179 de las Naciones Unidas</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Modificado por:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="57%"/>
        <col width="22%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Solicitante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Asunto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia de emisiones por esquina de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ID del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="60%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Generalidades</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo del vehículo [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Orientación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado [%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de dispositivo de fijación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Código de identificación del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Código de identificación del material de fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo (o aplicada) por rueda [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Radio de rodadura dinámico del neumático [mm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Radio efectivo del freno [mm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Inercia nominal de frenado [kgm2]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Inercia de ensayo de frenado (o aplicada al freno) [kgm2]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diámetro exterior del disco/tambor [mm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa del disco [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Relación WLn-f / DM [--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de pistones por lado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diámetro medio (o hidráulico) del pistón [mm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Posición de montaje de la mordaza</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta la mordaza al dispositivo de fijación [Nm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta el disco o tambor al cubo de la rueda [Nm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eficiencia de la mordaza de freno o del tambor de freno [%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión umbral [kPa]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor real de alabeo del freno [μm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Control de fugas del sistema</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El caudal medio de aire cumple los requisitos establecidos en el presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="60%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dinamómetro de frenos y sistema de automatización</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El equipo de medición cumple los requisitos del apartado 7 del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diseño de la carcasa del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número Reynolds a la entrada de la carcasa [--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">La velocidad del aire en cada posición del plano C utilizado para verificar la uniformidad de la velocidad no varía en más del ± 35 % de la media aritmética de todas las mediciones del caudal de aire operativo mínimo de la configuración de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">La velocidad del aire en cada posición del plano C utilizado para verificar la uniformidad de la velocidad no varía en más del ± 20 % de la media aritmética de todas las mediciones del caudal de aire operativo máximo de la configuración de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El diseño de la carcasa del freno cumple las especificaciones del apartado 7.4.2, letras a) a i), del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Conjunto de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se cumplen las condiciones de ensayo establecidas en el apartado 8 del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Rotación de los frenos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El disco o tambor de freno sometido a ensayo</p>
            <p class="parrafo">gira en la dirección de la evacuación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="52%"/>
        <col width="24%"/>
        <col width="24%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se cumplen los requisitos de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Interrupciones del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incidencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se han tomado todas las medidas necesarias de conformidad con las especificaciones definidas en los apartados</p>
            <p class="parrafo">9.3.1. a 9.3.3 del anexo 4 del presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="26%"/>
        <col width="18%"/>
        <col width="23%"/>
        <col width="19%"/>
        <col width="15%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal medio de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ajuste de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de emisiones</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1...5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de valores instantáneos 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de valores instantáneos 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[mg H2O/g]</p>
            <p class="parrafo">(aire seco)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">1)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se verifican las pruebas del cumplimiento de todas las especificaciones con arreglo al presente Reglamento.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="26%"/>
        <col width="12%"/>
        <col width="25%"/>
        <col width="21%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ajuste de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de emisiones</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1...5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire nominal (o preestablecido) 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[m3/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire medio 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[m3/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diferencia con el caudal de aire nominal 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire medio normalizado 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[Nm3/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de valores instantáneos de caudal de aire 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">--</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-tblnote">
          <td>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">1)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se verifican las pruebas del cumplimiento de todas las especificaciones con arreglo al presente Reglamento.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="27%"/>
        <col width="9%"/>
        <col width="25%"/>
        <col width="22%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ajuste de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de emisiones</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1...5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-tblnote">
          <td>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">1)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se verifican las pruebas del cumplimiento de todas las especificaciones con arreglo al presente Reglamento.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador(es) de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="63%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de desaceleraciones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Recuento con «Duración hasta parada»</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Recuento con «Tasa de desaceleración»</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="21%"/>
        <col width="12%"/>
        <col width="27%"/>
        <col width="23%"/>
        <col width="17%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ajuste de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de emisiones</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1...5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">wf 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[J/kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Desviación respecto al valor nominal 1)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-tblnote">
          <td>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">1)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se verifican las pruebas del cumplimiento de todas las especificaciones con arreglo al presente Reglamento.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador(es) de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="50%"/>
        <col width="25%"/>
        <col width="25%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Relación entre la carga nominal por rueda delantera</p>
            <p class="parrafo">y la masa del disco o tambor [--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="58%"/>
        <col width="21%"/>
        <col width="21%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ajuste del caudal de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperaturas del freno durante el trayecto #10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ABT — Valor medido [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ABT — Diferencia con el valor buscado [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IBT — Valor medido [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IBT — Diferencia con el valor buscado [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FBT — Valor medido [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FBT — Diferencia con el valor buscado [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Definición del caudal nominal (preestablecido) de aire de refrigeración para el freno específico</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FBT — Diferencia con el valor buscado [°C]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se cumplen los requisitos establecidos en el apartado 11 del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="56%"/>
        <col width="15%"/>
        <col width="15%"/>
        <col width="15%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal nominal [l/min]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal medido normalizado [Nl/min]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Relación isocinética [--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El caudal de muestreo de PM para la relación isocinética cumple las especificaciones del apartado 12.1.2.3, letras a) a i), del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="56%"/>
        <col width="15%"/>
        <col width="15%"/>
        <col width="15%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal medido normalizado [Nl/min]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Relación isocinética [--]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">El caudal de muestreo para la relación isocinética cumple las especificaciones del apartado 12.2.3.2, letras a) a h), del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Muestreo de PM/PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se cumplen los requisitos establecidos en el apartado 12 del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Esquema de disposición del muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="46%"/>
        <col width="18%"/>
        <col width="18%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Primera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro antes del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro después del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="38%"/>
        <col width="21%"/>
        <col width="21%"/>
        <col width="21%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Segunda medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro antes del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro después del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="38%"/>
        <col width="21%"/>
        <col width="21%"/>
        <col width="21%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tercera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro antes del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro después del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador(es) de familia:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="40%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Media de la primera, segunda y tercera mediciones de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro antes del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del filtro después del muestreo, corregido [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Carga final del filtro [μg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Primera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Segunda medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tercera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión final [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="40%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Primera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Segunda medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="46%"/>
        <col width="18%"/>
        <col width="18%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tercera medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión de referencia [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">FEref final [#/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Las emisiones en [#/Ncm3] se encuentran dentro del intervalo de medición especificado del dispositivo PNC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa anterior al ensayo del disco/tambor [mg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa anterior al ensayo del material de fricción [mg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa posterior al ensayo del disco/tambor [mg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa posterior al ensayo del material de fricción [mg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pérdida de masa total [mg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Distancia total recorrida [km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Factor de emisión basado en la pérdida de peso [mg/km]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Se cumplen los requisitos de calibración establecidos en el apartado 14 del anexo 4 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Conclusión</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o de orden</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Correo electrónico</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Teléfono</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fax</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Fin del acta de ensayo</p>
    <p class="parrafo">Anexo 1 — Apéndice 2</p>
    <p class="parrafo">Acta de ensayo del coeficiente de reparto de frenado por fricción (factor c) individual (repítase según proceda para cada medición individual)</p>
    <p class="parrafo">Acta ⑥ en el gráfico A1/1 del presente Reglamento.</p>
    <p class="parrafo">Acta de ensayo n.o:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador del acta del coeficiente de reparto de frenado por fricción:</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Acta de ensayo del coeficiente de reparto de frenado por fricción individual (factor c)</p>
    <p class="parrafo">Reglamento n.o 179 de las Naciones Unidas</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="100%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Modificado por:</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="41%"/>
        <col width="16%"/>
        <col width="44%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Solicitante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Asunto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Determinación de los factores c según el anexo 5 del Reglamento de las Naciones Unidas</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador del acta del coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="57%"/>
        <col width="22%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Objeto sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de la familia IP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ficha de características</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de expedición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de la última modificación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="57%"/>
        <col width="22%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Generalidades</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de prototipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">NIV</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Categoría</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Carrocería</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ruedas motrices</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="64%"/>
        <col width="18%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Freno de fricción</p>
            <p class="parrafo">(se repetirán los puntos siguientes por cada eje)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de conjunto del sistema de frenado (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Disco o tambor (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca del disco/tambor (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de disco/tambor (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de mordaza (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Construcción de la mordaza (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca de la mordaza (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de elementos de retracción (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de pastillas o zapatas de freno (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca de las pastillas o zapatas de freno (eje delantero/trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Arquitectura del grupo motopropulsor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de electrificación del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="36%"/>
        <col width="13%"/>
        <col width="13%"/>
        <col width="13%"/>
        <col width="13%"/>
        <col width="13%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Motor de combustión interna</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Principio de funcionamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de cilindros y disposición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Cilindrada [cm3]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Potencia nominal del motor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[kW] a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[rpm]</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par neto máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[Nm] a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">[rpm]</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="64%"/>
        <col width="18%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Unidad de control</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Referencia de la pieza</p>
            <p class="parrafo">(igual que en la ficha de características)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software sometido a ensayo</p>
            <p class="parrafo">(lectura mediante escáner, por ejemplo)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software</p>
            <p class="parrafo">(carácter de los datos)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="67%"/>
        <col width="17%"/>
        <col width="17%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Transmisión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caja de cambios</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Modo con menor recuperación</p>
            <p class="parrafo">(normal / de tracción / eco / ... / ...)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Referencia de la pieza</p>
            <p class="parrafo">(igual que en la ficha de características)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software sometido a ensayo</p>
            <p class="parrafo">(lectura mediante escáner, por ejemplo)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software</p>
            <p class="parrafo">(carácter de los datos)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="68%"/>
        <col width="16%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Neumáticos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dimensiones (delanteros/traseros)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Circunferencia dinámica del neumático delantero [m]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión de los neumáticos (delanteros/traseros) [kPa]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="57%"/>
        <col width="22%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Máquina eléctrica</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Potencia de pico [kW]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SAEER de tracción</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Capacidad [Ah]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tensión nominal [V]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="58%"/>
        <col width="21%"/>
        <col width="21%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pila de combustible</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Potencia máxima [kW]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tensión nominal [V]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="62%"/>
        <col width="19%"/>
        <col width="19%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Electrónica de potencia</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Convertidor de propulsión</p>
            <p class="parrafo">Marca / tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Potencia [kW]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sistema de baja tensión</p>
            <p class="parrafo">Marca / tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Potencia [kW]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="64%"/>
        <col width="18%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sistema de gestión de baterías</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Referencia de la pieza</p>
            <p class="parrafo">(igual que en la ficha de características)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software sometido a ensayo</p>
            <p class="parrafo">(lectura mediante escáner, por ejemplo)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Software</p>
            <p class="parrafo">(carácter de los datos)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="55%"/>
        <col width="23%"/>
        <col width="23%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Descripción del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">MRO [kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f0 [N]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f1 [N/(km/h)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f2 [N/(km/h)2]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="67%"/>
        <col width="17%"/>
        <col width="17%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Descripción del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Método de ajuste del dinamómetro de chasis</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dinamómetro en modo de tracción a las cuatro ruedas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Modo de funcionamiento en dinamómetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Modo de desaceleración libre</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Método para la determinación del par de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pthreshold delantero / trasero [kPa]</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Cp,b delantero / trasero [Nm/kPa]</p>
            <p class="parrafo">(si procede)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Inicio y final del estado de carga del SAEER de tracción [%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de los ensayos</p>
            <p class="parrafo">(dd.mm.aaaa)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Lugar de los ensayos</p>
            <p class="parrafo">(dinamómetro de chasis, ubicación, país)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Altura del borde inferior del ventilador de refrigeración respecto del suelo [cm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Posición lateral del centro del ventilador</p>
            <p class="parrafo">(si se ha modificado a petición del fabricante)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Distancia desde la parte delantera del vehículo [cm]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IWR: Índice de inercia [%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">RMSSE: Error cuadrático medio de la velocidad [km/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IPDW: Trabajo por diferencia de potencia inercial [J/kg]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">IPDR: Índice de diferencia de potencia inercial [%]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="27%"/>
        <col width="12%"/>
        <col width="12%"/>
        <col width="12%"/>
        <col width="12%"/>
        <col width="24%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Resultados del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Frenos b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FL</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">RL</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">RR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Combinados</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Wbrake, b [J]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Wref [J]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">--</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">--</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción declarado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">--</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="26%"/>
        <col width="52%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acta de ensayo n.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o de orden</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Correo electrónico</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Teléfono</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fax</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fin del acta de ensayo</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Anexo 1 — Apéndice 3</p>
    <p class="parrafo">Acta de demostración de la conformidad del tipo de vehículo</p>
    <p class="parrafo">Acta ⑧ en el gráfico A1/1 del presente Reglamento.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="21%"/>
        <col width="10%"/>
        <col width="10%"/>
        <col width="40%"/>
        <col width="10%"/>
        <col width="10%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de vehículo:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Revisión/corrección</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Acta de demostración de la conformidad del tipo de vehículo</p>
    <p class="parrafo">Acuerdo sobre la aprobación de prescripciones técnicas uniformes aplicables a los vehículos de ruedas y los equipos y piezas que puedan montarse o utilizarse en estos, y sobre las condiciones de reconocimiento recíproco de las homologaciones concedidas conforme a dichas prescripciones.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="29%"/>
        <col width="29%"/>
        <col width="11%"/>
        <col width="31%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Acta</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Solicitante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Asunto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Determinación del coeficiente de reparto de frenado por fricción y de las emisiones de los frenos</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador de familia de emisiones por esquina de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Identificador del acta de ensayo del factor c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Objeto sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Marca</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Identificador IP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Clase de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acta de familia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">X</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concesión de la homologación de tipo n.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Extensión de la homologación de tipo n.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Corrección de la homologación de tipo n.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Revisión de la homologación de tipo n.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Conclusión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El objeto sometido a ensayo cumple los requisitos mencionados en el asunto.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="21%"/>
        <col width="10%"/>
        <col width="10%"/>
        <col width="40%"/>
        <col width="10%"/>
        <col width="10%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de vehículo:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Revisión/corrección</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Lista de revisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="11%"/>
        <col width="22%"/>
        <col width="22%"/>
        <col width="46%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o de rev.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha de revisión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Modificado por</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Motivo de la revisión/corrección</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">00</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">DD.MM.AAAA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nombre y apellidos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Primera versión</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="19%"/>
        <col width="50%"/>
        <col width="16%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Generalidades</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Marca (nombre comercial del fabricante)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Denominaciones comerciales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nombre y dirección del fabricante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nombre y dirección del representante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nombre y dirección de las plantas de montaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ficha de características</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha de expedición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha de la última modificación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Datos complementarios</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="23%"/>
        <col width="11%"/>
        <col width="45%"/>
        <col width="11%"/>
        <col width="11%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tipo de vehículo:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Revisión/corrección</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fabricante:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">1.</p>
          </td>
          <td>Descripción de los objetos sometidos a ensayo</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">1.1.</p>
          </td>
          <td>Combinación de frenos</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">1.1.1.</p>
          </td>
          <td>Freno del eje delantero
			<table class="sinbordes" width="100%"><colgroup><col width="64%"/><col width="36%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia de emisiones por esquina de freno</p></td><td class="oj-table"><p class="parrafo">:</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Acta del ensayo de emisiones por esquina de freno</p></td><td class="oj-table"><p class="parrafo">:</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">1.1.2.</p>
          </td>
          <td>Freno del eje trasero
			<table class="sinbordes" width="100%"><colgroup><col width="64%"/><col width="36%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia de emisiones por esquina de freno</p></td><td class="oj-table"><p class="parrafo">:</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Acta del ensayo de emisiones por esquina de freno</p></td><td class="oj-table"><p class="parrafo">:</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">1.2.</p>
          </td>
          <td>Coeficiente de reparto de frenado por fricción (para cada ensayo se repetirán los puntos siguientes)
			<p class="parrafo">Vehículos sometidos a ensayo (a continuación se incluye un ejemplo de cómo rellenar el cuadro, deberá sustituirse por datos reales antes de presentar la solicitud)</p>
			<table class="sinbordes" width="100%"><colgroup><col width="27%"/><col width="50%"/><col width="23%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">Identificador del acta de ensayo del factor c</p></td><td class="oj-table"><p class="parrafo">Factor c</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">IP 1</p></td><td class="oj-table"><p class="parrafo">Identificador del acta de ensayo 1</p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">IP 3, IP 4, IP 5</p></td><td class="oj-table"><p class="parrafo">Identificador del acta de ensayo 2</p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="23%"/><col width="11%"/><col width="45%"/><col width="11%"/><col width="11%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Tipo de vehículo:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">Revisión/corrección</p></td><td class="oj-table"><p class="parrafo">:</p></td><td class="oj-table"><p class="parrafo">00</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Fabricante:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.</p>
          </td>
          <td>Resultados del ensayo</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.</p>
          </td>
          <td>Coeficiente de reparto de frenado por fricción (a continuación se incluye un ejemplo de cómo rellenar el cuadro, deberá sustituirse por datos reales antes de presentar la solicitud)
			<table class="sinbordes" width="100%"><colgroup><col width="26%"/><col width="52%"/><col width="22%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">Fijo/declarado</p></td><td class="oj-table"><p class="parrafo">Factor c</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">IP 1</p></td><td class="oj-table"><p class="parrafo">Declarado</p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">IP 2</p></td><td class="oj-table"><p class="parrafo">Fijo</p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">IP 3, IP 4, IP 5</p></td><td class="oj-table"><p class="parrafo">Declarado</p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.</p>
          </td>
          <td>Conjunto de freno</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.1.</p>
          </td>
          <td>Información general
			<table class="sinbordes" width="100%"><colgroup><col width="23%"/><col width="27%"/><col width="27%"/><col width="23%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Eje</p></td><td class="oj-table"><p class="parrafo">ID del ensayo</p></td><td class="oj-table"><p class="parrafo">Banco de ensayo</p></td><td class="oj-table"><p class="parrafo">Fecha</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="28%"/><col width="36%"/><col width="36%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">Carga por rueda - delantera [kg]</p></td><td class="oj-table"><p class="parrafo">c * Carga por rueda - delantera [kg]</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="33%"/><col width="33%"/><col width="33%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">Carga por rueda - trasera [kg]</p></td><td class="oj-table"><p class="parrafo">c * Carga por rueda - trasera [kg]</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="23%"/><col width="11%"/><col width="45%"/><col width="11%"/><col width="11%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Tipo de vehículo:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">Revisión/corrección</p></td><td class="oj-table"><p class="parrafo">:</p></td><td class="oj-table"><p class="parrafo">00</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Fabricante:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.2.</p>
          </td>
          <td>Resultados finales - eje delantero
			<table class="sinbordes" width="100%"><colgroup><col width="18%"/><col width="24%"/><col width="18%"/><col width="39%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">PM10 freno [mg/km]</p></td><td class="oj-table"><p class="parrafo">PM10 eje [mg/km]</p></td><td class="oj-table"><p class="parrafo">c*PMAxle [mg/km]</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.3.</p>
          </td>
          <td>Resultados finales: eje trasero
			<table class="sinbordes" width="100%"><colgroup><col width="18%"/><col width="24%"/><col width="18%"/><col width="39%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">PM10 freno [mg/km]</p></td><td class="oj-table"><p class="parrafo">PM10 eje [mg/km]</p></td><td class="oj-table"><p class="parrafo">c*PMAxle [mg/km]</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.2.4.</p>
          </td>
          <td>Resultados finales: vehículo completo
			<table class="sinbordes" width="100%"><colgroup><col width="44%"/><col width="56%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Familia IP</p></td><td class="oj-table"><p class="parrafo">PM10 total [mg/km]</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">2.3.</p>
          </td>
          <td>Observaciones
			<table class="sinbordes" width="100%"><colgroup><col width="21%"/><col width="10%"/><col width="10%"/><col width="40%"/><col width="10%"/><col width="10%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Tipo de vehículo:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">-</p></td><td class="oj-table"><p class="parrafo">Revisión/corrección</p></td><td class="oj-table"><p class="parrafo">:</p></td><td class="oj-table"><p class="parrafo">00</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Fabricante:</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">-</p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo"> </p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="4%"/>
        <col width="92%"/>
      </colgroup>
      <tbody>
        <tr>
          <td> </td>
          <td>
            <p class="parrafo">3.</p>
          </td>
          <td>Declaración de conformidad
			<p class="parrafo">La presente acta de ensayo solo es válida para la muestra descrita. La muestra representativa de este tipo cumple los requisitos de la especificación de ensayo antes mencionada con respecto al método de ensayo documentado.</p>
			<p class="parrafo">La presente acta incluye las páginas 1 a X y está aprobada por el firmante.</p>
			<p class="parrafo">La duplicación del acta de ensayo y la publicación de extractos solo están permitidas previa autorización por escrito del laboratorio de ensayo.</p>
			<p class="parrafo">El centro de pruebas de automoción XXXX es un laboratorio de ensayo acreditado por YYYY de conformidad con la norma DIN EN ISO/IEC 17025. La acreditación solo es válida para el ámbito de acreditación que figura en el anexo XXXX-01-00 documentado.</p>
			<table class="sinbordes" width="100%"><colgroup><col width="50%"/><col width="50%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Lugar</p></td><td class="oj-table"><p class="parrafo">Fecha</p></td></tr></tbody></table>

			<table class="sinbordes" width="100%"><colgroup><col width="100%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo">Título, nombre y apellidos</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Especialista</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo">Tel.: XXXXXXXXXXXX – Fax: XXXXXXXXXXXXX – e-mail: firstname.surname@XXXXX.com</p></td></tr></tbody></table>

			<p class="parrafo">Fin del acta de ensayo</p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">ANEXO 2</p>
    <p class="parrafo">Comunicación</p>
    <p class="parrafo">[Formato máximo: A4 (210 × 297 mm)]</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="13%"/>
        <col width="21%"/>
        <col width="66%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table"><p class="parrafo"> </p><img class="oj-img" height="139.5" 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" width="142"/><p class="parrafo"> </p> (1)</td>
          <td class="oj-table">
            <p class="parrafo">expedida por:</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Nombre de la Administración)</p>
            <p class="parrafo">…</p>
            <p class="parrafo">…</p>
            <p class="parrafo">…</p>
          </td>
        </tr>
        <tr class="oj-tblnote">
          <td>
            <p class="parrafo">(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones sobre homologación que figuran en el Reglamento).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="27%"/>
        <col width="73%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">relativa a (2):</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Homologación concedida</p>
            <p class="parrafo">Homologación extendida</p>
            <p class="parrafo">Homologación denegada</p>
            <p class="parrafo">Homologación retirada</p>
            <p class="parrafo">Cese definitivo de la producción</p>
          </td>
        </tr>
        <tr class="oj-tblnote">
          <td>
            <p class="parrafo">(2)  Táchese lo que no proceda.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">de determinación de las emisiones de los frenos.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="56%"/>
        <col width="44%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o de homologación: …</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N.o de extensión: …</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">1.   </p>
    <p> </p>
    <p class="parrafo">Nombre o marca comercial del fabricante: …</p>
    <p class="parrafo">2.   </p>
    <p> </p>
    <p class="parrafo">Designación de tipo del fabricante</p>
    <p class="parrafo">3.   </p>
    <p> </p>
    <p class="parrafo">Nombre y dirección del fabricante …</p>
    <p class="parrafo">4.   </p>
    <p> </p>
    <p class="parrafo">En su caso, nombre y dirección del representante del fabricante …</p>
    <p class="parrafo">5.   </p>
    <p> </p>
    <p class="parrafo">Descripción sucinta: …</p>
    <p class="parrafo">(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones sobre homologación que figuran en el Reglamento).</p>
    <p class="parrafo">(2)  Táchese lo que no proceda.</p>
    <p class="parrafo">ANEXO 3</p>
    <p class="parrafo">Disposición de la marca de homologación</p>
    <p class="parrafo">En la marca de homologación expedida y colocada en un vehículo conforme al apartado 7 del presente Reglamento, el número de homologación de tipo irá acompañado de un carácter alfanumérico que refleje el nivel al que se limita la homologación.</p>
    <p class="parrafo">En el presente anexo se aborda la apariencia de dicha marca y se ofrece un ejemplo de su composición.</p>
    <p class="parrafo">El esquema gráfico que figura a continuación presenta la disposición general, las proporciones y el contenido del marcado. Se indica el significado de los números y las letras, así como las fuentes para determinar las alternativas correspondientes a cada supuesto de homologación.</p>
    <p class="parrafo">Número del país (1)</p>
    <p class="parrafo"> </p>
    <p>
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" width="502.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">a = 8 mm (mínimo)</p>
    <p class="parrafo">El gráfico siguiente es un ejemplo práctico de cómo debe estar compuesta la marca.</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="73" 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" width="294.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">(1)  Número distintivo del país que ha concedido/extendido/denegado/retirado la homologación (véanse las disposiciones sobre homologación que figuran en el Reglamento).</p>
    <p class="parrafo">ANEXO 4</p>
    <p class="parrafo">Procedimiento de ensayo de emisiones de los frenos</p>
    <p class="parrafo">1.   </p>
    <p> Introducción</p>
    <p class="parrafo">En este anexo se establece el procedimiento para llevar a cabo los ensayos de emisiones de los frenos establecidos en los apartados 7 y 8 del presente Reglamento.</p>
    <p class="parrafo">Todas las referencias que se hagan en el presente anexo a otros apartados deberán considerarse referencias a apartados del presente anexo, salvo que se especifique otra cosa, por ejemplo, «apartado x del presente Reglamento» o «apartado x del anexo x/apéndice x».</p>
    <p class="parrafo">2. a 6.   </p>
    <p> </p>
    <p class="parrafo">Reservado</p>
    <p class="parrafo">7.   </p>
    <p> </p>
    <p class="parrafo">Requisitos del sistema de ensayo</p>
    <p class="parrafo">7.1.   </p>
    <p> Esquema de disposición general del sistema de ensayo</p>
    <p class="parrafo">En el presente Reglamento se define un método normalizado de ensayo en dinamómetro para realizar mediciones repetibles y reproducibles de las emisiones de partículas de los frenos. El sistema técnico para realizar los ensayos de emisiones de los frenos requiere un enfoque sistémico. La realización de un ensayo válido de emisiones de los frenos requiere una integración consistente de varios subsistemas para garantizar que el ciclo de conducción, el aire de refrigeración, el control dinamométrico, la carcasa del freno, el túnel de muestreo, los sistemas de muestreo de aerosol y la recogida de datos cumplan en conjunto los requisitos especificados en el presente Reglamento.</p>
    <p class="parrafo">El gráfico A4/1 presenta dos esquemas indicativos que incluyen los subsistemas mínimos necesarios para llevar a cabo un ensayo de emisiones de frenos utilizando un dinamómetro de frenos. Los esquemas ilustrados incluyen una unidad de acondicionamiento climático con ventiladores de caudal variable que suministran aire acondicionado a la configuración. El aire acondicionado entra en una carcasa de freno diseñada para incorporar todo el conjunto de freno sometido a ensayo. El dinamómetro de frenos permite realizar y controlar el ensayo del freno. La carcasa está directamente conectada al túnel de muestreo, y cerca del extremo de este se montan tres o cuatro sondas de muestreo. Las sondas se utilizan para extraer el aerosol del túnel hacia la configuración de medición de PM y PN. Se instala un caudalímetro en el túnel situado después del plano de muestreo. Se indican la ubicación y las dimensiones de los diferentes elementos a título ilustrativo; por lo tanto, no se requiere una conformidad exacta con el gráfico A4/1.</p>
    <p class="parrafo">Gráfico A4/1</p>
    <p class="parrafo">Esquema indicativo de la disposición para realizar el ensayo de emisiones de los frenos en el laboratorio: a) sin codo después de la carcasa y b) con un codo de 90° después de la carcasa</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="310" 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width="503.5"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">Nota:</p>
          </td>
          <td>a) El esquema de la disposición presenta el túnel de muestreo conectado directamente a la carcasa del freno y contempla cuatro sondas de muestreo. El dinamómetro de frenos no está representado en el esquema, sino únicamente indicado (zona gris); en el gráfico A4/2 figura una representación gráfica del dinamómetro de frenos.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="470" 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" width="421"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">Nota:</p>
          </td>
          <td>b) El esquema de la disposición presenta un codo después de la carcasa y antes del plano de muestreo y contempla cuatro sondas de muestreo. El dinamómetro de frenos no está representado en el esquema, sino únicamente indicado (zona gris); en el gráfico A4/2 figura una representación gráfica del dinamómetro de frenos.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Existen varias configuraciones aceptadas para disponer los subsistemas de manipulación y control del aire. El dinamómetro de frenos (no representado), el software de control, el sistema de adquisición de datos y el dispositivo de fijación del freno pueden ser los mismos en todos los diseños. No obstante, el centro de ensayo se asegurará de que todas las configuraciones incluyan, como mínimo, los subsistemas y las características establecidos en el cuadro A4/1. Los detalles relativos a los diferentes elementos de la configuración figuran en los apartados correspondientes del presente Reglamento, tal como se indica en el cuadro A4/1.</p>
    <p class="parrafo">Cuadro A4/1</p>
    <p class="parrafo">Subsistemas y características requeridos para la configuración del ensayo de emisiones de los frenos, como se muestra en el gráfico A4/1</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="40%"/>
        <col width="60%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Elemento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Subsistema</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad de acondicionamiento climático con ventiladores de caudal variable y control de temperatura y humedad del aire conforme al apartado 7.2.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medio filtrante del aire de refrigeración conforme al apartado 7.2.2.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sensores de temperatura y humedad del aire de refrigeración situados antes de la carcasa de freno conforme a los apartados 7.2.1.1 y 7.2.1.2.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carcasa del freno conforme al apartado 7.4.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conjunto de freno conectado al dinamómetro de frenos conforme al apartado 8.4.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dinamómetro de frenos (no representado, sino indicado únicamente en gris) conforme al apartado 7.3.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Túnel de muestreo conforme al apartado 7.5.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano de muestreo con las sondas de muestreo de PM y PN correspondientes conforme al apartado 7.6.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Instrumentos para recoger la masa de PM y medir las concentraciones de PN conforme a los apartados 12.1 y 12.2, respectivamente</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sistemas para controlar, medir y enviar la señal de SPN10 conforme al apartado 12.2.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM2,5, PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sistemas para controlar el caudal de muestreo, la toma de muestras de partículas de los frenos depositadas en los filtros y las señales de salida con arreglo al apartado 12.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudalímetro situado después del plano de muestreo conforme al apartado 7.2.3.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Símbolo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Característica</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud del conducto recto después de la salida de la carcasa. L0=L2 cuando no hay ningún codo después de la carcasa y antes del plano de muestreo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto antes de la entrada de la carcasa del freno conforme al apartado 7.4.2.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde la última perturbación del flujo anterior al plano de muestreo hasta el propio plano de muestreo conforme al apartado 7.5.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde el plano de muestreo hasta la siguiente perturbación del flujo posterior al plano de muestreo conforme al apartado 7.5.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde la última perturbación del flujo anterior al caudalímetro hasta el propio caudalímetro conforme al apartado 7.2.3.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">L 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Longitud mínima del conducto recto desde el caudalímetro hasta la siguiente perturbación del flujo posterior al caudalímetro conforme al apartado 7.2.3.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">S Q , S P , S T , S RH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Señales electrónicas de salida correspondientes al caudal, la presión, la temperatura y la humedad del aire de refrigeración conforme a los apartados 7.2.1 y 7.2.3.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d i</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro interior del conducto de referencia. Es igual al diámetro interior del túnel de muestreo.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">H s , H e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Puntos que definen el principio (Hs) y el final (He) de la parte horizontal obligatoria en la disposición (en la dirección del flujo) conforme al apartado 7.4.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.   </p>
    <p> Unidad de acondicionamiento climático y aire de refrigeración</p>
    <p class="parrafo">El aire de refrigeración acondicionado a) refrigera el conjunto de freno de forma limpia y continua y b) transporta el aerosol desde la carcasa hasta el túnel de muestreo y las sondas de muestreo de PM/PN. El aire de refrigeración debe estar en condiciones estables de temperatura y humedad de conformidad con las especificaciones descritas en el apartado 7.2.1, debe ser limpio, con bajos valores de concentración de fondo, tal como se definen en el apartado 7.2.2, y debe circular con un caudal constante para garantizar unas condiciones de ensayo repetibles y reproducibles de conformidad con las especificaciones descritas en el apartado 7.2.3.</p>
    <p class="parrafo">El aire de refrigeración acondicionado es suministrado a la configuración de ensayo por la unidad de acondicionamiento climático. Una configuración típica del sistema puede incluir dispositivos refrigerantes para enfriar y deshumidificar el aire, dispositivos calefactores para aumentar la temperatura del aire y nebulizadores de vapor o agua para aumentar la humedad del aire. Forman parte integrante de la unidad los reguladores de acción proporcional, integral y derivada de circuito cerrado, con alarmas y sensores para supervisar el estado de todos los dispositivos e interfaces. El sistema consta de un ventilador de caudal variable capaz de suministrar a la disposición aire de refrigeración acondicionado con una gran variedad de caudales. El sistema se definirá por sus caudales operativos mínimo y máximo. En relación con estos, se aplican las siguientes especificaciones:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El caudal operativo mínimo se definirá en el intervalo comprendido entre 100 y 300 m3/h.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">El caudal operativo máximo será, como mínimo, cinco veces el caudal operativo mínimo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">El caudal operativo máximo será al menos 1 000 m3/h superior al caudal operativo mínimo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El sistema también puede combinar dos ventiladores de caudal variable (uno para impulsar y otro para extraer) a fin de establecer una ligera presión negativa en el interior del túnel de muestreo. El mando de la unidad de acondicionamiento climático deberá ser capaz de proporcionar las interfaces necesarias para el operador y el dinamómetro.</p>
    <p class="parrafo">7.2.1.   </p>
    <p> Acondicionamiento del aire de refrigeración</p>
    <p class="parrafo">El centro de ensayo supervisará y controlará continuamente la temperatura y la humedad del aire de refrigeración acondicionado. Para ello deberá incorporar sensores de temperatura y humedad antes de la carcasa del freno. Los sensores se instalan antes de la carcasa del freno para evitar influir en las señales de retorno con la carga térmica derivada de los eventos de frenado. El gráfico A4/1 presenta una posición indicativa de los sensores de temperatura y humedad del aire (elemento 3).</p>
    <p class="parrafo">El sensor de temperatura tendrá una exactitud de ±1 °C. El sensor aplicado para medir la humedad específica y relativa tendrá una exactitud del ± 5 % del valor nominal (es decir, el 50 %). El centro de ensayo utilizará las señales de estos sensores para evaluar la estabilidad de la temperatura y la humedad del aire de refrigeración. En el cuadro A4/2 se resumen los requisitos relativos a la temperatura, la humedad y el caudal del aire de refrigeración.</p>
    <p class="parrafo">Cuadro A4/2</p>
    <p class="parrafo">Resumen de los requisitos de temperatura, humedad relativa y caudal del aire de refrigeración</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="24%"/>
        <col width="25%"/>
        <col width="25%"/>
        <col width="25%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Parámetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura</p>
            <p class="parrafo">del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa</p>
            <p class="parrafo">del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire</p>
            <p class="parrafo">de refrigeración</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor preestablecido (Qset) conforme al apartado 10.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor medio: tolerancia máxima admisible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 2 °C (21 °C ≤ T ≤ 25 °C)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % (45 % ≤ RH ≤ 55 %)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % de Qset</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valores instantáneos (1 Hz): tolerancia máxima admisible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 °C (18 °C ≤ T ≤ 28 °C)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 30 % (20 % ≤ RH ≤ 80 %)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % de Qset</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valores instantáneos (1 Hz): Desviación admisible por encima de la tolerancia máxima admisible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sin definir</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sin definir</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 10 % de Qset</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valores instantáneos (1 Hz): Tiempo máximo por encima de la tolerancia máxima admisible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 % de la duración de cada tramo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 % de la duración de cada tramo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 % de la duración de cada tramo de ensayo</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.1.1.   </p>
    <p> Temperatura del aire de refrigeración</p>
    <p class="parrafo">La temperatura del aire de refrigeración en el punto de medición deberá ser constante, tal como se define a continuación. El centro de ensayo efectuará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se establecerá la temperatura del aire de refrigeración en 23 °C. La temperatura media del aire de refrigeración no deberá desviarse más del ± 2 °C del valor (nominal) preestablecido (es decir, 21 °C ≤ T ≤ 25 °C). Los centros de ensayo procurarán mantener la temperatura lo más cerca posible del valor nominal de 23 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Los requisitos de temperatura media del aire de refrigeración definidos en la letra a) del presente apartado se aplican a todos los tramos del ensayo de emisiones de los frenos, incluidos el ajuste del aire de refrigeración, el procedimiento de asentamiento y la medición de las emisiones (pero no los tramos de estabilización).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará y se consignará la temperatura media del aire de refrigeración en todos los tramos, tal como se define en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">El valor instantáneo de temperatura del aire de refrigeración no deberá desviarse más de ± 5 °C del valor nominal (es decir, 18 °C ≤ T ≤ 28 °C). Si el valor instantáneo de temperatura del aire de refrigeración se desvía más de ± 5 °C del valor nominal, el centro de ensayo garantizará el cumplimiento de lo dispuesto en la letra e) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El valor instantáneo de temperatura del aire de refrigeración podrá desviarse más de ± 5 °C del valor nominal (T &lt; 18 °C o T &gt; 28 °C) durante no más del 10 % de la duración del ensayo (sin incluir los tramos de estabilización), siempre que la temperatura media cumpla los requisitos definidos en la letra a) del presente apartado:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C será menor de 527 durante el tramo de ajuste de la refrigeración;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C será menor de 1 583 por cada ciclo de frenado WLTP del tramo de asentamiento;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C será menor de 1 583 durante el ciclo de frenado WLTP del tramo de medición de las emisiones (sin incluir los tramos de estabilización).</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si la temperatura media o instantánea del aire de refrigeración queda fuera de los límites especificados en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.1.2.   </p>
    <p> Humedad del aire de refrigeración</p>
    <p class="parrafo">La humedad relativa del aire de refrigeración deberá ser constante, tal como se define a continuación. El centro de ensayo efectuará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se establecerá la humedad relativa del aire de refrigeración en un valor nominal del 50 %. La humedad media del aire de refrigeración no deberá desviarse más del ± 5 % del valor nominal (es decir, 45 % ≤ RH ≤ 55 %). Los centros de ensayo procurarán mantener la humedad relativa lo más cerca posible del valor buscado del 50 %.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Los requisitos de humedad relativa media del aire de refrigeración definidos en la letra a) del presente apartado se aplican a todos los tramos del ensayo de emisiones de los frenos, incluidos el ajuste del aire de refrigeración, el procedimiento de asentamiento y la medición de las emisiones (pero no los tramos de estabilización).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará y se consignará la humedad relativa media del aire de refrigeración en todos los tramos, tal como se define en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">El valor instantáneo de humedad relativa del aire de refrigeración no deberá desviarse más del ± 30 % del valor nominal (es decir, 20 % ≤ RH ≤ 80 %). Si el valor instantáneo de humedad relativa del aire de refrigeración se desvía más del ± 30 % del valor nominal, el centro de ensayo garantizará el cumplimiento de lo dispuesto en la letra e) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El valor instantáneo de humedad relativa del aire de refrigeración podrá desviarse más del ± 30 % del valor nominal (RH &lt; 20 % o &gt; 80 %) durante no más del 10 % de la duración del ensayo (sin incluir los tramos de estabilización), siempre que la humedad relativa media cumpla los requisitos definidos en la letra a) del presente apartado:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior a un 20 % o superior a un 80 % de humedad relativa será menor de 527 durante el tramo de ajuste de la refrigeración;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior a un 20 % o superior a un 80 % de humedad relativa será menor de 1 583 por cada ciclo de frenado WLTP del tramo de asentamiento;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el número total de lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior a un 20 % o superior a un 80 % de humedad relativa será menor de 1 583 durante el ciclo de frenado WLTP del tramo de medición de las emisiones (sin incluir los tramos de estabilización).</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si la humedad relativa media o instantánea queda fuera de los límites predefinidos especificados en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Además de las especificaciones definidas para la humedad relativa, el centro de ensayo garantizará que la humedad específica media del aire de refrigeración se mantenga entre 6 g H2O/kg y 11 g H2O/kg de aire seco durante todo el ensayo de emisiones de los frenos (no se incluyen los tramos de estabilización durante la medición de las emisiones).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Si la humedad específica media queda fuera de los límites especificados en el presente apartado, el ensayo no será válido.</p>
    <p class="parrafo">7.2.2.   </p>
    <p> </p>
    <p class="parrafo">Purificación del aire de refrigeración</p>
    <p class="parrafo">7.2.2.1.   </p>
    <p> Filtrado del aire de refrigeración</p>
    <p class="parrafo">El aire de refrigeración que entre en el sistema de ensayo deberá pasar a través de un medio capaz de reducir al menos en un 99,95 % el tamaño de las partículas más penetrantes en el material filtrante o a través de un filtro al menos de clase H13, tal como se especifica en la norma EN 1822. Cualquier otro tipo de filtro aplicado para eliminar especies orgánicas volátiles (carbón vegetal, carbón activado o equivalente) se instalará antes del filtro H13 (o equivalente). El gráfico A4/1 presenta una posición indicativa del dispositivo filtrador de aire (elemento 2).</p>
    <p class="parrafo">7.2.2.2.   </p>
    <p> Verificación de la concentración de fondo de partículas suspendidas</p>
    <p class="parrafo">La concentración de fondo de partículas suspendidas en la disposición general se definirá en función de la concentración de PN. El centro de ensayo medirá la concentración de fondo de partículas suspendidas utilizando la misma instrumentación empleada en las mediciones de las emisiones de PN. En el apartado 12.2 se ofrece información detallada sobre el sistema de medición de PN. El centro de ensayo medirá y consignará las concentraciones de fondo de SPN10 a dos niveles: a nivel de sistema y a nivel de ensayo de emisiones de frenos.</p>
    <p class="parrafo">7.2.2.2.1.   </p>
    <p> Verificación de la concentración de fondo de las partículas suspendidas a nivel de sistema</p>
    <p class="parrafo">El primer nivel se refiere a la verificación de la concentración de fondo del sistema tras la instalación de la configuración del banco de ensayo, después de cualquier operación de mantenimiento importante, o cuando existan indicios de un mal funcionamiento del sistema. El centro de ensayo realizará el siguiente procedimiento de verificación completa de la concentración de fondo a nivel de sistema:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo sin el dispositivo de fijación de freno y sin ningún componente de freno instalado en el interior de la carcasa del freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo con el sistema de medición de SPN10 funcionando con el ajuste mínimo de PCRF calibrado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará la verificación de la concentración de fondo al menos cinco minutos después de estabilizar el caudal de aire de refrigeración en los valores medios conforme al apartado 7.2.3 en lo que respecta a la estabilidad del caudal de aire de refrigeración y en los valores medios del apartado 7.2.1 en lo que respecta a la temperatura y la humedad del aire de refrigeración.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo con dos ajustes diferentes del caudal de aire de refrigeración. Se aplicarán los caudales operativos mínimo y máximo del sistema. El centro de ensayo tomará muestras de SPN10 durante la verificación de la concentración de fondo del sistema. El centro podrá utilizar una tobera de un único tamaño para el muestreo de SPN10 durante la verificación de la concentración de fondo del sistema cuando aplique diferentes ajustes del caudal de aire.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El procedimiento de verificación durará el tiempo necesario para que la concentración de fondo se estabilice. La concentración de fondo se considera estable cuando el valor promediado de PN con corrección de PCRF, calculado como media móvil de 5 minutos, se mantiene por debajo del nivel máximo admisible con arreglo al apartado 7.2.2.2.3. La media móvil de 5 minutos se obtendrá a partir de muestras de 1 segundo (1 Hz).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.2.2.2.   </p>
    <p> Verificación de la concentración de fondo de las partículas suspendidas a nivel de ensayo</p>
    <p class="parrafo">El segundo nivel se refiere a la verificación de la concentración de fondo antes y después de la realización de un ensayo de emisiones de frenos. El centro de ensayo llevará a cabo el siguiente procedimiento de verificación anterior al ensayo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo anterior al ensayo antes del tramo de asentamiento con el conjunto de freno montado. El disco/tambor no deberá girar y las pastillas/zapatas no deberán verse perturbadas. No se aplicará frenado durante el procedimiento de verificación de la concentración de fondo (presión de frenado cero).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación anterior al ensayo con el ajuste del caudal de aire de refrigeración definido para el ensayo de emisiones de los frenos de que se trate. El sistema de medición de SPN10 funcionará con el ajuste de PCRF seleccionado para el ensayo de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará la verificación de la concentración de fondo anterior al ensayo al menos 5 minutos después de estabilizar el caudal de aire de refrigeración en los valores medios conforme al apartado 7.2.3 en lo que respecta a la estabilidad del caudal de aire de refrigeración y en los valores medios del apartado 7.2.1 en lo que respecta a la temperatura y la humedad del aire de refrigeración.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo anterior al ensayo durante el tiempo que sea necesario para que la concentración de fondo se estabilice. La concentración de fondo se considera estable cuando el valor de PN con corrección de PCRF, calculado como media móvil de 5 minutos, se mantiene por debajo del nivel máximo admisible con arreglo al apartado 7.2.2.2.3. La media móvil de 5 minutos se obtendrá a partir de muestras de 1 segundo (1 Hz). No desconecte el sistema de PN una vez finalizada la verificación anterior al ensayo y antes de completar la verificación posterior al ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo llevará a cabo el siguiente procedimiento de verificación posterior al ensayo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo posterior al ensayo antes de purgar el sistema de PN y con el conjunto de freno montado. El disco/tambor no deberá girar y las pastillas/zapatas no deberán verse perturbadas. No se aplicará frenado durante el procedimiento de verificación de la concentración de fondo (presión de frenado cero).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación posterior al ensayo con el ajuste del caudal de aire de refrigeración utilizado para el ensayo de emisiones de los frenos de que se trate. El sistema de medición de SPN10 funcionará con el ajuste de PCRF seleccionado para el ensayo de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará la verificación de la concentración de fondo posterior al ensayo justo después del ensayo de emisiones y con el caudal de aire de refrigeración estabilizado en los valores medios conforme al apartado 7.2.3 en lo que respecta a la estabilidad del caudal de aire de refrigeración y en los valores medios del apartado 7.2.1 en lo que respecta a la temperatura y la humedad del aire de refrigeración. No desconecte el sistema de PN una vez finalizado el tramo de medición de emisiones y antes de completar la verificación posterior al ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo la verificación de la concentración de fondo posterior al ensayo durante el tiempo que sea necesario para que la concentración de fondo se estabilice. La concentración de fondo se considera estable cuando el valor de PN con corrección de PCRF, calculado como media móvil de 5 minutos, se mantiene por debajo del nivel máximo admisible con arreglo al apartado 7.2.2.2.3. La media móvil de 5 minutos se obtendrá a partir de muestras de 1 segundo (1 Hz).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.2.2.3.   </p>
    <p> Cálculo y consignación de la concentración de fondo de partículas suspendidas</p>
    <p class="parrafo">La concentración de fondo se medirá y se consignará con una concentración de SPN10 en condiciones estándar. El centro de ensayo aplicará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se llevará a cabo una verificación del cero del contador del número de partículas suspendidas (PNC). Se aplicará un filtro de prestaciones adecuadas en la entrada del PNC conforme a las especificaciones del fabricante del equipo y se registrará la concentración de PN. El valor medido no deberá exceder de 0,2 #/cm3 en la entrada del PNC. Al retirar el filtro, el PNC deberá mostrar un aumento de la concentración medida, y al volver a colocarlo, deberá regresar a ≤ 0,2 #/cm3. El medidor de PN no comunicará ningún error.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se medirá el valor medio de las concentraciones de fondo de SPN10 (SPN10b# ) a nivel de sistema y a nivel de ensayo conforme a los apartados 7.2.2.2.1 y 7.2.2.2.2. Se indicarán los valores de fondo de la concentración en número de partículas suspendidas normalizada (#/Ncm3), tal como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">La concentración media de fondo de SPN10 en el túnel durante 5 minutos no superará el límite máximo de 20 #/Ncm3. Este límite de 20 #/Ncm3 se aplica a la concentración de fondo tanto a nivel de sistema como a nivel de ensayo, tal como se describe en los apartados 7.2.2.2.1 y 7.2.2.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">El ensayo no será válido en caso de incumplimiento de la verificación del cero del PNC descrita en la letra a) y de los límites de la concentración de fondo de partículas suspendidas definidos en la letra c) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El centro de ensayo no restará el valor de la concentración de fondo al consignar el valor de la concentración de SPN10 del tramo de medición de emisiones de los frenos con arreglo al apartado 12.2.4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.2.2.4.   </p>
    <p> Cálculo y consignación de la concentración de fondo de partículas suspendidas por distancia recorrida</p>
    <p class="parrafo">El centro de ensayo también consignará la concentración de fondo expresada en número de partículas suspendidas por distancia recorrida para reflejar los cambios en los ajustes del aire de refrigeración al someter a ensayo diferentes frenos. El cálculo de la concentración de fondo por distancia recorrida se determina mediante las ecuaciones 7.1 y 7.2:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 7.1)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="376.2"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 7.2)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">SPN10bFE</p>
          </td>
          <td>
            <p class="parrafo">es la concentración de fondo de SPN10 en el túnel de muestreo, en #/km;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">SPN10b#</p>
          </td>
          <td>
            <p class="parrafo">es la concentración media de fondo SPN10 normalizada y con corrección de PCRF en el túnel de muestreo, en #/Ncm;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQ</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en el túnel de muestreo, en Nm3/h;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">VSet</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad lineal nominal media del ciclo de frenado WLTP, en km/h.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La concentración de fondo de PN (SPN10b# ) corresponde al valor de medio de SPN10 normalizado y con corrección de PCRF calculado a lo largo de la verificación de la concentración de fondo a partir de los parámetros especificados en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se calcula el caudal medio normalizado de aire de refrigeración (NQ) durante el procedimiento de verificación de la concentración de fondo a partir de los parámetros especificados en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">La velocidad lineal nominal media del ciclo de frenado WLTP es igual a 43,7 km/h (Vset = 43,7 km/h).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán y se consignarán los valores de concentración de fondo de partículas suspendidas por distancia recorrida únicamente a nivel de ensayo, tanto antes como después del ensayo, tal como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.2.3.   </p>
    <p> Caudal de aire de refrigeración</p>
    <p class="parrafo">El centro de ensayo medirá y consignará el caudal de aire de refrigeración a lo largo de todo el procedimiento de ensayo de emisiones de los frenos. La medición del caudal de aire de refrigeración deberá cumplir los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El método de medición del caudal de aire de refrigeración deberá ser tal que la medición tenga una exactitud del ± 2 % del valor preestablecido en todas las condiciones de funcionamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se medirá el caudal de aire de refrigeración después del plano de muestreo. El gráfico A4/1 presenta una posición indicativa del caudalímetro (elemento 10).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">En caso de medición en un único punto, se situará el caudalímetro en el centro del conducto, al menos cinco diámetros de conducto después y dos diámetros de conducto antes de cualquier elemento de perturbación del flujo. La zona de medición del caudal puede tener un diámetro interior diferente al del túnel de muestreo. En tal caso, por «diámetro del conducto» se entenderá el diámetro interior del conducto en el que esté situado el caudalímetro. La instalación del caudalímetro no deberá introducir cambios significativos de presión (es decir, la presión en el caudalímetro no deberá diferir más de ± 1 kPa de la presión ambiente). El diámetro interior del conducto será como mínimo el 35 % del diámetro interior del túnel de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">En caso de medición en varios puntos, se instalará el caudalímetro en perpendicular a la dirección del flujo, al menos cinco diámetros de conducto después y dos diámetros de conducto antes de cualquier elemento de perturbación del flujo. Por «diámetro del conducto» se entenderá el diámetro interior del conducto en el que estén situados los caudalímetros. Las especificaciones para la instalación del caudalímetro definidas en la letra c) del presente apartado se aplicarán cuando el diámetro interior del conducto sea diferente del diámetro interior del túnel de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un caudalímetro calibrado para indicar el caudal de aire en condiciones estándar. Para garantizar una conversión adecuada a las condiciones de funcionamiento, el sensor de temperatura deberá tener una exactitud de ± 1 °C y las mediciones de presión deberán tener una precisión y exactitud de ± 0,4 kPa.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Cuando el caudalímetro no esté calibrado para indicar valores en condiciones estándar, se comprobará que incluye un sensor de temperatura instalado inmediatamente antes del medidor. El sensor de temperatura deberá cumplir los requisitos de exactitud descritos en la letra e) del presente apartado. Se utilizará esta medición para normalizar los valores de caudal de aire.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Cuando el caudalímetro no esté calibrado para indicar valores en condiciones estándar, se comprobará que incluye la medición de la presión absoluta o la diferencia de presión con respecto a la presión atmosférica tomada antes del medidor. Las mediciones de presión deberán cumplir los requisitos de precisión y exactitud descritos en la letra e) del presente apartado. Se utilizará esta medición para normalizar los valores de caudal de aire.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Cuando se utilicen filtros de aire para proteger el caudalímetro frente a la contaminación, se instalará el filtro al menos cinco diámetros de conducto antes del caudalímetro. Se controlará la caída de presión de forma continua y, cuando sea necesario, se corregirá el caudal de aire medido según corresponda. Se seguirán las recomendaciones relativas al tipo y las especificaciones del filtro de protección facilitadas por el fabricante del caudalímetro.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo garantizará que el caudal de aire de refrigeración sea constante a lo largo de todo el ensayo de emisiones de los frenos, de la manera siguiente:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">El valor preestablecido (nominal) para el caudal de aire de refrigeración (Qset) será el mismo y constante durante todos los tramos de un ensayo de emisiones de frenos. Se aplicará el mismo valor preestablecido a los tramos de ajuste de la refrigeración, asentamiento y medición de emisiones (incluida la estabilización). Esto no se aplica a las iteraciones infructuosas del tramo de ajuste de la refrigeración, que pueden tener diferente valor preestablecido de caudal de aire de refrigeración.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de ajuste de la refrigeración, el caudal medido medio de aire de refrigeración deberá situarse dentro de un margen del ± 5 % del valor preestablecido al inicio del ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de asentamiento, el caudal medido medio de aire de refrigeración no deberá diferir más de un ± 5 % del valor nominal definido durante el tramo de ajuste de la refrigeración para el freno de que se trate.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">l)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de medición de las emisiones, el caudal medido medio de aire de refrigeración deberá situarse dentro de un margen del ± 5 % del valor nominal definido durante el tramo de ajuste de la refrigeración para el freno de que se trate.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">m)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará y se consignará el caudal de aire de refrigeración medido y promediado por tiempo en todos los tramos, tal como se define en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">n)</p>
          </td>
          <td>
            <p class="parrafo">En caso de que el caudal medio de aire de refrigeración nominal o medido no cumpla los requisitos definidos en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">o)</p>
          </td>
          <td>
            <p class="parrafo">El valor instantáneo del caudal de aire de refrigeración puede desviarse más de un ± 5 % y hasta un ± 10 % del valor nominal durante no más del 5 % de la duración del ciclo, siempre que el caudal medido medio de aire de refrigeración cumpla los requisitos definidos en el presente apartado. Esto se aplica a los tramos de ajuste de la refrigeración y de medición de las emisiones:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">en lo que respecta al tramo de ajuste de la refrigeración, el valor instantáneo de caudal de aire de refrigeración puede desviarse entre un ± 5 y un ± 10 % del valor preestablecido durante no más de 264 s;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">en lo que respecta al tramo de medición de emisiones, el valor instantáneo de caudal de aire de refrigeración puede desviarse entre un ± 5 y un ± 10 % del valor preestablecido durante un máximo de 792 s (sin incluir los tramos de estabilización).</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">p)</p>
          </td>
          <td>
            <p class="parrafo">Además del cumplimiento de los límites medio e instantáneo definidos en el presente apartado, el caudal de aire de refrigeración en combinación con el caudal de aire de muestreo en los conductos de muestreo de PM y PN deberá cumplir los requisitos isocinéticos que figuran en los apartados 12.1.2.3 y 12.2.3.2, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">q)</p>
          </td>
          <td>
            <p class="parrafo">Antes del ensayo se llevará a cabo un control de fugas del sistema en el conducto y la carcasa. Se establecerá el caudal de aire de refrigeración en el ajuste de la refrigeración definido para someter a ensayo el freno de que se trate y se medirá durante al menos 2 minutos después de que se estabilice el caudal. Si el caudal medido medio se encuentra dentro de un margen del ± 5 % del valor preestablecido, se procederá a realizar el ensayo. Si el caudal fluctúa más del ± 5 % respecto del valor preestablecido, se interrumpirán las actividades de ensayo, se verificará el caudalímetro, se determinarán las posibles fuentes de las fugas, se adoptarán medidas correctoras para resolver el problema y se reanudará el ensayo, no sin antes realizar un control de fugas que demuestre que efectivamente se ha resuelto. Podrán aplicarse métodos alternativos que sigan las especificaciones del fabricante del sistema para determinar la tasa de fuga del sistema; no obstante, el centro de ensayo deberá consignar siempre el nivel real de fluctuación del caudal con respecto al valor preestablecido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">r)</p>
          </td>
          <td>
            <p class="parrafo">El centro de ensayo consignará el caudal de aire de refrigeración en el archivo de tiempos del ensayo de emisiones de los frenos. Además, el centro deberá consignar tanto el caudal de aire real como el normalizado, tal como se definen en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.3.   </p>
    <p> Dinamómetro de frenos y sistemas de automatización</p>
    <p class="parrafo">El dinamómetro de frenos es un sistema técnico que proporciona la energía cinética controlada al freno sometido a ensayo. Principalmente transforma la energía cinética rotatoria en energía térmica (gráfico A4/2 — S1). El gráfico A4/2 presenta la disposición del sistema de ensayo con el dinamómetro de frenos y muestra las interacciones con los subsistemas mínimos necesarios para realizar un ensayo de emisiones de frenos con arreglo al presente Reglamento.</p>
    <p class="parrafo">Gráfico A4/2</p>
    <p class="parrafo">El dinamómetro de frenos y los sistemas de automatización en la disposición general del ensayo</p>
    <p class="parrafo"> </p>
    <p>
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" width="552"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">Nota:</p>
          </td>
          <td>S1: Dinamómetro de frenos, S2: Sistema de automatización, control y adquisición de datos, S3: Unidad de acondicionamiento climático, S4: Carcasa del freno y plano de muestreo, S5: Sistema de medición de emisiones. C1 y C2: Sistema de control y supervisión de la energía del centro de ensayo. La flecha gris representa la muestra de aerosol del freno sometido a ensayo.</td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El dinamómetro de frenos constará, como mínimo, de los elementos siguientes:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Un motor eléctrico de régimen variable para acelerar o mantener la velocidad de rotación constante y modular la inercia en función de las necesidades del ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Un servocontrol (hidráulico o eléctrico) para accionar el freno sometido a ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Un conjunto mecánico para montar el freno sometido a ensayo, permitir la rotación libre del disco o tambor y absorber las fuerzas de reacción del frenado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Una estructura rígida para montar todos los subsistemas obligatorios. La estructura deberá ser capaz de absorber las fuerzas y el par generados por el freno sometido a ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Sensores y dispositivos para recoger datos y supervisar el funcionamiento del sistema de ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Parte integrante del sistema de ensayo es el sistema de automatización, control y adquisición de datos (gráfico A4/2 — S2). Este controla continuamente la velocidad de rotación del motor, así como el funcionamiento y las interacciones entre los diferentes sistemas (gráfico A4/2 — S3, S4, S5). Los subsistemas S3, S4 y S5 se describen detalladamente en los apartados 7.2, 7.4-7.5 y 12.1-12.2, respectivamente. Los diferentes elementos y subsistemas del gráfico A4/2 son indicativos; por lo tanto, no es obligatoria la conformidad exacta con el gráfico.</p>
    <p class="parrafo">El sistema de automatización, control y adquisición de datos realiza todas las funciones que permiten el ensayo de emisiones de los frenos. Acelera el freno durante los eventos de aceleración, mantiene una velocidad constante durante los eventos de velocidad de crucero y modula el par de fricción durante los eventos de desaceleración para reducir la energía cinética de las masas rotacionales. Además, el sistema de automatización, control y adquisición de datos proporciona una interfaz al operador, almacena los datos del ensayo y gestiona las interfaces con otros sistemas del centro de ensayo. El sistema de automatización deberá ser capaz de utilizar un control activo del par en el motor eléctrico para aumentar o reducir la inercia efectiva total del ensayo durante los eventos de desaceleración. El motor eléctrico también deberá ser capaz de absorber parte de la energía cinética equivalente a la resistencia al avance en carretera y al frenado sin fricción del grupo motopropulsor del vehículo. El software que utilice el sistema de ensayo deberá ser capaz de realizar al menos las siguientes funciones:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Ejecutar el ciclo de conducción automáticamente haciendo funcionar todos los procesos de circuito cerrado (principalmente para los controles de freno, la manipulación del aire de refrigeración y los instrumentos de medición de emisiones).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Muestrear y registrar continuamente los datos de todos los sensores pertinentes para generar las señales de salida definidas en el apartado 13 del presente anexo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Supervisar señales, mensajes, alarmas o paradas de emergencia del operador y los diferentes sistemas conectados al sistema de ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.4.   </p>
    <p> Diseño de la carcasa del freno</p>
    <p class="parrafo">La carcasa del freno es la cámara de ensayo en la que se instala el conjunto de freno durante los ensayos de emisiones de los frenos. Es una cámara sellada que impide que entre aire no tratado y contamine el aire que circula alrededor del conjunto de freno. La carcasa dirige aire acondicionado uniforme para enfriar el freno y transportar el aerosol al túnel de muestreo. Los requisitos de diseño de la carcasa tienen por objeto proporcionar directrices generales para garantizar la comparabilidad de los sistemas relacionados con la refrigeración de los frenos y la eficiencia del transporte de partículas suspendidas. El gráfico A4/1 presenta una posición indicativa de la carcasa del freno (elemento 4).</p>
    <p class="parrafo">7.4.1.   </p>
    <p> Elementos generales</p>
    <p class="parrafo">El gráfico A4/3 ilustra una forma indicativa de la carcasa, definida por un plano horizontal y cuatro planos verticales. El plano A1 representa el nivel horizontal alineado con el eje de rotación del freno y el eje de los conductos de entrada y salida. El plano A representa el plano vertical alineado con la entrada de la carcasa. El plano B representa el plano vertical al final de la transición del conducto de entrada a la sección central de la carcasa. El plano C estará definido por el conjunto de freno más grande aplicado en los vehículos incluidos en el ámbito de aplicación del presente Reglamento o cualquier freno de dimensiones similares (es decir, de un diámetro de 450 mm). El plano D representa el plano vertical alineado con el eje de rotación del freno.</p>
    <p class="parrafo">Gráfico A4/3</p>
    <p class="parrafo">Representación esquemática indicativa de la carcasa del freno</p>
    <p class="parrafo"> </p>
    <p>
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    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">El volumen de transición de entrada (gráfico A4/3 — 1) se define como la sección de la carcasa que se encuentra entre los planos A y B y se representa de color gris. El ángulo de transición «a» (gráfico A4/3 — 2) define el grado de uniformidad de la zona de transición a la carcasa. En el gráfico A4/3, el aire de refrigeración fluye de derecha a izquierda.</p>
    <p class="parrafo">7.4.2.   </p>
    <p> Especificaciones de diseño</p>
    <p class="parrafo">Deberán cumplirse las siguientes especificaciones generales para el diseño de la carcasa del freno y la verificación de la correcta uniformidad de mezcla y caudal:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La carcasa del freno tendrá dos secciones cónicas o trapezoidales intersecantes con un cilindro en el centro, concéntrico con el eje de rotación del freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">La transición del plano A al plano B será uniforme y continua, sin cambios bruscos. Los requisitos se aplican al plano vertical, a lo largo del eje del conducto, y al plano horizontal A1, a lo largo de la sección transversal de la carcasa (cilindro intersecante).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Las secciones transversales de entrada y salida estarán diseñadas para garantizar ángulos de transición uniformes (15° ≤ a ≤ 30°) a fin de evitar cambios repentinos en la forma o el tamaño de la sección transversal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Los puntos de transición entre los segmentos no presentarán imperfecciones ni características que puedan recoger partículas de los frenos que pudieran quedar suspendidas en el aire más adelante durante el ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplican elementos de fijación en los puntos de transición, no deberán sobresalir tanto que invadan la zona de la carcasa.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">El aire de refrigeración solo entrará y saldrá de la carcasa en dirección horizontal (es decir, el eje central de la carcasa definido en el plano A1 se alineará con la dirección del flujo de aire). El túnel será horizontal y recto durante al menos dos diámetros de conducto (2 di) antes de la entrada de la carcasa. El conducto del túnel también deberá ser horizontal después de la carcasa al menos hasta dos diámetros de conducto (2 di) después del plano de muestreo especificado en el apartado 7.5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">La construcción de las superficies de la carcasa de freno que entren en contacto con el aerosol deberá ser continua, sin juntas. Se utilizará acero inoxidable con un acabado electropulido (o equivalente) para obtener una superficie ultralimpia y ultrafina y aumentar la resistencia a la corrosión.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">La selección de todos los materiales (incluidos los sellos) tendrá por objeto garantizar una protección suficiente contra los medios utilizados (por ejemplo, el líquido de frenos) durante la configuración. Todas las cavidades e interfaces de la carcasa se impermeabilizarán con empaquetadura o equivalente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">El flujo de aire a la entrada de la carcasa será turbulento, con un número Reynolds de al menos 4 000 para todos los ajustes de ensayo del caudal de aire a fin de garantizar una mezcla suficiente. Se calculará el número Reynolds Re para un ensayo de emisiones de frenado determinado utilizando la ecuación 7.3.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="60.300000000000004" 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" width="254.70000000000002"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 7.3)</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">donde:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="20%"/>
                <col width="80%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">Re</p>
                  </td>
                  <td>
                    <p class="parrafo">es el número Reynolds correspondiente al ensayo de emisiones de los frenos de que se trate (sin unidades);</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">U</p>
                  </td>
                  <td>
                    <p class="parrafo">es la velocidad media del aire de refrigeración en el túnel de muestreo, en km/h;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">di</p>
                  </td>
                  <td>
                    <p class="parrafo">es el diámetro del túnel de muestreo en mm según el cuadro A4/1;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">υ</p>
                  </td>
                  <td>
                    <p class="parrafo">es la viscosidad cinemática del aire (se utilizará un valor predeterminado de 1,48 × 10–5 m2/s).</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">La velocidad media del aire de refrigeración en el túnel de muestreo puede calcularse utilizando el caudal de aire medido y el diámetro interior del túnel de muestreo sobre la base de la ecuación 7.4.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="67.5" src="data:image/jpg;base64,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" width="175.5"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 7.4)</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">donde:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="20%"/>
                <col width="80%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">Q</p>
                  </td>
                  <td>
                    <p class="parrafo">es el caudal de aire de refrigeración medido en m3/h según el cuadro A4/10;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">d i</p>
                  </td>
                  <td>
                    <p class="parrafo">es el diámetro del túnel de muestreo en mm según el cuadro A4/1.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">El plano C es tangencial a un disco arbitrario de 450 mm de diámetro. Se diseñará el área de sección transversal en la entrada de la carcasa de modo que la velocidad del aire en el plano C se mantenga por debajo de la tolerancia máxima admisible para la uniformidad de la velocidad definida en la letra l) del presente apartado. En caso necesario, se utilizarán estabilizadores de flujo o difusores en el lado de entrada antes del plano B para garantizar el mayor nivel posible de caudal uniforme en el plano C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán los valores de velocidad del aire en nueve posiciones en el plano C, tal como se define en el gráfico A4/4. Se dividirá el plano C en nueve zonas iguales mediante líneas paralelas a los lados del plano (l1 representa la altura del plano C y l2 representa la profundidad axial del plano C). El punto C5 será el centro del plano C. Los ocho puntos restantes se distribuirán uniformemente en torno al punto C5 y se colocarán en el centro de las líneas imaginarias entre el punto C5 y las paredes de la carcasa en el plano C, como se muestra en el gráfico A4/4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A4/4</p>
    <p class="parrafo">Posiciones de referencia para la verificación de la velocidad del aire</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="165" 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Gg8o0/sTf3LMsNB5Rp/Ym/uWZBzb/LJFTxOjcW6v0PYRoelV7k+EYnkcgqK21Ghrm8WV9qmdRVLT278emvugqf5L5Vi9k/kVwUEffTbRbDBF41cqoclgj8lQ5HFzdTIOxtVFo3Xs3o3eErcp9q1NbKPnM/xq84bI0hr5aqMVFIXHo3Z4d4aadbg1dRZY6iZkbow/WNw0cxwBaR2EFBILLeLVe6FldaLjSXCleAWzU0zZGH3QVvKqBgGHx189ytNDU4zc5tSayx1DqbvvwjCDzTz65hX1b59rNgqtyCvsueWwnvRVEW24Rjq1c1pik/ss1QWqiryj2vYwy7ss+R090xS4SHdijvVKYI5jrp9jlBMbuj8JT+nmhqIWzU8scsThq17HBzT6hCDIiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgx1UENVTvp6iJssUg3XscNQ4dhVQcoGpxjA8Utl0ZZLa1894pqfQwDi0uO/7m7qrjVL8qfBIc2tOOw1N0no447rHAGxsDgTLq0u49Y04ILMGJYu4bwsNtIPEEQN4p40cX/EFu+AaulaKV9DaaSikqHVL6eFkTpnAAyFrQN4gdZ01W0g4fjQxf8AEFu+AauZluKY1Hit3kZYre1zaGcgiBvA825S9cnMvMjeP0Cf4tyDznyV9juzXKdiNjvd/wAToa+4TiTnZ5N7edo8gdB7ArS+t92OekO2f5/nXK5Fvodcd/a/GFXKgq7633Y56RLZ/n+dfv1vuxz0h2z/AD/OrQRBV/1vuxz0h2z/AD/Ovz633Y56RLZ/n+dWiiDzByptjuzTF9hOSXyw4jQUFxpmwczUR728zenjadNT2Ej3VPcW2CbIqrGbVVVGD22SaaihfI47/fOMYJPT2py0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2oIN9b7sc18wds/z/Oh5Puxw/wD8Dtn+f51aCIKv+t92OekO2f5/nT633Y56Q7Z/n+dWgiCrxyfdjnpDtn+f51Um3nZFs4sOZ7MaK04pQ0tPdMiFNXMZvaTxbgO67j0L1WqN5THngbHv1qH8AQSL633Y56Q7Z/n+dPrfdjnpDtn+f51aCIKv+t92OekO2f5/nX59b7sc9Ils/wA/zq0UQVf9b7sc9Ids/wA/zp9b7sd9Ids/z/OrQRB5J2VY/Z8U5dWSWHHqGO322CzNMdPETut3oYXHpPaSfdXrZeXcW+6E5V7TM+TwL1EgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICLFVVNPSU0lTVTxwQRNLpJZHBrGgdJJPABVjW7csWqrsbNhNBd85uAO69tjgbJBEfz53ubE3h17xQWmuff75Zcft7rhfbtQ2ukb0z1c7YmD3XEBVpX23bXl8rWTXez4DaZO+LKHWtuWn4LnuaImHt3d7TqJXVtOxjB4KuK43yjqcrusZ1bcL/ADmtmHYBvd60A9ADeGqDQu22SKt3YNnmJ33NZZCWsqqOnMVA09AJqXgMLdfwdV8eNza7mFBu5Pl1NhdPIBvUeNsElRp2OqZQd069bAFa0cccUbY42NYxo0a1o0A9QL6QQLAtkWC4fUm40VpFdeHnemu1yeamrkd1u5x+pbr1hug8CnugREBERAREQEREBEX4XNB0LgPdQfqL832fhN99CQBqSAg/UX497GeSc1uvadF889D/AM1n9oIPtF+BzS3eDgR2g8E3m7u9vDd7deCD9RfHPQ/81n9oL9Y9j/Iva7TsOqD6RfgIOuhB04HRY+6Kf/nxf2wgyosbZ4XODWzRuJ6AHBfe83f3N4b2mumvHRB+ovh80LHbr5Y2nsLgF8900/8Az4v7YQZUX457WgFzgAToNT0r8kkjj05x7Wa9G8dEH0sdTPDTQPnqJo4YmDee+Rwa1o7ST0L87pp/+fF/bC8D8tjaTe77tNrsPpbjURWG083GaZjt1s0+mrnu08lproPAPCg9043eLRdqFniXdaGv5qNgk7mqGSbh0690nRdRfyYwjLcgwzIKe+Y7cqiirIHA6xvIbI3Xixw6HNPQQV/UXZplEGa4FZsppo+aZcqVsxZrruO6HN9QOBCDdyXyrF7J/Irgr42uZVR4va7YZoZKmsuVxjoKCmYQDNPJqGgk9DRxJPHQA8Co5S3DMKatoorxZ7PJDVVQhdJbamZ/c7Nxzt94kaNeLQNRw4oJMiKP5dkgsk9rt1LRmuut2qDBRU/OBjTut3nyPd1MYOJ0BPEaBBIEUbt9xyyG50FFfLPa3R1T5A+qtk8r44A1hc0PEjQdXEaa9HuqSIMnPOMD6aZrJ6eRu6+GVoexw7CCobJs4xymuDrniVXc8HuL3Bz5LJKG00ngfTPBiIPX3uvhXzU5XcLllF1xrEqO31NbZ2wm4z3GZ8cEbpQSyNvNhznP0aSeAABHTqu1j9fdKqWvp7tbY6OWklZG18UhfFOHRtcXsJAOgJLdDx4cUGtV3/alj0zXutFoza1sbq+S3SdyXDQdJ5l5LHuPY0j1F27RtTw+rfBTXSvfjdwm4Nob7GaGcnsAk0D/AFWkrIOB1Cx3amorzb3W6+W+ju1E/wAlT1sDZWH3HBBNmua5oc1wII1BB4FfqqKfBoKGKI4Nkt6w2SHjHS08ndFvJ4671PJrwPR3pb0BdGhyXaRYLaZckxmjymKPpqcam0nI/CdTTlunqNe49gQWYih2HbTsJyupNBbb1HDc2ENkttcx1LVsd2GGQBx9UAjwqY6oCIiAiIgIiICIiAiIgIiICIiAoTte+11h9vqP+JymyhG177XWHp+31H0euKCbhECIC5OZeZG8foE/xbl1lycy8yN4/QJ/i3IKw5Fvodcd/a/GFXKqa5Fvodcd/a/GFXKgIiICIiCneWh6GzLPWU/ymJWXhfmPsvtfB8W1Vpy0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2oOuiIgIiICo3lMeeDse/WofwBXkqO5THngbHv1qH8AQXiiIgIiICIiDy7i33QnKvaZnyeBeol5dxb7oTlXtMz5PAvUSAiIgImqICIiAiIgIiICIiAiIgIiICImqAiIgIiICIiAiIgIiICIiAiIgIhIA1J0AUCzba/gWJ1jbdXXptZdX6c3bbdGaqqfqdB9jZqR7uiCer4nmhgidLNKyONo1c97gAPVJVU1+TbXsqZG3DMOo8XoJem4ZLL/tIbroS2kj1LXDTUb7tCCFlh2Ow3ykYNp2VXjNptBvQyydxUYPXpBBuhw149+XaIN66bZ8JirZ7XYamqyu8REg2+xwOqZNR06uGjG6derguTR3Dbjl9SXR2mybPrQdW61x7vuJ/Oa1jhE3Xq1JI04gqyMax6x41bI7ZYLTR2yjjADYaaEMbwGg106T4TqV1EFX0GxHF5Lt4r5Xcb5mNcHB7HXqs5yGNwOurIWBsY7NNDwCse3UFDbqZtNb6OnpIGjRscETY2j3GgBbKICIiAiIgIiICIiAiIgIiICwT0lNM/flia92mmpWdEGr4nUX9XYthzGOaGuaCAQQPUX0iDHNBFMAJY2v06NVj7hpP6vH7y2EQfDIo2Rc0xgDPwR0IYozDzJYOb003erRfM9TDBoJHgE9A61iqTWuk3IGsazh35KD9NFRjiYIx7i/Y20lO174xGwdDiF+PpeejjbPI5xaOOh0BX3HSwRxuYyMBrukdqDGyqoWb7myxt11e866DgOJJWMvtevEQa+tVG8t3Po8H2TS2egaGXPI+coo3ADVkO79md/ZdujwuXQ5HOes2g7IqVtznjqb1Z3dxVpI0c5o/onnt1Z19oKC6WQ0jHtc2OJrukEAArNuMLxJujeA01046LDPSQTEOeziBoCD0L5fBNHTCOmlIcDrq/jr4EGSSngkdvPhY53aWr87kpf6vF/ZC+IZp2MeapjWhg13mnpWaGWOVm9G4OHgQfrmMeAHNBAOo1HQV+SxRSgCSNr9OjUar7RBh7kpf6vF/ZC8EctjZte7FtOrsvpbbUS2G7c2/uljd5sU+6Q9jtPI67uo6tPUXv1Y6qngqoHwVMMc0Txo5kjQ5rh4QeBQfybwjFL9ml/p7Jjdunr6ydwaOabq2MdbnHoAHSdSv6i7MsWgwrAbLi1PJzrLbSthL9PJu6XEeAuJK3caslntFDGLVaaCgErGmTuanZFvHTpO6BqusgrPb5ildf6PHbzZ3NddsdurLlS08jt2Op3QQ+In70ubqA7qOnUsNivN6uksLZsWuNla12tQbi6I6jToj5qR28ddOJ04dSnuS+VYvZP5FcEcDqOpBGNnFZcq+hvDrlVy1b6e81MEb3sDd2Nu5ut0A00Gq0do1hu096x/Lsfp2Vt0sUso7ikl5ttTTzNDJWtceAkAALSeGvSujR4TYaCqhqLXBNQFlxNxlbFUSObPMWuBL95x4He10Gg4BSRBH7bcr1emljrFcbBBuObJJXOiE+8R3pibG97eHTvOPV5HrTBG3JltrI6641FygZWP7gqqkh00tMQ3cc8gAE72+AdBqAPVXZuFHTXCgqKCsi52mqY3RSs3i3eY4aEatII4dhBXFseG2CxzUr7PTS0TKcvcI21Erw8uaG98XucSABwGug7EEXpbNecJ2gZDfbXZa7ILVkskVRURUj4xUUc8bSw6CRzQ9jgR98CCD068OzmNTf5sJuFwhpb7QTxaSwQWt0XdjWAcecLyWadJc0HyI0BJUwXOvtjtd8gigutKaiKKQSMaJpIxvDt3HDeHgOo8CDdpZGzUsMzHb7ZI2vDtNNQQDrp1LIgAA0AAA6AEQF+tc5p1a4tPaDovxEGte7bab9TOpr7aKC5xuaWa1EAL2g9O68aOafCDquFasOqsfZKcLza8WkHXm6C6nxRoIx2Na7SVvuSKTIg4ttzfOrNMKbNMHfW0/wCOMbk7pp93tfC8iVnAakDf6etSfEs/w7K55aewZBR1lTCdJabeMc8fro3gPHuhakUj4nb0b3Nd2grjZRiuK5VPFUZJYKSvqYjrHVNLoKlnDThNGWvHvoLKRVPU2fN7RO2ownOnVMDBws+SRCeF3UA2pYBKzQdbi/jot+fabcMcoI5s+w66WsdElbbGm40bfCXxgPYPXMQWSi5GMZNYMnt7a/H7vRXKmd9/Tyh2ngI6QfAV10BERAREQEREBERAUI2vfa6w8Nf9/UfX+c5TdQja/wDa6w66fb6j6fXOQTcIgRAXJzLzI3j9An+LcusuTmXmRvH6BP8AFuQVhyLfQ647+1+MKuVU1yLfQ647+1+MKuVAKoqbbtXw7dTgz7DTGz+KniQKgT/7V3RzYk3+b/5eh01V6qNeMLDvHn48vG9Q+ODTTu7cPOdGnbprpw101QSVERBTvLQ9DZlnrKf5TErLwvzH2X2vg+Laq05aHobMs9ZT/KYlZeF+Y+y+18HxbUHXWreK1lttFZcZGOeylgfM5relwa0u0Hh4LaX49rXscx7Q5rhoQeghBSWwHbbcdomT1VlutjpKEvohcaF9LPzukBeWhsv4MnDXRXco5h+CYhiFTW1ONWCitk1c/fqXwtIMh116zwHgHBSNAVG8pjzwdj361D+AK8lRvKY88HY9+tQ/gCC8kREEK215vJs92fVmSQULa6ojlighhe/dYXyPDGl7upoJ1JWjsJ2gVuf45XzXW309FdbVXyUFa2lk5ynfIzQ70T/vmnVTTILPa7/Z6mz3mihrqCpZuTQSjVrx4VgxPG7Fillis2O2ynttBESWQwjgCek8eJPhKDrIiIPLuLfdCcq9pmfJ4F6iXl3FvuhOVe0zPk8C9RIC4ueX5uL4Te8kdFzwtdBNV83rpv8ANsLtPd0XaWperbRXmz1lpuUAnoq2B8E8R6HseCHD3igq/ZhipzHCLPm2WXO5T5DdaVta2elrJYI6ISDeYyGNrtwBoI8kHEnUnXoVh4rRVFlx6gtdyuklfVRNMRqqh4MlQQSQ5x0ALiOJ0HboNFCsFsW0DB7VT4fQRWe9WSk1it9yqqx8NRTwancZJC2MiUsBA1D2bwA6CvnaLR0tPmGzGqudXHNdIbxJCJ3yc3v79LNvkM13eLg3TgSOAB48Qs9ERAREQFUArZNo22XKsOr6qrp8fxWCkD6akndCa6eoa55Mr2kO3GBo0a0t46kk8ALfVdXzD75ZdoNVneDx26apukEdPerdWyuhZV81rzUrJWtdzb2hzgdWkOGnAEaoOljmKHFckrK+nvNX43zQMjjo6ysdIyje1xLnML+Ia4HUlzidejQcFMIZY5omywyNkjeNWuadQR2ghRKuBfjtbctoYt1NQbjHSW8Tc7Txhp10c9zW86XEDgWgHg3Q9fzsgt1JaMTNuo6ynlhjqpZGU9PNzsdE17i5sDXdjQejq106EEyREQEREFd7c8gvVotmPWfH6xtDcMjvkFpFXzYe6njex73yMB4b4DNBrqATroVsN2bUVv7lqbDeL3R1sdVDPVSvuMkgrwx4LmzB5cNHcSdwM4nhoOC3dq+FnNcep6WluTrXdbdWx3C2VwjEnMVMeoaXNPkmkOcCOHApYZNoNY6Cnv1HZbYyBzTPU0VW+oNWB07rHRt5kHp4l+gOnhQSmKqppaiWniqInzQ6c5G14Lma8RqOke6irnHbdT0W3C63ChbaZqWrtB76iH+0MkEwLxUHU84XFxLSdN0NLQNOKILMREQEREBERARFH80zbE8MoTW5TkFvtMW6XNFRMA94H4LPJO9RoKCQJqFVFv2qX/L43/U6wC61kOv2O6Xsi30Mg6nMPfSvB6iGaeosFHs52h5JUGq2h7R6qKndqDaMbBpKYt6g6UjnHa8QRw1QTPLNo2EYtUdx3rJrdT154NoWzCSqeeoNhbq8k9Q04qG/VB2lZTXdz4Js5mt1EDo665Vv0kfRqCyBv2V497QqZ4Zs6wjDnyS43jVuoJ5f6WoZHvTScSe+kdq53EnpKlSCo6vZDdssmbNtKzy73umd3zrPQaUNAD+CQz7JIBx0LnakdKsPFMWxzFLcLfjdkoLTS7xcY6SBsYJOmpOnSeA4ldlEBERAREQEREBERAREQEREBERAREQEREBERAREQFqCqkmqBHTs3mA9+89HqL4Y+oqqjVhdFFG7Q69Lluta1o0aAB08EGGKkhjldKG6vcddT1LOiICIiCmuUrsnwjLcVyDML9bairu9rsVU6il7tmYyIxxPe3RjXBvkuPRx612tj+x3Adn0zb3ilqqKGsrKNkdQ4100jZGkB3Fr3EdPHo4Lv7ZfOgzP2grvk71IbL9p6L9Hj/hCDbREQCARoVrtpY45zPENHbum6DoCthEGrTVZc/mp2c1L1A9B9RbS+Xsa472g3gDuu06Fq0k00c/ctRq52mrXjrCDcREQYaDyjT+xN/csyw0HlGn9ib+5ZkHKyXyrF7J/IrgrvZL5Vi9k/kVwUBERAREQEREBERAREQEREBERAX3DLJC7eikcw+A6L4RBw8sw3EsqqWVt5skTbnGBzV0oXmmrIiOgtlZoeGvQeCw0lBtCx2gMeOZjTZOxvkKXJ2c3MG9OgqIRq4k8NXtPqqRIg5Nr2qNpXPgzvF7xiEsQ7+qqYuet58Iqo9WAa/hbpU7sd5tF9t7LhZbpRXKjf5GeknbLGf8AqaSFHop5o2lrJDunpaeIPqgqNVWDYjNWVFxorbJj12qP6S5WOU0k7idNSd3vXa6DXeB1QWoiqqzR7U7BUNipr9aM1tgGpZcgaG4D81r2NMUh6NNQ3rW/T7YMdo7kLXmNDdMLrHENYb1E2OnlP5lQxzoj7rgfAgsZFjp54KmBlRTzRzQyN3mSRuDmuHaCOBCyICIiAoTte+11h4n7fUfV+cVNlCdr32usPT9vqPo9cUE2CIEQFycy8yN4/QJ/i3LrLk5l5kbx+gT/ABbkFYci30OuO/tfjCrlVNci30OuO/tfjCrlQEREBERBTvLQ9DZlnrKf5TErLwvzH2X2vg+Laq05aHobMs9ZT/KYlZeF+Y+y+18HxbUHXREQEREBUbymPPA2PfrUP4AryVG8pjzwdj361D+AILyREQEREBERB5dxb7oTlXtMz5PAvUS8u4t90Jyr2mZ8ngXqJAREQFimp4JnsfLBHI5h1YXMBLfU16OhZUQEREBERAREQfE8MU8ZjmiZIw9LXtBHvFflPBDTxiKCKOJg4hrGho94LIiAiIgIiICIiDFBT08G/wAxBFFvneduMDd49p06UWVEBERAREQFEdsOX1GC7PLjk1Jbm3KppnwRQ0zpObEkk07IW6u0Og1kB9xS5VfypfOWuPtja/8AyNMgwQYltSy6g/8AjjNYschkB3rfisfNvAPAtfUy75dw08g1uh14ld7DNk+CYqBLRWSOsrtQ59fcXGrqXuH33OSakH1uinDej3Sv1B+Na1rQ1oAA4ADqX6iICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC0qkyz1Yp2bzI26Oe4LJcJnRQhrAeckO631Vmga9kLWyPL3AcSg+wiIgIiICL8c5rWlziAB1lc+pu9NDr0uA6ydAg4m2XzoMz9oK75O9SGy/aei/R4/4QoJtev8ABLsqy+Fu739irmjTj/8Ap3qQWTIKfxMo2Hd8rx9en3gQSZFp01xp5tBvbhPRr1+6txAREQF8ysL43NDi0kaBw6QvpEGrQSyEOhmH2SPhr2jtW0tevMrIudhdpuHVw08kFlgkbNC2RvQ4IPig8o0/sTf3LMsNB5Rp/Ym/uWZBysl8qxeyfyK4K72S+VYvZP5FcFAREQF8yO3W6r6WCvZPJSvjppmQzu4RyPj5xrT2luo19TUIPrnT2BOdPYFTOy7MdpGbTZMxlViVGbFdZLbo+3VDhO5uvf6iYFo4dHFd2y7RK2kz2DBM5s8Fnu9awyWyrpJ3S0VxA6QwuAcx/T3rtezXiNQsnnT2BOdPYFwKNmUjMbg+sktZxk0sQoWxtd3UJ/8Aib58ju9Omng8K7m678F3b0IPvnT2BOdPYF8BriNQ1xHaAvwAk6AE+ogyc6ewJzp7AsZBHSCPVQtcBqWuA9RBk509gTnT2BcCjZlQzGvfVvtZxk0sQoWxtd3UJ/8Aib58ju9Omng8Kx5rdb3b6COnxqxy3e81hLKVjtWU0JHTLPJ0NY3UcB3zjwA6SAkfOnsCc6ewLQsrLk200kd2lp57i2Foqn00ZZE6TTvixp4huvQCtvddpvbrtO3Tggyc6ewJzp7AsS5OaVtxteI3W62ttKaqjo5amMVTHujdzbC8ghpB47unSg7fOnsCc6ewKKbKL7XZRs3x/Ibi2EVtxomzzCFm6wOJPBo1Og4KTlrh0tI9UIMnOnsC+pKgywGnqIoqmB3AxTsEjD7jtVp1tRFR0VRWT7whp4XzSFo1IYxpc4+8Cq4x697RskxqxZlZ6jH4rbc6WapqKCtpZNadmjjFuSMdvSO70BwOg4kjggktdg1l8VPFbHp7nilw11dJZarmon+vgeHRO/shTCy3W90cAir6+G56DQSvphFIfV3Xbp9wBQbYnktyzPZdZMmuscDa2vikfK2njLYxpK9g0BJIGjR1qY6HTXdOnbog7PjhqP6vF75Txw1H9Xi98qF1LMqOZ0b6Z9r8a4o3ira9ru6u6de83T5Hc00193wLthrj0NJ6uAQdnxw1H9Xi98rkZS/xfp6OKccyKStirGlnHedGSQ069R1Xz4CvxBOaWQy00cpGhe0O07NQsiwW7yhT+xN/cs6AuTmXmRvH6BP8W5dZcnMvMjeP0Cf4tyCsORb6HXHf2vxhVyrx1yb6zlBRbILOzCrTiU9jHOdzyVsxbKe+Ou8Ae1WL3fyr/wASYH8O76SD0Ai8/wDd/Kv/ABJgfw7vpJ3fyr/xJgfw7vpIPQCLz/3fyr/xJgfw7vpJ3fyr/wASYH8O76SDvctD0NmWesp/lMSsvC/MfZfa+D4tq8p8o6r5Qkmxm/x5tasRhsJbD3VJRTEzAc8zd3Rr+Fu+5qprj1dypBj9tFDZMGNKKWIQl9Q7eLNwbuvHp0QejkXn/u/lX/iTA/h3fSTu/lX/AIkwP4d30kHoBF5/7v5V/wCJMD+Hd9JO7+Vf+JMD+Hd9JB6AVG8pjzwdj361D+ALR7v5V/4kwP4d30lWW2ar2/PyzZ47J7Xicda2+g2htNMS19Ru9Emp4N0QezUXn81/KuJ4WPAx/wD6HfSTu7lX/iTA/h3fSQegEXn/ALu5V/4kwP4d30k7v5V/4kwP4d30kHoBF5/7u5V/4kwP4d30k7v5V/4kwP4d30kEdxb7oTlXtMz5PAvUS8ebEZMtl5bd/fnNPb6e/Gz/AO0x0Li6EDmotzdJ/N3dfCvYaAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqv5UvnLXH2xtf/AJGmVoKr+VL5y1x9sbX/AORpkFnt6PdK/V+N6PdK/UBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEXxPIIYXSHiGjVBgp5nTVczdBzcfAcOtbSxUjY+ZD42bnOd8R6qyoCIiAteuq46WMucRvdQ1WWeQRQukd0NGqg99r5Kmocze4a994fAgyXS8zTyERnUdvZ6i5LnOc7ecSSesr8QAuIABJPUEHNz+390bKsvnceDLFXOA9Sneup3I6jpaSMv3gaePQ6afeBc7aGa6m2VZe0Rt5t1irgd49Rp3rrllVNRUkr4zuimi00Ov3gQYoZpIXb0bi3+akFlvjmuEcugH4JPD3FHEQWXDKyaMPjOoP/ZfaimM3NwcIZHa9APqdqlaAiIgEAjQ8QVrQzHuuSmc1rQ0as07FsrWqnQwSsne07x7zUIPug8o0/sTf3LMsNB5Rp/Ym/uWZBysl8qxeyfyK4K72S+VYvZP5FcFAREQF8v6WeuC+lgrxOaV4ppI4p/8AhvkjL2tPaWgjUeDUIKR5LXl7aZ+t1R/9S1+VDG6syzZbb7d315fkQlpw3yYiaY993rQQNfUKkeDbMsjw6S9vtGewk3qvdX1RnsLHkSu113Ps3Aceg69CkGM4BQWzJpMrutyr8hyJ8XMtuFduDmIz0xwxMAZE3p6ATxPHidQitha+PlS5NRNra6SlfjMM7Y5ap72xufOzeLAT3nqDTRRvZdiFuyqtz0ZDcb9WQ2fMJXUTfFOUOj5poIO9rq46AN77XQdGhJKsiiwi4U21SvzzxwQvlrKBtvdRm3aMbExwc3R/O672o4nTjx4BfuzXCK3Drjf6qS/x3Jl8uL7lPH3AIebmdwO6RI7vdNOBHV0oKzxuzX/avst8cjobI283eSeelu77jUsqrc9szgxkbWM0jawNDd1p48SdSSpNDV3K77ULFs8yuthrGW/GfFO4tp3ubDcqznRFq4cC5jQHO3Dw3ncRwCzWfZResautazDdotysOPV1Q6pltbaGKd0D3eS5iSTXm9e3dOnDp01W/muyqmustjueM32txi/WOJ0NFcIW8+XxOJLmTNcfsmpLnEk8S52uuqDi7Q6ap2S4Nm+UY7d6hkFcYO4Lc9gNPa5XvbG+WMEnh32/u6AAgdKklbs2tjpLBcLJdKy03C11UdRNcI3mSa4x6fZI53OPfh/SSddOodS2I8AiuOLXSz5leqvJqi7U4p6uqljZAGxg6tbDGwbsYDu+6yXAEk6ADl4Vs4yCzMprbe9ot0v1goi3uS3SUkcRc1nkGzSjV8jW6DvdQDoNeHBBzcfMlNypsipRVV01N414agQy1L5Wsc6dm9uBxIbrp0DgtbYxQ2zahglbkuWQG4XC63GqiLnyODqGNj9yOODQjmt1ujtW6EuOpJUuoMJr6baxWZ+7IIpJKuhZQPoxb91rYWODm6P5wnf1HTppx6FiseB12LXK7yYdfobdbrtUmrloaqh7obS1Dho6SAh7dAeB3HbzdQPUQVFXXu93bksZrFeLlXz3LGbhNbYrg2ofHJUNjmjaHPLSN87ry06668NePFd/ObRT4xe9luVWqorxebleaShuFVLWSPNXBLCC5j2k7unYAAB1BTi97L6Gq2T1Ozy13OWgpKwl1XWSwionnc6QSSSHvmjfc8Ak9AHADoX7l+z645FSYlDJkkNM/G6uGtjey27wqJYmhrd4GXvW7o4gE8TrqOAQTe51TaC21dc9he2mgkmc0dLgxpdp7uipjF7dR5hyfbhml/aa2+3a2V9a+s5xwfTkCUMihIP2NjAwN3RwPfa66lXa5gfGWSta8ObuvBHBwI0I07Cqss+ye7WGz3XF7BnVRR4pXtnEdvkt0cs1LzocHMjmLuDOPRu69OhBJKCKWK83Gm2ObHsbt74oxkEkdNUmSd8LZImMe8wmRgLmh7t1pLRrpqOGqmeKYTkNi2lMv9EbFZbBU0Zp6+0UNVO+OabiWTMa9jWtfrug6dIB7Urdj1vrdllpwepyG5vls0jJrZdGxxxz0krNd0tDdARxPAkno77UArt4hiWQ0dXBXZhm1VlFTSamkZ3FHSwROII50tZxkk0JAc48NToNTqg6W0W30Nywe8w3CliqY46GeVjZAdA9sT913qhQ/k/We10exCw3GkoIIayqsn+0TNB3pODzx4qfZRbqq7Y/XWukrWUMlXA+Azug53ca9paSG7zeOh4an31w8MxK54zs7gxCnv8ADUGkpjS0tY+36OYw73kmCTRxG9w4jo46oKHl1i5GuF1kLnRVMNxgbHKxxa9odWShwBHUR0hWdtWjbT7dtls9PvRSVVwrIqgseRzzGwgtDgDodNTpr2rYg2QRHYw3ZnWZDLPT0zhJQ18dIIpYHtlMrSW75DtHOI6uB91fdx2f3OouOPZVlm0KeauxqSaq7qZQQ08AYWAO1YSWgaAlz3ak68N3RBpZGyWDlQ4VFHW13M1lorpJYH1T3Qh7WuaHNYTutOnYFh2TNt+0puX3vK6RlykjvtRbKemmc7doqaINDGRtB7xx3i4vHfE9fALZu5ivHKNwi52ueKro4sbraozwPD2GJ7txjg4cNHF3A9ehUhosGqrDlV4vmI3iC3R3uQT3Chq6M1EBnH/Hj3XsLHHU6tJLT4EHE5P10u725dil2rZ7g3GL5JQUdXO4vkfBxLGvceLnNA6T1EK0VwsJxehxW1z0lJLLU1FXVSVtdVzac5VVEh1fI7TgOoADgAAF3UE2t3lCn9ib+5Z1gt3lCn9ib+5Z0BcnMvMjeP0Cf4ty6y5OZeZG8foE/wAW5BWHIt9Drjv7X4wq5VTXIt9Drjv7X4wq5UBERAREQU7y0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2qtOWh6GzLPWU/ymJWXhfmPsvtfB8W1B10REBERAVHcpjzwNj361D+AK8VRvKY88HY9+tQ/gCC8kREBERAREQeXcW+6E5V7TM+TwL1EvLuLfdCcq9pmfJ4F6iQEREBERAREQEREBERAREQEREBERAREQEREBFycwvlPjWMXC+1MUs7KOF0ghiGr5nfextHW5x0A8JUE5L+0aq2nbKqa/XJrG3SCokpK3dAaDI3Qgho6AWubw9VBaKIiAqv5UvnLXH2xtf8A5GmVoKr+VL5y1x9sbX/5GmQWe3o90r9X43o90r9QEREBERAREQEREBERAREQEREBERAREQEREBERAREQFr3Bsb6fckk5sOIGv8lsLWronyuh3W6gP1d4EGwxoYxrR0AaL9REBERBxMqq+Zp9xp0OmvunoUahtdXPAZmRucendA4ldDL5C6o0/PI94L9ob6yKgdTvjIcfvunUIOG2KR0oiDTvk6aFS2yWaJkQkkGuvvn/AOy5FiYKu5PlLelwAHg//wCCmoAAAHABBENsUUbNkGZbjGt0sFd0D/8ArvXetdPDNZaMPYONPHxA4+RC4m2XzoMz9oK75O9SGy/aei/R4/4Qgj1/s/NayxD1COvwHwriUVJLVSbsY9UqwquNstM9jhrw1HqqHUlc22XOQmIvYTroDppqEGlJBU26raZo3M0PAkeSCm9om56iaS7Ujh7nUodfLgK6UFo4a6k6aLv4hKXUu6fwf3HRB3kREBa1zjZJSO5yVkTW98XuOgC2V/O/lRbbcgzXNblYrRd6qjxihnMENNC8M597NWuke5vfODjro0nQDThqg/oLaZoZbfAYZWSARtBLHAjoHYttfyw2Y7Tsx2eX2O52C71LY94GopJH78NQwHi1zTqOI++GhHav6ZbP8mpMxwu05PQxviguVM2dsbiCWa9LSR06EEe4g2Ml8qxeyfyK4K+9ruRU+K4i68VFPJUubMyGCnjcGunmkO5HGCeALnEDU9CiEtVn9HH3VUUVgrY3yxN7koxO2aFrntD3F7iWybrSToGt6NerQhLEQ6akDoUdz/J24raKarbQS3Crra6G30dLG8MMs0pIbq49DRoSTx4BBIl8TAlnAdajUdRnNFLTGvp7DcYp6yKKTxPZPE6nic7RzyJHO39B2bunToehSgINbdd2H3k3Xdh95R295Hc5csdiWNwUTrlFRCtqqqu3zBSsc4tjBYwhz3PIdpoQBunUrfsNTkhuc1BfKOhMcVKyRlbRb7YppC5wc0MeSW6AN4EnXXXXqAdPdd2H3k3Xdh95bKINbdd2H3k3Xdh95bKINbdd2H3k3Xdh95bDiGtLnODWgakk6AKltqvKQwbC6mS228yZFdIyWvipJA2KI/nSEEHj1N1KC4HkMY57yGMaNXOcdAB2knoXzTSxVMDJ6eRk0TxqySNwc1w7QRwK/njtQ23Z9nwnpLjdXUdplJ0t9GObi3exxHfP/wColXVs05UGG4vgNkx6sx6/zVFvpGwSSQmHccR1jV2uiD1Puu7D7ybruw+8vPX132CeljJPfg+mn132CeljJPfg+mg9C7ruw+8m67sPvLz19d9gnpYyT34Ppp9d9gnpYyT34PpoPQu67sPvJuu7D7y89fXfYJ6WMk9+D6afXfYJ6WMk9+D6aD0Luu7D7ybruw+8vPX132CeljJPfg+mn132CeljJPfg+mg9C7ruw+8te6voqe11NRdXU8VvazdqJKkgQhru90eXcNDrpx6dVGtju0m07T8dqb3Z6CuooKep7mcyr3N4u3Q7UbpI04r55RXoe8x9jpvlEaCQ49iNqxyF8Fhxultcbz37aWkEYdprproOganh0DUrqdyVX9Wm/sFTYIghPclV/Vpv7BWGrBpGMdVAwNkeI2GTvQ556GjXpJ7F2s6zOx4XQwVt8kqI4Z5ObYYoXSEu0100Cq7L9q2LZZcMbslkNfJUSXqmlc6akfE1rWuOvFw4niOCC7aFpbRQNcCCI2gg9XBZkCIC5OZeZG8foE/xbl1lycy8yN4/QJ/i3IKw5Fvodcd/a/GFXKqa5Fvodcd/a/GFXKgIiwd2UvdfcndMPdGmvNb439O3TpQZ0REFO8tD0NmWesp/lMSsvC/MfZfa+D4tqrTloehsyz1lP8piVl4X5j7L7XwfFtQddERARYaarpaoyCmqYZjG7deGPDt09h06FmQFR3KY88DY9+tQ/gCvFUbymPPB2PfrUP4AgvJERARfMskcUbpJXtjY0auc46AD1V80tRBVQNnppo5onDVr43BzT6hCDIiIg8u4t90Jyr2mZ8ngXqJeXcW+6E5V7TM+TwL1EgIiEgAkkADpJQEUDpNpDbrJNVY3jN3vtkp5XxTXWkdFzRcwkP5tjnB826QRqxp1IIGqlOK3ukyTHaG+UDZm0tbEJYhNGWPDT0bzTxafAeIQdNERAREQERRbLczprJdqWxUVtrb3fKuJ00Vvot3eETToZJHvIZG3XgC4jU6ga6IJSiimJ5rFe8grMdqbNcrVdqGmjqKqCqa0taJCQ0NkYS2TgNdWkgdB48FK0BERAREQEXIy/JLNidgqL5fq1lHQ04G+9wJJJOjWtaOLnE8ABxJUbh2hzQyUT7zh1/tVJcaqGmoaiVscgkdK4BnONjcXQjiP6QN06OnggnaIiCvM5uN1u2Z2+wYqyzV1ZaCLlXw11Y+JjNQWQtPNsed7Ul4BA8iCvP8AsQqrpsd5UV12fZAKKnoMrb3XTtp53PgikO++Pdc8NJ10eziAdd0L1BbsEw63ZRPlFDjltp73UOe+aujhAmkLvJFzuk6rm3fZRs3u92mu9zwqyVlwnk5ySpmpWukc7t3jxQatTtBrKfbXQ7O5sefDDWW+atiuL6ppEjY90aNjbqRxJHfadHWp+qrvWJ5HLt8sWY0dspvEW1Wme2kd1gSOMhaQ5rNPIjTTQnVWogw1cHdEYZzskWh11YdCq629yiw7Ma25uijuQZW0DO560b8Tt+thZqR2t3t4dhAKstVfypfOWuPtja//ACNMgsqkh5iNzedkk1cTq86lfscAZSmAPeQQRvE8ePhWRvR7pX6g0PEuP+sVPwiy0lEynkL2yzPJGmj3ahbSIMbIgyaSUOcS/TUE8Bp2LWltsckjnmeoBcSdA/gFuog0Y7bGyRrxPUEtIOhfwK2pIg+aOQucDHroAeB17VkRBrVdG2okD3SzM0GmjHaBYfEuP+sVPwi30QYnQA04g336AAb2vHh4Uq4BURhjnvYAddWHQrKiDQ8S4/6xU/CLZpKdtPGWNe94J11e7UrMiDEyENpuY33kbpbvE8ffWr4lx/1ip+EW+iDWpKNtM9zmyyv1Gmj3arMyMNkkfvOJfpqCeA0GnBfaINKW3RySOeZ6gFxJ0D+ASG3MilbIJ53Fp10L9QVuog+HRh0rJN5wLNeAPA69qwVVCyol5x00zDppo1+gW0iDQ8S4/wCs1Pwi2pYGSwtic5+g04h2h4LKiDBV00dS1rZHPAadRuuIWv4k034c/wAKVvogw09OyCExMLy0k+SdqeK1K6BscVNThzxHvbpO9x09VdFa1fC+aNnN6bzXg8T1IMPiTTfhz/ClZqSiipnudG6QkjTvnkrZRBjihbHJI9pdrIdTqdR7i1X2unc8uL59SdeEhW8iCFZJCKaXcYXEFxHfHUrjhxDS3qKleYU29HzoHVr73T/2UTQdXHmxyTc3I5wG8PInQ8VKvEmm/Dn+FKgtJO6nnbINdOv1FOrTcI6qFgLu/wBOn8JBH9s0TTsczFhLtG2Ct048eFO9d2gpo6qy0LZC8AQRnvXafeBcXbL50GZ+0Fd8nepBZftPR/o8f8IQYZbXSsie8yT8AT/SlQu4aCseAdQNB/2UpyC6RxwmONxOuvR98fmUPc4ucXOOpPElA3jv7/DXXVSbG6NlVDvSmQcPvXbvWoyxpe9rG9LjoFPLBAIaEaDp4D1Ag2aOjipS4xukO9prvOJWWONrHPcCdXu3jqfBp/JfaINF9rp3PLy+fUnXhIV4G5W78ysOTV2KXe228WKSpbU26vgtbYTM3QkN50AaubqQ4a9I1X9B1x8us9lvVnfSX200d0pdQ7mKqISM17dD7qD+U2M2K75LfKayWOgnrrhUvDIoYmFx9U6dDR0k9AX9R9keKeMjZtYsVMrZX26kbFI9o4F5Jc7TwbzivvBMJxHFaRsuN43a7S+eNpkdS0zWOdw14kcVJ0EE24Yw/LMNZb6eobTVtPWQ1tFK8asbPC7nI94DjuktAOnHQ8FwbFdcwrnxU9zxOK1StcOfqXXCOaB46+aaw85qerfDR29hsTJfKsXsn8iuCghuH32a7ZvfoHVrnwx01O6CkDHAQd9K1x4gd87QE+54Vm2n4zXZHabfJaKmCnu1ouMNyojODzUj49fsb9OIa4EjUa6LuXWzW+5kuqodXufC972nRz+advMBPYCT75XQQR6x3TJrhJG2uxXxFa1w551TXxT740/4YiceOv4enDt6Fq4VFdKTIcit90qqitmZLFO2Y1Uj49yQOIa2F5IgI0ILWndPAqVOAc0tcNQRoQuFHiGPQU1BS0Vtioqehre7ooqcbrTLuuGp6SfJHrH8kHCvdlvll2gTZnjluju7bjRxUdzoDUNgl0ic4xyROeQwnv3AtcR1aFZMuvWWx4wJKKgo7NcLjWU9BRsqqhsj4HSu3S97m6xkj70De14a8eCm61Lvbbfd7dNbrpRQVtHO3dlgmbvMePCEHG2ZXHxVwW11pbVte6ItkFTVmpk32kh32U8XjUHR3WFJFipKeCkpoqWlhjggiaGRxxt0a1o6AB2LKgIiIPx7WvY5j2tc1w0c1w1BHYQqL2p8mXCssqJrjY5H43cZCXOFPGH08jvDHqN31W+8VeqIP5r7StkedYDVzNvNlqJKGMFwuFMwyUzm66Al4GjT4HaFXvs15L2H5PgNlyGsyK/QVFwpGzyRxNh3Gk9Q1brovV1RDFUQSQTxMlikbuvje0Oa4dhB6Vit1FSW6iioaCmipaWFu7FDE3dYwdgHUg88fWg4N6aMj/swfRT60HBvTRkf9mD6K9Hog84fWg4N6aMj/swfRT60HBvTRkf9mD6K9Hog84fWg4N6aMj/ALMH0U+tBwb00ZH/AGYPor0eiDzh9aDg3poyP+zB9FPrQcG9NGR/2YPor0eiCEbHNm1q2YY7U2S0XCuroKip7pc+rDA4O3Q3QboA04L85Rfoe8x9jpvlEanCg/KL9D3mPsdN8ojQXWFFtoFoyu7Nt/jWyRtjfBK987nU4lbON3RrCD0DXjqOxSkIgp29XbbNZ2NFywqx5ZS0+kjZbdVOhnc8HgQx3D/uujllbX3rB8Ou17s5tNylvNFLLRyHV1O8ucC3Xt0VoqEbX/tdYen7fUfR64oJuEQIgLk5l5kbx+gT/FuXWXJzLzI3j9An+LcgrDkW+h1x39r8YVcqprkW+h1x39r8YVcqAehedHbHcwk5RsmXk0UVq8Vzc2XJs7u6eb5prO5dzo3dQTqvRaICIiCneWh6GzLPWU/ymJWXhfmPsvtfB8W1Vpy0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2oOutO+UktfZa6hgnMEtRTSRMlHSxzmkB3uE6rcRB585NOyTK8Hy2tut8ZRUNPHQihEdJO6Tu94eXd0yb3Q466e4vQaIgKjeUx54Ox79ah/AFeSo7lMeeBse/WofwBBeKIiCA7f8Ruub7Mq+w2aWNtW+WGZscri2OcRyBxicRxDXAaHRc7k5YRecJxO4RXqOnopblcpa6O2UshfBb2O00hY48SBpr7qs9EBERB5dxb7oTlXtMz5PAvUS8u4t90Jyr2mZ8ngXqJAUZ2r0FyuuzLJ7bZw43CqtNTDTBp4mR0bg0Dw6lSZEFbcnS6Wt+xDHI4pooHWygZS18UhDH0s0Q3ZWytOhY4OBJDtO1djK8wpMetNqntVB3e24XCmga2M7jI4p6hsZmJ08jq/UfhEjq1I3q/BMOr8gbf6zG7ZNdGkOFU6Ac4SOgk9furS2gYVFkdLCaSaWmqmV1DM892TMjdHBUMkLdxjt3Xda4A6dJHFBMEQcAiAiIgKmcHbLZOU5tAF9lbTuv1Jb5LK6Z26KmOJj2yMi18k5riC5rdSN4E9KuZcrJsbsOTUTaK/2ijuUDXbzWVEQfuntHYfUQat8u9rtxuNwihjqbjQ0mj9xhLgCdWRucAd3UkHTsOumizYXca67Y7TXGvfaJJJ9XNfa6t1RTuZrwLXua0nw8FjdaX4/jBt+FWm1QyRadz008joIPJd9q5jXOHDXqPFMIsRsFlNM/mBPPPJVTsgBELJJDvObGD0NB6Pf60HdREQEREFTcpU9y2/C71VMcbRacrpKu6PDC5sMIZK3nX8NAxrnN1J4DpVkVVxs8lFSyTVVLNBWOZ3Lo8PFQTo5u5p5LqPDXhxW9NFHNE6KaNkkbxo5jhqHDsIPSuFjmFYnjtZNWWPH7db55zrI+CENJ46+509SDl2vNvFjMrhZrV4mOpKBj2OmmrC2WaVjmtfzbA06xsJLHOJHfcACOKLj2/ZzWmtmtlzlopLBT1FVU2+WF7xVl9TLzr2SDdDQ1p1AIcS7gSBoiCzEREBERAVX8qXzlrj7Y2v/AMjTK0FV/Kl85a4+2Nr/API0yCz29Hulfq/G9HulfqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAsNcwyUsjRrrpqNFmRBhonl9JE4667oBWZalPNJ3bLBK4HrZw6ltoCIiDBXwCopnMI1dpq31VArlSupqhzd0hhPDXq8CsRc282xlYwuA749I7f/ugiVloW1sxa7XgQAO1bVzppLRUOMEpczUDdd4QtcCrtUxfGARr0kdGnasNxuE1c7ek0HWdOsoORtQvlQ7ZXlsL94h9jrWnjqONO/tXZpb3UvtdI0A6dzx9J/MHYohtP87TKfaWs+Ieu3bvtdSfo8f8AAEEqgswq6OSeWV++G6h3Tx06NOxR+eMxTOjJ1LTpqt+mvNVDA6DvSxw08K+rfbZ66o35Qe+OunQT8wQfeO0Dp6hsjmnTXh6nWVNmNaxgY0aADQBa9vpGUkIY3Qu04lbKAiIgLWrmwy7kEjy0uOoA69FsrWEJfXGoLmuYGaN0PQUH1bxpQU4/+U39wWdYaDyjT+xN/csyDlZL5Vi9k/kVwV3sl8qxeyfyK4KAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICg/KL9D3mPsdN8ojU4UH5Rfoe8x9jpvlEaC6wiBEBQja/wDa6w8D9vqPr/OKm6hG1/TxOsOun2+o+n1zkE3CIEQFycy8yN4/QJ/i3LrLk5l5kbx+gT/FuQVhyLfQ647+1+MKuVU1yLfQ647+1+MKuVAREQEREFO8tD0NmWesp/lMSsvC/MfZfa+D4tqrTloehsyz1lP8piVl4X5j7L7XwfFtQddERAREQFRvKY88HY9+tQ/gCvJUbymPPB2PfrUP4AgvJERAREQEREHl3FvuhOVe0zPk8C9RLy7i33QnKvaZnyeBeokBERAREQEREBERAREQEREBERAREQEREBERAREQEREBVfypfOWuPtja/wDyNMrQUA5Qliu+R7J7nbLFRGuuHdFFURU7XhplENXDK5oJ4alrHaa9aCfN6PdK/VV9i244VU3c2TIfFHD7tvaNpMggFLvnr3JNTG4DtDusKzopGSxtkje17HAFrmnUEHrBQfSIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDXrTzTO6GxNe5nb1BZoZGyxtkYdQQvogEEEag9K1A+KjfHAGkMeSd4ngCg20REBERBgqqSGoHft0d1OHSuFW441zi6I9P4PA+90KSIgqfaxYpodl+WyHnNGWOtd5Dhwgf1rvWjH5pLbSHWTQ08f3oH3gW9tl86DM/aCu+TvUhsv2nov0eP+EIOdQY/FD3zyAfBxK7MMUcLN2NoaF9ogIiICIh6EGGtdI2mfzbC5xGgAX5RQ8xTNjPT0n1VipBLNUPqZN5rRq1jejh4VuIMNB5Rp/Ym/uWZYaDyjT+xN/csyDlZL5Vi9k/kVwV3sl8qxeyfyK4KAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiDidBxPYgKD8ov0PeY+x03yiNTO9VVBY7c+4365UVoo2dM1bMIm+5r0nwKtc8vFRtSwO64Zs+sV0ukdydC196qojSW+NjZGvLmPf30vkdAGt0Pbw4h6CCIEQFCdr32usPH/wDfqPq/OKmyhO177XWHp+31H0euKCbBECIC5OZeZG8foE/xbl1lycy8yN4/QJ/i3IKO5IudYVZtgtgt92y6wUFXGJd+CpuMUcjdXnTVrnAhW19U7Zx6fsX/AMVg+kqL5K+x3ZllOxCx3q/4dba+4ziTnaiXf3n6PIGujtOhWj9b5sZ/J/aP9T6SCR/VO2cen7F/8Vg+kn1TtnHp+xf/ABWD6Sjn1vmxn8n9o/1PpJ9b5sZ/J/aP9T6SCR/VO2cen7F/8Vg+kn1TtnHp+xf/ABWD6Sjn1vmxn8n9o/1PpJ9b5sZ/J/aP9T6SCF8rnO8JvHJ8ye3WnL7BX1krKfm6emuEUkj9KiMnRrXEngCfcVh4ltJ2eQYraIZs7xhkkdDA17XXWEFpEbdQe+VQ8qfY5sxxfYTkd8sGHW633KmbAYaiLf3mb08bTpq7sJHuqe4tsE2PVeNWuqnwG0vmmo4ZJHHf4uLASfJdqCa/VO2cen7F/wDFYPpJ9U7Zx6fsX/xWD6Sjn1vmxn8n9o/1PpJ9b5sZ/J/aP9T6SCR/VO2cen7F/wDFYPpJ9U7Zx6fsX/xWD6Sjn1vmxn8n9o/1PpJ9b5sZ/J/aP9T6SCR/VO2cen7F/wDFYPpKm+UNm2GXLONlNRb8tsNVDR5MJap8Nwie2Fm55J5Du9b4TwVg/W+bGfyf2j/U+kql28bItmtgzTZjR2nD7bS091yIU1dGzf0ni3PIO77oQX79U7Zx6fsX/wAVg+kn1TtnHp+xf/FYPpKOfW+bGfyf2n/U+kn1vmxn8n9o/wBT6SCR/VO2cen7F/8AFYPpJ9U7Zx6fsX/xWD6Sjn1vmxn8n9o/1PpJ9b5sZ/J/aP8AU+kgkf1TtnHp+xf/ABWD6SfVO2cen3F/8Vg+ko59b5sZ/J/aP9T6S/PrfNjP5P7R/qfSQVHs+ultvPL4ya42i4Ulwo5bM3m6immbLG7SCEHRzSQdCCF6tXknZXjtkxXl2ZHY8et0NuttPZhzVPFrus3oYXO01J6SSV62QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREGherJZr3TdzXm1UNygPDm6unZK33nAquqnYparfcfFPBsnyXDqkanmKGtMtG9x63U8we09nDTh0aK1EQVDV5FtqxKr/3xidrza1ahoqLE401Y0a+TfDI4tdw14NPE9i7+PbYcDutwitNTdjY7zIQPEu8xmjqg49A3H8CTp1EqfriZfiWM5fbXW7JrHQ3WmcNN2oiDi31rulp8IIKDtMe17Q5jg5p6CDqCv1VRLsluWOURi2XZxdsXa0aMoas+KNFp1AMn3nRjp8g4L5rM02oYbSCTMMCbklK3i+vxSTnCxvR39PKQ/XpJLSQAgtlFC8B2pYNm7jBYb9TvrmA87QVGsNVFoQDvRP0cNCdNdNFNNUBERAREQEREBERAREQEREBERAREQEREBERAWOohZPEY3jgf+yyIg1RUNhnFPI1zG6AMeT5JbS+J4Y5mbsjd4LWnqJKWXv49afQAFvSEG4i/GODmhzegjUL9QEREET2y+dBmftBXfJ3qQ2X7T0X6PH/AAhR7bL50OZ+0Fd8nepBZPtPRfo8f8IQbiIiAiLHNPFEWiR4BcdAEGQkDpK0iJ6iq0IfFDGeHUXFfr4J6if7O8Niae9a09K3EBERBhoPKNP7E39yzLDQeUaf2Jv7lmQcrJfKsXsn8iuCu9kvlWL2T+RXBQEREBERAREQEREBERAREQEREBERARZYqeWRhkDd2NvFz3HRoHhJUPuG0XGIrm+02BlxzO7RnSSjx+HnxF1ayTEiNg17XBBK0rXQ2+hkr7lU09vo427z6iqlEUbR2klcN9s2pXuSB1LLZsHonaGUBouNwHgDnDmW+4HLowbJsUqLjDdcmbW5VcoiHCa8VLp42v8Awm0+ohYfWsCDgSZ9aqymDsLs95zeV5LWSWuHcow/sfUP0aO3Uaro22x7Tb7SPF6vNtw6B/kILFEKiraNeh9RMHM6PwYxp2qyo2MjjbHGxrGNGjWtGgA7AF9IITjOy3DrI7n5KKe9VxILq29VDq6ckdYMpIZ/0BqmkbGRsDGNDWtGgAGgC+kQEREBQja/9rrDwH2+o+v85ym6hG1/7XWHXT7fUfT64oJuEQIgLk5l5kbx+gT/ABbl1lycy8yN4/QJ/i3IKw5Fvodcd/a/GFXKqa5Fvodcd/a/GFXKgIiICIiCneWh6GzLPWU/ymJWXhfmPsvtfB8W1Vpy0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2oOuiIgIiICo3lMeeDse/WofwBXkqN5THngbHv1qH8AQXkiIgIiICIiDy7i33QnKvaZnyeBeol5dxb7oTlXtMz5PAvUSAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgjmaYNieZURpcksNFcG66sfJGBJG7TTea8d80jqIKg1u2W5Zh7y7Z9tCro6FnGOzX1ndlKfzRLrzkYPaNSrcRBVNJtEzrH5ZY9omzirp6SM8LtYJvFCmcOtxi4TMHg3XFSvCNo2EZrzjcZyShuEsbi18DXFkzSBqdY3gP4eopWoZmGy3Assq21t5xykfXMbpHW05dT1DOvhJGWu6fCgmeqKo6rCdq2L1YqsH2gtvlCDobRlMfONDNQSGVMbQ8HQaDeBA146rLWbYJ8XMUO0fCb3j2p0kuNIwV1uaO0zM0e0dGu8wdKC10XIxfJ8eyi3tr8dvVDdKZzWu36WZsm6CNRvAcWnwHQrroCIiAiIgIiICIiAiIgIiICIiAiIgIeI0KIg1ammkdLz0MzmPA006iv19Q+CJhnjJJ8kWDUBbKIMUNRDM0ujkBDenq0WUEEag6rG6CFzHMMYDXeS04arFBRxwy84x0nRpoXahB5Z/8AxAbLk9FZKHMbBd7rBb3MNvu9NDUFsJY/Xce5uvXqWH3Ft8g2y5VcrBV57k2QXSup6jeo7bTVFS57A1h0fJoT06jdHqFX/nOI02X4ldsauVXJ3HcqZ9O/vQSzeHBw8IOhHqLYxnF7fjePUFgsu9SW+gp2wQxMHUB0ntJ6Se1B3HOa0auIA8JWIVMLg/cdvlg1Ib0r57kiMIikLpADr3xWSGCGH+ija31EGCGepmkaRT7kXWXHiQvqno44pDISZHk9LupbKICIiAhReBOUxygcqvudV9kxG+1tqx+gkNO0U5Eb6mRuoe9zhqd3XoGo4cSNUHvSg8pQext/cs6/mNs2227Q8JvdLWU2RXCuoI5A6ooKqXnIp2dbe+4g6dBBC/pDhORUOW4nbMktm+KS407Z4w/TeaD1HTrB1HuIPvJfKsXsn8iuCv3bBkcOK4ibtJTuqZe6I6emp2u3TNPKdyJmvUC4gE9Q1PFQzXaTSQRVU78fr3yTRNmoaenkjNNGXjfc2UuPPFrdeBazrOvDQhMkX64EHoIHVqFGtoWTPxez009NQm4XCvrobfQU2/uNknlJDd93HdYNCSQCdB0IJIiicQ2g0U9Eaqosd3gnqo2Vfc9K+mfSxE985oL3iX1TuaDjoehSzQ9YIQEUPv2QXiqzDxoYv3DFWwUjay4VtZG6SOlie4tjDY2kc49xa/gXNADek66LpY6/Km3Wqor8y31FLHTxup66kjdHz8hc7fDoyTzZA00Ac7Xp146AO8iIgIiICL7hilmduxRuefzRquBlmZYniknMXy+07a48GW+kBqax5010EMervf0CDuLLBTTz681E5wHX1e+ow2555f6KN+H4VT2aOTorspmLJGfnNpYd4uGnQHPYe1btJsukulM8bQssu2Vul4upA7uOhjPVuRQ6E6dHfudqg0qnO8PiurrPS3Z97uzRr3BZoHVkmvY57AY2H17gstsl2mXyeVtFi9tw6gIIjrLtUCsrT+dzER5tp8BkPqKeY3j1ixu3tt9htFFbKVvRFSwtjb7unT7q6iCsqHY7aKyvZdM5vN0zSvY7eZ4pSbtLFx10ZTM0jA17QSrHoqSloqZlNR08NPAwaNjiYGtb6gHBZkQEREBERAREQEREBQna9r4nWHT8fUf8RU2UJ2vfa6w+31H/ABFBNgiBEBcnMvMjeP0Cf4ty6y5OZeZG8foE/wAW5BWHIt9Drjv7X4wq5VTXIt9Drjv7X4wq5UBEPQqUk25mLbK7C32Vht3isbOKhs4M/dHNiTe5vp5vQ6byC60REFO8tD0NmWesp/lMSsvC/MfZfa+D4tqrTloehsyz1lP8piVl4X5j7L7XwfFtQddEWpea6O2WisuUrHPjpKeSd7W9JDGlxA8PBBtoqZ2H7a5NoOSyWWss8NG+agFyo309SJhzBeWhsunkH6joVzICo3lMeeBse/WofwBXkqN5THng7Hv1qH8AQXkiIgIoZtnzhuz3A6nI+4u7JWzQ08MRfuNMkrwxpc771oJ4lauxbaA/PbPc31dDFR3C03CS31jYJhLA6Rmh3o3jyTSD0oJ6iIg8u4t90Jyr2mZ8ngXqJeXcW+6E5V7TM+TwL1EgIi52T3mjx7HLlfrgXijt1LJVT7g1duMaXHQdZ0CDooquwHx551jFFm8+U1VhNxj7pt9rpIYZaaKE/wBFz5ewvkcW6F269gGug6NVOsO8XBjNC3JXwSXgR6Vj4GbsbpATqWDqaekA8dOlB10REBERARFWVfkl2y/afdcDxy7y2Slx+nhlvNdFEx9RJJOCYood8OY0BrSXOc13SAB1oLNRQ/FaHMrZl1ZR3a8Ou9gFFGaGomijbUc7vHnBKWBrXHo0LWtGnSNeJmCAiIgIiICKE7YcvuGJ2K3R2Wkp6q9Xq5xWq2sqHEQtmkDnb8mnHda1jiQOJ4DrWF2P55bG0NXR5rUXaZ1XAbnT1tJCIjDvjnRT7jWujOmum+X8OGuvFBPEREBERAREQEREBERAREQEREBERAREQF8yxRyxujlY17HDRzXDUEeEL6RBX2V7HMEvzzUw22WwXHUkXCxTuoKjePWTFoHn1wcuRV2PbFiVH/8AC2T2/NKZmh7lyKIQ1WnRusqId1p7e/YST1q2EQVVbds9Fb4xHtFxm9YNMDuGouEBfQvfqAAypZq069PHTgFYtgvlmyC3MuNjutFc6OTyE9JO2VjvULSQt2eGGeB8E8TJYpGlr2PaC1wPAgg9IVb1uxTCorpLecXirsQu0gGtTZKp9OwkdBdCDzTx4HNIQWWiqikptuGL1Msj7hYs9trT3sMkYt1fujo0c0cy4nhrrujsX1Z9uuI+KrbLmFNc8Hu7iQ2nv0HMRvA62zgmIg9XfcUFqosdPPDUQMnglZLE8BzHscHNcD1gjgVkQEREBERAREQFqT0EcsrpDNUNLupshAW2iDSZbYmPa4T1RIOvGU6LafG17mOJdqw6jQr7RBgqqSOpLS90g3ejdeQsHiXT/wDMqPhSt5EGPmWdzcxq/d3d3Xe46eqk8LZoeacXhvDi12h99ZEQaPiXT/8AMqPhStilp2U7C1jnkE6984lZkQY2QtbE6MFxa7XXU8eK1vEyl/8Am/Cu+dbqINenooIJOcj397TTi8n96ytiY2Z8o13ngA8eHDwL7RBqS2+mkkc93OauOp0kcP5r8ZbqZrg4c7qDqPsjvnW4iD4kiY+Rj3a6sOrdDosdTSQ1Dw6Tf1A0G68j9yzog0xbKUHX7L8K751/NrlJ7Nb3gG0e6900lTJZ62qdPQ13NERSNfq7c3tNN9vQR4F/TFat0t1vulI6kudBS11O46mKohbIwn1rgQg/k7iGN3zLb7T2XHbdPX11Q7dYyJhdujrc49AaOkkr+omyjFW4Rs5seKtlEpt1I2J7x0Ofxc4jwbxOngW9ieO4/YaBgsdjtlsEsbTJ3JSsi3+HXuga9PWu0gg+2rGG5Zh7bY2p7lqoqqKro593eEVRE7fjc4dbd4DUdY1UdsVZnNS6OC82O0W5zHAzVcNf3QyUDp3ItA5hP5xIHHwKxcl8qxeyfyK4KCMY9ardb8suslHNcCRFGJjU3GaaN0kjnO71sjy1hAGmjQOkeBfO0rGKnJrRRC3VrKK6WuvhuNBNIwuj52PXRrwOJY4Eg6cV3LharfXwOgqaWJ8b5mzvG6O+e0ghx4dPAcenh0rdQR6yVuXVb4/FexW6zMjcDM5twFXzo06GBrW7nH8LXh4VD9h9c6Spu8FVfayvmcIZmieVz452vMmlTGXElgkA0MQ0DSzgOKtFcd2L49vMdFZ6GnLawVxMFOxm9OARzjiBqXcTx6fCg4F9sF8tudPzPFqejr5q2kjo7nb6qo5jnWRkmN8UmhDXDecCHAggjo0WPNp8ilxF9Xcrc+mpxVU7qyhttcTUtpQ77NpO1zAXacQGFp04a6qdgEnQcSVoZfFjtJYnVOaz2ajtTZGvLrsWCLfB1aQH/fA8R169CDlbMZrpUYJaprw2pbVPh1/2lukxj17wyD8Pd018Kk0cb5HbsbHPd2AaqJWjN5sll3MHwy93ymcOF2rm+J9ACegjnNJZAD07jCulbcO2g3SWY5Zm8dBQycBbccp+5w0eGpeDMfVbuoM+RZFjONSxRZJkdttU03GKnlmBnl46d7GNXO9wLizZLl93rDSYPs/rXM1B8VcjJo6XTtbEPsr+HRwAKmmG7OsMxGZ9TZLDTxV0ri6Wunc6oqpCekumkLnnX1dFK9EFb1Gzm95FzL8zzm6yQt0MlssZ8TqN/aHFuszgfDIpZjeIYvjgb4iWKgopA3dM0cIMzx+dIdXuPhJJXcRAREQEREBERAREQEREBERAREQFCNr/AAt1h4j7fUfT64qbqEbXvtdYeOn+/qPq/OKCbhECIC5OZeZG8foE/wAW5dZcnMvMjeP0Cf4tyCsORb6HXHf2vxhVyqmuRb6HXHf2vxhVyoCjwwnEhlpyzxvW7xcI8u8w3nddNNde3Thr0qQogIiIKd5aHobMs9ZT/KYlZeF+Y+y+18HxbVWnLQ9DZlnrKf5TErLwvzH2X2vg+Lag66/JGMkY6N7Q5jgQ5pGoIPUv1EEfxbCsUxapq6nHrBb7ZNWO3p308IaX9emo6vB0KQIiAqO5THngbHv1qH8AV4qjeUx54Ox79ah/AEF5IiINK+Wm2Xy1z2u8UNPXUU7d2WCdgcxw8IKwYvj1kxi0x2mwWymt1FGSRFBGGjU9JOnSfCV1EQEREHl3FvuhOVe0zPk8C9RLy7i33QnKvaZnyeBeokBcvLrHSZNi11x6uc9tLcqSWklcw6ODXtLSR4eK6iIKo2aV2WYXjdvwS9Ylc7lUWyPuSjudvaw0dTC3hE57nODonbu6HDQ6HXTVdHaPam11DZZbhLcGX2sqoKOnioLrUU8cZc8PlcGxvaJNyNr3avB4M7DorG0HYtSqttFU3GkuE8AkqaPf7neXH7GXjdcQNdNSOGvhPag2mjRoA6l+oiAiIgKqK+xXfBNq96zmy2Ssv1ryaCBl1pqRzTU0s0ALWSRscQHsc12hGoII1466K106UFb59eL/AF+ze811PFNjzpo4oqCGqdzVVNK57W80S1x5oyE820tOoLg7ULd2G1MlTgrRLVV75YqqaN9JXyOkqLeQde5pHuJc9zNfJEkkEcVLMgs1sv8AZ6i0XekZVUVQ0NkicSNdDqCCCC0ggEEEEEAggr4xuw2rHLW222el7npw9zzvSOke97jq573vJc9x63OJJ7UHSREQEREEC214pd8lslqrMcfTC+WC6w3WgjqXFsU72BzTE4jyIc15GvUdFu4/lN/vUkNN4zbrZ5mOaKyS4hjYmD77mnNced48AdG8ND4FME0HYgpWyXHLKfIKiaKC5yZRUSVvd1DVOlNL3MyoDaeWJhPNtG5ugFnF2p3tSCUVr2WwWqzz1VRQ0zm1FXIZJ55ZnzSPJOu7vvJcGjXgwHdb1AIg6aIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLXuFFR3ClfS11LBVQPGjo5ow9p9UFbCIKnuew6y0tyddsCvl3wa4PdvSeJcutNKdddHwO7wjXpA01X1Pc9tOJvhjrLBac+t7T9lq7bMKCt014k08h5sno0DXq1kQV3a9s+B1Fzis92uFRjl3k4GhvVM+keHdbQ9w5t+na15HhVhRyMkY17Htc1w1a4HUEdoXLybG7Bk1vdb8gs9DdKVw0MVVC2Qe5r0e4oBXbHn2mmP1M81vuFyNO8ylZIKyhLj070M28Rr+a4AdQQWqiqmkyraridK/x74bT5JTRa/wC8MXl3pXNH3z6aXdI4cTuud4Au3gm1rBcxn7itt4bTXNvk7bXsNNVMPYY36E+5qgnaIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgw0HlGn9ib+5ZlhoPKNP7E39yzIOVkvlWL2T+RXBXeyXyrF7J/Iri8w8QOqJC2GBg3nSyuDGNHaSeCDGnXoFEvqk4pPd/ErHmXPMa8OLJIrDT89FC4dUk7i2Nv9rqK25LTtayGpLIqux4FaiQd+kHihcnDsLntEUevXoH6IO9dqiks9vfcbzW0tsoowS+oq5mxMAA16SePuKMx53RXWi57BMeveayk6NfTRdx0gPaZ59wOb4WbykFJslw3u+mud7parJrpT6Fldeqh1TICOghp0jb/wBLQp3FHHFG2OJjWMaNGtaNAB4AgrN2NbTcjoGR3XIrfhcD/wCkprAzuioc08dDUygbjh0asZ1niuxh+y3DMZqDXU1s7uuj9eduVxkNVVSEnUkvfrp6g0U2RAREQEREBERAREQEREBERAREQEREBERAREQFCdr32usPT9vqPo9cVNl575bcuSUWKY5cMfvFVQaXeOBzYXab0rtead0HoIPvoPQgRallp56Sz0dLVTvqJ4YGMlledXSPDQHOJ7SdSttAXJzLzI3j9An+LcusuTmXmRvH6BP8W5BWHIt9Drjv7X4wq5VTXIt9Drjv7X4wq5UBERAREQU7y0PQ2ZZ6yn+UxKy8L8x9l9r4Pi2qtOWh6GzLPWU/ymJWXhfmPsvtfB8W1B10REBERAVG8pjzwdj361D+AK8lRvKY88DY9+tQ/gCC8kREBERAREQeXcW+6E5V7TM+TwL1EvLuLfdCcq9pmfJ4F6iQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFH8pwnEsoYRkGPW64P00bNLAOeZ4WyDR7T4QQVIEQVRBsqv+MyzVGz/aNf6Bj+LLbeJPFKiaB0Nbzn2VjR+a/Va9p2o5HjN6Fm2v2GkscUrt2myChc51rlJ8ix7n6mF57HHQnhqrfWlfbRbL7aKm0XihgrqCqZzc8EzA5j2+Ef8AfwINuKSOaJssT2yRvAc1zTqHA9BBX0qZjx7Pdk++7CmHKsJgbq3H5pv9uoGDiW0srv6Ro6o3u16mqcbMtouL7Q7TJXY/WP56nfzdXRVDOaqaR/W2SM8Wnw8QeOhQS5ERAREQEREBERAREQEREBERAREQERD0IMNB5Rp/Ym/uXKzTK8fw2xyXrJbpBbqJhDQ+U8XuPQxoHFzj1AcVBMh2tU7LtFheA21+WZTzQEzKd4FJbjoAHVU3QwdPejV3DTQcFmw3ZhVz36nzLaZc4skyeAuNJHG0tt9uB4AQREAF2mn2Rw3texBgst92o5091ZbbLb8Ox95/2ee7QOnuMrD0Ssh1DIjpxAfvdPELp23ZLZpK51xy283vMqx3Vd6kGlb4G00YbCPdaVYiINW2W632ylbS22hpqKnb5GKnibGwe40ALaREBERAREQEREBERAREQEREBERAREQEREBERAREQEREGvcjWNoJ3W9kL6sMPNNmJDC7q1I46KtcstG0XJrfBQ3Kz4q6GGqiqgO6JXaujOo6R2q0kQQburap+KsW/vU3zJ3VtU/FWLf3mb5lOUQQbuvap+KsW/vU3zLUvf1VK6zVtF4lYv8A7RTyRDSql175pHZ4VYiIPKmy63cprZ9hNDilpw/Eaijo97ckqal5kOp1Ou68Dr7FJ/HHyrfSRg/w8n/sXoREHnvxx8qz0j4P8PJ/7E8cfKt08xGD/Dyf+xehEQee/HHyrPSPg/w8n/sQZHyrPSRg/wAPJ/7F6ERB5W2oUHKa2g4LccRu2HYhT0deGCSSmqXiRu49rxpvPI6WjqXdtl45VFBbaWghwnCTHTQshYXVEmpDWgAnv+ngvRiIPPXji5VvpJwj4eT6aeOLlW+knCPh5Ppr0KiDz144uVb6ScI+Hk+mnji5VvpJwj4eT6a9Cog89eOLlW+knCPh5PpqK51Z+Uxl95xm6XDEcShlx24Cvpmw1Lw2STTTR+rjw9TRer0QeezkfKsPRhGDj9vJ/wCxfnji5VvpJwj4eT6a9Cog89eOLlW+knCPh5Ppp44uVb6ScI+Hk+mvQqIPPXji5VvpJwj4eT6a/RkfKt68Iwc/t5P/AGL0IiDzVsbwLaqeUbctpufWe1W9tfbjTvbQz7zA4MYxugJJ6Gdq9KoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICgG03ZXZMzqYLxTVVTj+TUhBpL3bjuVEYB13XdT2HXi1yn6IKhblW0/ApmU+aY4zKrDEzv7/YxpUMYPv56Q8ddOJ5su6OAPQp1g2d4lm9E6rxe+UtxYxxbIxmrZIyOkPjcA5p9UKSKBZXsjwy/Xd9+jo6iy38gBl3tM7qapZp16jvXf8AW1yCeoqcpqLb1htY5sNzse0SzjVwFb/u+4MA+9DmNMb+HWRqT2LYG3vGLbWtoM0seS4bUad8+60B7nB8E0Zc0g9ROiC20XJsOTY9fqeOost6t9wjkaHtNPUNfwPgB1HurrICIiAiIgIiICL5e9jGlz3BrRxJJ0UOzHangGJwh97yi3RSOOjIIpOeleewMZqdUEzTUKooNrORZVTubs52cXqtJ1Arr6BbqRvY4a70j/UDR6qxW3ZztGypz59qO0B7aOYaOsWNtNLSgdjpyOeeD1jUcetB38t2vYpZ7rLj9qdU5LkreDLTaYjNJvdQe8fY4hr0l7hp2KNVGL7UNqFExubVzcEsT3AyWW01PPVlQ0HyMtSNAwH8FgPqqyMJwvFsLt7qDF7JS2yB7t6TmgS+Q9r3uJc4+EkqQIOXjOP2fG7a232W309FACXOEUYaXuJ1LnEdLiSSSe1dREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHCu2ZYjaK19DdcpsdvqmAF8NVcIont1Go1a5wK2LHkuO31z22S/wBquhj8mKOsjm3fV3SdF595XtNTy7X9ihkp4pC+/mN+8wHebztP3p16Rx6Fg5a1ts9ktmL3jEaWntu0B16ijtclujEdXO0h280hgBeze3Bx1Gp0++OoeiJMmx2PIIMeffLaLxPvc1Q90s59+60udpHrvcACehdZUDmdKyHle7K6iSlp4a2ez3E1TomAb7xA/XU9ehJ09VWZec/oqfNX4VZ7fU3rIIqHu+opoJI42wQFwa0vfI4DVxI0aNT1nQcUEyRQG27V8cr9nNyzeGluppLTLNBcaRtNv1NLLD/SsexpI70cdQSNDrqoxWcoTHafELZmIxbLJcbq2RuqbmyiZzNFvu3QJCX6uIOm8WBzQTpqTwQXKijeX5rYsZtNDX1kstS65Tx09upqRnOTVsrxqxkTdRqSOOpIAHEkBcUbTaOgy62YxldjueN1l3JbbJqt0UtPVPH/AAhJE9wbJxHeu011GhOqCfLVutyt9poZa+6V1LQ0kQ1knqZWxxsHaXOIAW11LzHgUjNt/KOy2uyRvd2L4NMKS02yTjTuqC97DO9h4Pd9jeRqOtvYgvC0bS9nt3mdBbM3x2rlaC4siuURdoBqSBvcQB1hSejqaeso4aykmjnp542yRSxu3mvY4ahwI6QQQdVHdoWCYznOKVOOX610s9NLE5kTzE3fp3EaB8Z01a4dII9ToW5gFoqsfwWwWGtljmqbbbaejlkjJLXujjawuGoB0O7qg7aIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvxzWuaWuALSNCD0FfqIK4y3YdssyaY1Nbh9vpa0uLxWW9ppJg/8Pei3dTrx46rk0Gxq82NwOMbYM7oWN8hDWTQV8TPAGyxnh4NVbqIKxfadt9AN2gzDELs3tudnljefdhkaB7y59TcuUVTO73HNnte0E/0ddUQkj/q1VvIgpWfJeUXEwOGzjD5SXBujL28kanp6OgLKL/yi3ndGA4RGT0Ofe5CB7gbqrlRBVFLNyhqofZafZvbddPJCrqCO3oc3XRbEmIbWLpGRddqrLYHeSZZbNC33A6bfcP3qz0QU4eT3jdzn57M8qzPLwTqYLpdnCD1BHEGgDwKwMOwPDMOj3cXxi1WlxbuukpqZrZHj85+m873SpGiBoiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg8ycsujpLjtO2M2+uibNTVN9fFNGSQHsdJTgjhoejsV3Yzs1wTG7sbvZsWttNcSNBWGPnJ2jsEjyXD3CF592/UdHcNqlylr6WCrkpOa7mdNGHmH7G094T5Hjx4da9F7MJpZ9n1lmnlfLI6kaXPe4kk+ElBWG0U/wD5wtlngtd0+JcukzJ6W/8AKCyDE7NHbrHVWW1wPu93FPGa+rY7R7YY3OGjYmB4LnODuJAAb5JVztRYx+2upuTmtdW0dUyOmqSNZYGkDVrHdLRxPAdpXV222OyVvKbwR1ZZ7fUOqoGCoMtMx5mAe4Df1HfaAaDVByticlOdgG2sQ1QqGG8XwxyGQPMje5xo7Xr1HHXrWzkf3PKP9XaT46Nci52q1wXzbDzFto4ucu1NDJuQNG9HIXF7DoOLXEAkdB619VNNTy7DqazyQRPtovboxSOYDCGCMODdzyOgdx006eKDq7RKiqsmXcnrKa9zhYKaJtHUSO8hDPPTRsY5x6BqNeJ/BKlHLLt0l5w7FLPbRvX2qymjbbAwayNeA8veOsNa3iT0DTiu7hFvoLpydjb7nQ01dRtoqhop6iJskYDC7cG64EaN0GnZoNFBeR0511qrpX3RxrqugiZT0c9SeckpoiTqyNztSxp0GoGg4BB6T6l5a2JbuyblO51heQOFFR5bMLhZKmbvY6giR7hG1x4b2krm6drNOsa+pVXPKLtFpuuyq7uulroa400XOQGpp2yc0/8ACbvA7p8IQT253ChtdvnuFyq4KOjp2F8087wyONo6S5x4AJa66nuVtp7hSF7qepjbLEXxuY4tcNQS1wBHDqIXiLkXE5DtF7mv5N2gpI3yU0dd9nbC5vkXMD9Q0jqI6F7mHQgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIP/2Q==" width="515"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">Nota:</p>
          </td>
          <td>Lado izquierdo — Verificación de la correcta uniformidad de mezcla y caudal utilizando el plano C para un disco de 450 mm de diámetro exterior. Lado derecho — Distribución de las posiciones de medición en el plano C (vista en la dirección del flujo).</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">l)</p>
          </td>
          <td>
            <p class="parrafo">Se medirán los valores de velocidad del aire en las nueve posiciones del plano C sin haber instalado ni un conjunto de freno ni un dispositivo de fijación. Todos los conductos de aire de refrigeración utilizados para el ensayo de emisiones de los frenos permanecerán conectados a la carcasa durante estas mediciones. Se realizarán las mediciones con los caudales operativos mínimo y máximo del sistema de ensayo. Se dejará que el caudal se estabilice durante al menos 2 minutos antes de efectuar cada medición. El caudal de aire se considera estabilizado cuando el caudal medio medido en el túnel de muestreo se encuentre dentro de un margen del ± 5 % del valor preestablecido. Se efectuará la medición de la velocidad del aire durante al menos 2 minutos después de la estabilización. El tiempo de medición será suficiente para detectar cualquier inestabilidad en el patrón de velocidad del aire que pueda afectar a los valores medidos. La velocidad del aire en cada posición no variará en más del ± 35 % de la media aritmética de todas las mediciones para un caudal determinado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La limpieza y el mantenimiento de la carcasa del freno se ajustarán a las especificaciones facilitadas por el fabricante en cuanto a frecuencia y medios. El centro de ensayo se asegurará de que la carcasa esté limpia antes de iniciar un ensayo de emisiones de frenos.</p>
    <p class="parrafo">7.4.3.   </p>
    <p> Dimensiones</p>
    <p class="parrafo">El centro de ensayo actuará con la diligencia debida para seleccionar la carcasa del freno de manera que se ajuste al conjunto de freno más grande aplicado a los vehículos incluidos en el ámbito de aplicación del presente Reglamento. Esto incluye posibles piezas adicionales diseñadas para reducir las emisiones de partículas suspendidas (por ejemplo, dispositivos de filtrado de frenos), siempre que sus dimensiones se ajusten a las dimensiones correspondientes de la rueda en la que esté montado el freno. Además, el centro de ensayo verificará que la selección se ajusta a las capacidades de velocidad, inercia de ensayo de frenado y par de frenado previstas durante el ensayo. Una carcasa de freno sobredimensionada puede causar regiones de baja presión, bajas velocidades del aire para alcanzar las temperaturas de frenado buscadas y tiempos de transporte de partículas más largos. El gráfico A4/5 ilustra una disposición indicativa con las principales dimensiones de la carcasa.</p>
    <p class="parrafo">Gráfico A4/5</p>
    <p class="parrafo">Representación esquemática indicativa de la carcasa del freno y sus dimensiones principales</p>
    <p class="parrafo"> </p>
    <p>
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width="515.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">A continuación se describen las especificaciones mínimas relativas a las dimensiones de la carcasa del freno. Además de las especificaciones de dimensiones descritas en el presente apartado, el centro de ensayo garantizará que las dimensiones seleccionadas proporcionen un diseño que cumpla todos los requisitos definidos en el apartado 7.4.2.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se diseñará la carcasa del freno en simetría con el plano A1. La longitud del plano A1 (l A1) representa la longitud más extensa de la carcasa en la dirección del flujo. La longitud del plano A1 será de entre 1 200 y 1 400 mm (1 200 ≤ l A1 ≤ 1 400 mm).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se diseñará la carcasa del freno en simetría con el plano D. La longitud del plano D (hD) representa la distancia (altura) más larga de la carcasa perpendicular a la dirección del flujo. La altura del plano D será de entre 600 y 750 mm (600 ≤ hD ≤ 750 mm).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">La distancia del plano C al plano D es igual al radio del mayor freno disponible en el mercado en los vehículos incluidos en el ámbito de aplicación del presente Reglamento. La posición del plano C en el gráfico A4/5 se indica a título ilustrativo y no corresponde a ninguna especificación de dimensiones real.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se diseñará la altura en el plano B (hB) de manera que la relación hB/hD sea siempre superior al 60 % (hB/hD &gt; 60 %). Se diseñará la profundidad de transición de la sección transversal en el plano B para que sea igual a la profundidad axial de la carcasa, tal como se define en la letra g) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se diseñará la longitud (l i ) y la altura (hB) de transición de la salida de manera que equivalgan a la longitud (l i ) y la altura (hB) de transición de la entrada.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Los diámetros de entrada y de salida (di) serán iguales al diámetro del conducto en el túnel de muestreo, tal como se especifica en el apartado 7.5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">La profundidad axial máxima de la carcasa del freno en el plano D (paralelo al eje de rotación del freno) estará comprendida entre 400 y 500 mm.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.4.4.   </p>
    <p> Sistemas de filtrado de frenos</p>
    <p class="parrafo">La instalación de sistemas de filtrado de frenos u otros dispositivos de recogida de polvo de los frenos no afectará negativamente al funcionamiento del centro. El posicionamiento, la longitud y los codos de los latiguillos del sistema serán representativos de las aplicaciones en condiciones reales. Podrán instalarse partes de los sistemas fuera de la carcasa siempre que no afecten a la eficiencia de la recogida de partículas del sistema de filtrado de frenos. Todo flujo extraído de la carcasa retornará a la entrada del túnel, aproximadamente en el centro de la sección transversal. Si un sistema activo está diseñado para utilizar uno o varios filtros y un ventilador para más de un freno en aplicaciones en vehículos, el flujo volumétrico adicional necesario para compensar el flujo volumétrico de los demás frenos será extraído por el túnel antes de la carcasa (y después de la medición del flujo volumétrico). Si procede, se utilizará un nuevo filtro para los tramos de asentamiento y medición de emisiones conforme al gráfico 2.</p>
    <p class="parrafo">Deberán cumplirse todos los requisitos del presente Reglamento. Por ejemplo, los ajustes del caudal de aire de refrigeración se realizarán con el sistema instalado y funcionando como durante las mediciones de las emisiones.</p>
    <p class="parrafo">7.5.   </p>
    <p> Diseño del túnel de muestreo</p>
    <p class="parrafo">El túnel de muestreo se define como la parte situada entre la salida de la carcasa del freno y la entrada de las sondas de muestreo. El gráfico A4/1 presenta una posición indicativa del túnel de muestreo en la disposición general (elemento 7). Existen dos posibilidades para el diseño del túnel de muestreo: una disposición sin codo [gráfico A4/1 (a)] y una disposición con codo [gráfico A4/1 (b)]. El centro de ensayo garantizará que el diseño del túnel de muestreo cumpla los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El aire de refrigeración fluirá a través de conductos redondos sin variaciones de sección transversal entre la salida de la carcasa y el plano de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará acero inoxidable con un acabado electropulido (o equivalente) para las superficies del túnel que entren en contacto con el aerosol.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Ninguna transición entre sectores adyacentes tendrá imperfecciones o características que puedan acumular partículas depositadas de los frenos. Cuando esto no sea posible, se garantizará que las transiciones estén diseñadas técnicamente para minimizar la acumulación de partículas depositadas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Los conductos tendrán un diámetro interior constante di de 190 mm como mínimo y 225 mm como máximo (190 ≤ di ≤ 225 mm). El diámetro interior del conducto di se define como se muestra en el gráfico A4/6.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse un único codo de 90° como máximo en el túnel de muestreo (es decir, después de la carcasa del freno y antes del plano de muestreo), siempre que se cumplan las especificaciones descritas en las letras f) y g).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplica un codo en el túnel de muestreo, el radio de flexión rb será al menos dos veces el diámetro interior del conducto (2•di). El radio del codo se define como se muestra en el gráfico A4/6.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A4/6</p>
    <p class="parrafo">Definición del diámetro del conducto (di) y del radio de curvatura (rb)</p>
    <p class="parrafo"> </p>
    <p>
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" width="273.5"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplica un codo en el túnel de muestreo, este codo irá seguido de un conducto recto con una longitud de al menos seis veces el diámetro del conducto (6•di) antes del plano de muestreo. Además, el plano de muestreo irá seguido de un conducto recto con una longitud de al menos dos veces el diámetro del conducto (2•di) antes de cualquier elemento de perturbación del flujo (por ejemplo, un segundo codo en la configuración).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Si no hay ningún codo en el túnel de muestreo, a la salida de la carcasa se colocará un conducto recto con una longitud de al menos seis veces el diámetro del conducto (6•di) antes del plano de muestreo. Además, el plano de muestreo irá seguido de un conducto recto con una longitud de al menos dos veces el diámetro del conducto (2•di) antes de cualquier elemento de perturbación del flujo (por ejemplo, un codo en la configuración o un filtro para proteger el caudalímetro frente a la contaminación).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">Las disposiciones relativas a los conductos descritos en las letras a), c) y d) del presente apartado se aplicarán al menos a los conductos del túnel desde dos veces el diámetro interior del conducto (2•di) antes de la entrada de la carcasa hasta dos veces el diámetro interior del conducto (2•di) después del plano de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">7.6.   </p>
    <p> Plano de muestreo</p>
    <p class="parrafo">El plano de muestreo es el plano vertical del túnel de muestreo en el que se coloca la entrada de las sondas de muestreo. El gráfico A4/1 presenta una posición indicativa del plano de muestreo en la disposición general (elemento 8). Se aplican las siguientes disposiciones al plano de muestreo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El muestreo de PM y PN se realizará en la misma sección transversal del túnel de muestreo. Consúltense los apartados 12.1.1.1 y 12.2.1.1 en relación con el muestreo de PM y PN, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará una configuración de cuatro sondas que cumpla los requisitos del presente apartado. El gráfico A4/7 ilustra el posicionamiento adecuado de las sondas de muestreo de PM y PN. Cuando se utilice un separador de flujo en relación con el muestreo de PN conforme al apartado 12.2.1.1, existe la posibilidad de colocar los dispositivos de medición en posiciones alternativas en la disposición de cuatro sondas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A4/7</p>
    <p class="parrafo">Representación gráfica de la separación de las sondas en el túnel</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="235" 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" width="217.5"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">Nota:</p>
          </td>
          <td>Vista de la parte vertical en la dirección del flujo en el túnel de muestreo que define el plano de muestreo. Los puntos blancos representan las sondas de muestreo de PM (PM2,5/PM10). Los puntos negros representan las sondas de muestreo de PN (SPN10)</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán las sondas de muestreo separadas uniformemente entre sí en torno al eje longitudinal central del túnel de muestreo con respecto al centro de la entrada de la sonda.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán las sondas de muestreo con una distancia mínima entre sí de 47,5 mm (gráfico A4/7 — a1 ≥ 47,5 mm). Se medirá la distancia entre las sondas de muestreo utilizando su diámetro exterior.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán las sondas de muestreo garantizando una distancia radial mínima respecto de la pared del túnel (distancia de la sonda al conducto) de 47,5 mm (gráfico A4/7 — a2 ≥ 47,5 mm). Se medirá la distancia de la sonda al conducto utilizando el diámetro exterior de las sondas de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">8.   </p>
    <p> </p>
    <p class="parrafo">Requisitos de preparación del ensayo</p>
    <p class="parrafo">8.1.   </p>
    <p> Parámetros de entrada</p>
    <p class="parrafo">Los siguientes parámetros relacionados con el freno —y con el vehículo en el que esté montado el freno sometido a ensayo— estarán a disposición del centro de ensayo para llevar a cabo los ensayos de emisiones de los frenos con arreglo al presente Reglamento.</p>
    <p class="parrafo">Cuadro A4/3</p>
    <p class="parrafo">Parámetros de ensayo requeridos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="5%"/>
        <col width="17%"/>
        <col width="18%"/>
        <col width="43%"/>
        <col width="6%"/>
        <col width="10%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros y datos de entrada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Breve descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Símbolo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Marca y modelo del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Marca y modelo del vehículo en el que está montado el freno sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de electrificación del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El tipo de electrificación del vehículo de origen de la familia de emisiones por esquina de freno (VEP, VEH-CCE, VHE-SCE Cat. 0, VEH-SCE Cat. 1, VEH-SCE Cat. 2, ICE) en el que está montado el freno sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado específico del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El coeficiente de reparto de frenado específico del vehículo de origen de la familia de emisiones por esquina de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eje del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El eje del vehículo, delantero o trasero, en el que está montado el freno sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FA o RA</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Posición de montaje del freno en el vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Emplazamiento del freno sometido a ensayo en el vehículo, en la esquina derecha o en la esquina izquierda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">RHC o LHC</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La masa del vehículo que debe simularse en el dinamómetro de frenos, tal como se define en la letra a) del presente apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Mveh</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Relación entre la fuerza de frenado de cada eje y la fuerza de frenado total aplicada al vehículo, tal como se describe en la letra b) del presente apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FAF o RAF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de dispositivo de fijación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El dispositivo de fijación del conjunto de freno conforme al apartado 8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L0-U o L0-P</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Código de identificación del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El código etiquetado por el fabricante del freno en el disco/tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Código de identificación del material de fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El código etiquetado por el fabricante de material de fricción en las pastillas/zapatas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La carga en la esquina de freno sometida a ensayo (delantera o trasera) antes de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida según se define en la letra c) del presente apartado</p>
          </td>
          <td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/><p class="parrafo"> </p>o
			<p class="parrafo"> </p><img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/><p class="parrafo"> </p></td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo (o aplicada) por rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La carga en la esquina de freno sometida a ensayo (delantera o trasera) después de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida según se define en la letra d) del presente apartado</p>
          </td>
          <td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="29.7" 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width="72"/><p class="parrafo"> </p>o
			<p class="parrafo"> </p><img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="71.10000000000001"/><p class="parrafo"> </p></td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de rodadura dinámico del neumático</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio del neumático equivalente a las revoluciones por distancia recorrida publicadas por el fabricante del neumático con respecto al tamaño de neumático concreto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">rR</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio efectivo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La distancia definida en la letra e) del presente apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">reff</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia nominal de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga por rueda con un radio de giro igual al radio de rodadura dinámico del neumático que impone al freno de servicio la misma energía cinética que en el vehículo real. Se define en la letra f) del presente apartado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">In</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia de ensayo de frenado (o aplicada al freno)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia nominal de frenado después de restar las fuerzas de desaceleración inducidas por la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida según se define en la letra g) del presente apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">It</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">17</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro exterior máximo del disco/tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El mayor diámetro del disco o tambor sometido a ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">OD</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del disco antes del ensayo: se utiliza para asignar el freno sometido a ensayo a un grupo definido por la relación entre la carga nominal por rueda delantera y la masa del disco, tal como se describe en el apartado 10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">DM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de pistones por lado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de pistones a un lado de la mordaza de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro medio (o hidráulico) del pistón</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro del pistón del freno sometido a ensayo, tal como se define en la letra h) del presente apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta la mordaza al dispositivo de fijación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par recomendado para el apriete del tornillo de la mordaza, si así lo especifica el fabricante del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">22</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta el disco o tambor al cubo de la rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par recomendado para el apriete del tornillo del disco/tambor, si así lo especifica el fabricante del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eficiencia de la mordaza de freno o del tambor de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eficiencia para computar las pérdidas internas por fricción entre interfaces deslizantes o la carrera del pistón, si así lo especifica el fabricante del freno. Si no se especifica, utilícese el 100 %.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión umbral</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión mínima para superar la resistencia interna antes del inicio del par de frenado, tal como se define en el apartado 3.1.19 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">pthreshold</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Límite de alabeo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El alabeo máximo permitido para el disco/tambor instalado en el dispositivo de fijación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">BRO</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Al calcular algunos de los parámetros de ensayo exigidos que figuran en el cuadro A4/3, se tendrán en cuenta las siguientes consideraciones:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La masa de ensayo del vehículo (Mveh) es la masa en orden de marcha (MRO) más la masa del equipamiento opcional instalado en el vehículo (kg) en el que está montado el freno sometido a ensayo, más:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">37,5 kg, que corresponde a una masa adicional de 0,5 pasajeros, para los vehículos de categoría 1-1;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">25 kg más el 28 % de la carga máxima del vehículo (MVL), para los vehículos de categoría 2 con una masa total en carga inferior a 3 500 kg.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">La distribución de la fuerza de frenado (FAF o RAF) representa la relación entre la fuerza de frenado de cada eje y la fuerza de frenado total aplicada al vehículo, respectivamente. FAF representa la parte de la fuerza de frenado aplicada al eje delantero. RAF representa la parte de la fuerza de frenado aplicada al eje trasero. La distribución de la fuerza de frenado se expresa en porcentaje. La distribución de la fuerza de frenado para cada vehículo (FAF o RAF) será facilitada por el fabricante del vehículo. La distribución de la fuerza de frenado según el método predeterminado que figura en el Reglamento n.o 90 de las Naciones Unidas solo se aplicará cuando no se disponga del valor específico del fabricante del vehículo, es decir:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el 77 % para el eje delantero y el 32 % para el eje trasero en el caso de los vehículos de categoría M1;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el 66 % para el eje delantero y el 39 % para el eje trasero en el caso de los vehículos de categoría 2 con una masa total en carga inferior a 3 500 kg.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>La carga nominal por rueda (WLn) representa la carga aplicada al freno sometido a ensayo (delantero o trasero) antes de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida. Está en función de la masa de ensayo del vehículo y de la distribución de la fuerza de frenado y se calcula a partir de las ecuaciones 8.1a y 8.1b. La carga nominal por rueda se utiliza para calcular la carga de ensayo por rueda. Además, se utiliza para clasificar el freno sometido a ensayo en un grupo definido por la relación entre la carga nominal por rueda delantera y la masa del disco (
			<p class="parrafo"> </p><img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/>
			<p class="parrafo"> </p>/DM) cuando se ajusta la refrigeración como se especifica en el apartado 10.
			<table class="sinbordes" width="100%"><colgroup><col width="80%"/><col width="20%"/></colgroup><tbody><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="29.7" 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" width="265.5"/><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">(Ecuación 8.1a)</p></td></tr><tr class="oj-table"><td class="oj-table"><p class="parrafo"> </p><img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="268.2"/><p class="parrafo"> </p></td><td class="oj-table"><p class="parrafo">(Ecuación 8.1b)</p></td></tr></tbody></table>

			<p class="parrafo">donde:</p>

			<table class="sinbordes" width="100%"><colgroup><col width="20%"/><col width="80%"/></colgroup><tbody><tr><td><p class="parrafo"> </p><img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/><p class="parrafo"> </p></td><td><p class="parrafo">es la carga nominal por rueda delantera en kg según el cuadro A4/3;</p></td></tr><tr><td><p class="parrafo"> </p><img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="74.7"/><p class="parrafo"> </p></td><td><p class="parrafo">es la carga nominal por rueda trasera en kg según el cuadro A4/3;</p></td></tr><tr><td><p class="parrafo">Mveh</p></td><td><p class="parrafo">es la masa de ensayo del vehículo en kg según el cuadro A4/3;</p></td></tr><tr><td><p class="parrafo">FAF</p></td><td><p class="parrafo">es la distribución de la fuerza de frenado delantera según el cuadro A4/3;</p></td></tr><tr><td><p class="parrafo">RAF</p></td><td><p class="parrafo">es la distribución de la fuerza de frenado trasera según el cuadro A4/3.</p></td></tr></tbody></table>
			</td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">La carga de ensayo (o carga aplicada) por rueda (WLt) representa la carga aplicada al freno sometido a ensayo (delantero o trasero) después de computar la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida. Está en función de la carga nominal por rueda y se calcula a partir de las ecuaciones 8.2a y 8.2b. El valor de WLt se reduce en un 13 % en comparación con el valor de WLn para computar la resistencia al avance en carretera del vehículo durante el funcionamiento en condiciones reales. La carga WLt se aplica durante todo el ensayo de emisiones de los frenos, incluidos los tramos de ajuste de la refrigeración, asentamiento y medición de las emisiones.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="29.7" src="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/AAAsIACEA+wEBEQD/xAAdAAABBAMBAQAAAAAAAAAAAAAAAQYHCAMEBQIJ/8QAOxAAAQMEAgIBAgMDCQkBAAAAAQIDBAUGBxEAEgghEyIxCRRBFSMyFxhCUVJYYWSRFiQnRIGVlpfT1P/aAAgBAQAAPwD6b3redAx9bUy7rncnIpkAIL6oVOkz3khSgkEMRm3HVDahvqk6GydAEiN8Y+Xvj9maBXani+8p9xRbahrnVJ2JbtT6tNpGylPaOPld17DLfZxX6JPM2HPLPAef65Ot3Ed6ya/NpjJfmBNDqEdqOnsEgLdfYQ2lZJ9IKux0ogEJOtWheYvj1c13V+wbfvGpz7itdiXIq1NYtiqqfiojbDu0/lvqII0lKdlZ0EBRI5r4981PHDK10/7F49vWqVqsIkJivx2LWq4EVxSikCQ4qKERxtKht1SQCDs+uTf9+Lw4cOHDhxpZEyxjXE1OYquSb3o9uRpbnwxlVCUlpT6/W0tp/iWQCCQkHQ9nQ50rOvW0chW7Eu2xrlpteo09PePOp8lD7Lg+xAUkkbB9EH2CCCAedvkd3n5D4Nx3crVnXxla2KJWnQhZhTKi2260heui3Rv90k72FL6gjZ3oE87F15XxpY1Bpd1XhfdCo9FrUliHT6jMnNtxZLryVLaSh0noeyUqUDvRAJ3rmjSs74QrlSi0aiZjseoVCa6liNFi3FDdefcUdJQhCXCpSifQABJ4+uHGrknJtnYjtd+878mzYdHjK0/Ii0uVPLI6qUVrRGbcWlAShRUsgJTr2RscY9j+XOAsk2TcORbGu+o1m3LWCDU58a26oUt9v0bSY4U+pI9qS0FlAIKgkEHm/hryewj5BIqTuILvkXCzSEgzH0UadHZbJ/oB15lCFr0QeiSVaIOtEc4Fp+a/jffabgNn3nV6su1owlVdmNadYU9FQXUNaLf5XuV93E/QkFYSFK11SpQ28TeYXj3nOuJt7FF51C4ZRWptbjFt1RuMypLanOrshyOllolKFaC1pJOgNkgGZ+HDhw4cRQ2CAeUT8XKrC8bvKjyB8eq0/wDkLZlH+UugdUH424jiAZgQhJJ+kKbQAlP/AC5+30jjM8LLrvLHflrWKTfqvykTyRtlGSqVHSlQZjS1vPOiKn11+VMdawsjXbog/qgctj4uxm7ipt5ZsWhwryZc0mqQnHCexpEYJhU/R/VC2I/zp16/3g6KhpRr/wDh1FSvITy8KlEn+UZR9n/NVHl7uLw5xbyvS1cfW3Nu69a9Do1Hp6AuTMludG0bUEpH9ZUpRCQkbJJAAJOuYrFv2zsmWvCvSwrjg12iVAL/AC06E53acKFlCwD+hStKkkHRBBB5GeSvKe38aXfLs6VibLtffhJaU5Nt6x5tQgqK0BYSiQgBCyAob67AOxvYIDW/nyWx/d+8gP8A1rP5OWPr0jZDs+nXlDoVeozNSQtaYNcpzkCcz1cUjTrDn1IJKdjf3SUn7HlZ6HMkZB/EuuNuqLC4OKcex4tLjPALDcyputuPS2SNfGotaZVvZI/UD1zJgGa7Q/O3yQsOkobi0JcW267+SbSUtInPQkh55KQeqVOb2sgbUQkk+uW1UNpI/wAOfNi5/LRnwry5mbH2WsbRbxt67KvJuOHWqJ8Ly1rnIc+Km1QHSQerK0JSshaW0K0haCkic8Q+LtsZG8Z8K2dki56PeVuWwl6tSINPUqVSKsX25H5VpLil9yzGEkJb9+/iAIA9BtYC8efH++fIKrZWxpim2aDaWKKnKt2jOQog71evNhP5qcpSt/uY/ZLTIG9u/K5v6UamfLuZr0wPf8K6L4pcWVhqqsMQJlZhsq/M2xUO6gH5gG+8J3shPyAfulJHb0r3hsXOtzZwy6mNh2LT5GKLVckx6/db6CtFcqHxqQmJSyDpTbLhSt2T7Sop6I3vsZ0lR2JcZ2LKYbeZeQW3WnEhSFoI0UqB9EEbGjygfh9kOP4vUzyNwNdannImF5867KO0tZLj9FeaU8hDZHb1tDaj69Kkne/YToeA9cunx5y3lbx8zNUWYb8ykxMnsqWkxYzHzsIVUghKvoShta0o9EAfl1/fR62r8VaLMZxQm+qvFdjVbI9UmXtNadcWpxoVB35IzKu2iC1EEVnroa+LRG9k1z/CJKjijKe1E/8AEuon7/5aNy+PDhxPtxj2dnHEeQLtrFiWXkKiViv0FK1T6fEkhbrKUO/EtWvspKXP3alJJCV/SSD64+eHKPecfjXfuTPIDD9947RPQ1WBKsS8ZcVlTn5egyErU8V+ilCFMOzW+56ELdb0oKKVJ3PxBPH7I971LEORMDxpsW7rarwt4y6fHK1wqZPR8S319dFLTOjtXZISHVHY/iTa2LT6ZivHMek2zbtRnU+1qS3Fg0unIQ7KdZjtBDbTSVKQlSylIA2pIJ/UcpF4nryxg3Kueb1u/wAbMpvU/Jl2GuUYQabCdcRH+eWvT6TLT0XqQj0Coff365lzldPkvW8M+TOUptuzsdUWZS4VKosC42EyJj1FZiyG5RaSxI6xX3XZXb5D3SkHqElSe4ttjmrX1QcdT5F91WjXdWaNHDyIlp0lyI6WhFbcbjfDIlOlUhXsglxCVBaPSfZLc/nK1v8Auw5q/wCyQP8A9vI086Xr8qrHj65alRptHbqWVaElcSs012QpM0tPuxi+lqQhKmmlIWXGt7UsNqS4j4/qs7ZlBFt2zApS4lHYkoa+Wb+yIH5KI7LWe77rbPZRQFuqWvRUpX1e1KOyYvyTh7PN3XfMrlmeVtfsujvJaTGo0K16XKbj9UAKPyvtqcWVKClez67aHoDjY/m8eUP9+y7v/C6H/wDLk52JRLkty0qbRLvvF+6qvEaLcqsPwmYjkw9iQtTTIDaT1KQeoAOt698rfd1n3Nh3zZPkLGta46vZF9Wei3K6q34LtQcg1Vh9sx5UmM32dLJZT8YW0hQQdlQAJVzzhK17/lZlz15UM4/rUFu6okGmWpb1Ya/Z0yqIp0MJD7iXQFRkvupCEBxIUkbUpI9clbxnzLcubccvXBe1gu2bc1JqsuiVmjLkB8R5ccp7BKx9wUrQdH2CSPY0TCGJVwcQ2feOFs74QvO5qlUrnq1UmVaHZciuwrualyVuszHXIzbjDbpbLbSmnCj4/jTrSfYe3jRjG9sD+KdSt+Lbf7JrSDX63R6Gg/nHaemQ68/Dhr0SHHUJLSFJSpQKtgKV9zsfh82LdGPfFCzKJe0KsQq8+Z9RqEWrx1sS2H5Ex5xSXEL+sH6u21ez22fvzfzlZuWM53cjCsVEm1cWLhNyrsr7EhKZtdbcUofsiJ1PZlBCdvvHRKVhCf4jvTxJjHInjdkOHjGy4Ui4cJ10yXqYHpQVLsqSELdMYqcPd+C6oENn6ltrUEq2k9jYnlFvIjxkva6PO3Hl82vFqAs2+KR+zb9cYjqdjrjUx9qWhh9zRDIkFqK2nSkE/CsD+l2z+bPjFfOSfIfEd/Y6iz0MVtEuyb1lREE/DRHkLU4pahooSWVy2+xUPrU0E+yAq4V1VoWPaL9WplpVWsppyGkM0mhRm1yXE90oCWm1rbRpIOyOw0lJ19gOUY8ETlnxnsW9LcyB42ZTfmXHeEuvxDTKbCfQmM6yyhIWTLTpe21bSAQPXs79OSv5n8psW4UyRn+bjmDQa3VckRE0q2Lp2+tyivNwKdGaSuPICYzhd7uKKipOy5pOlBXJmxllbL48gqpgrKjlo1B2LZEC7EzaBT5MNLTz0x6O5G6vPu/IgfEClf0H+tPv057tzrVbWuKbQI+A8qV1uGsITUKTSojsSRtIPZtS5SFEe9e0j2DzaZvy6cgY2uWpUOz6/YlYjR32YQu6mIH7wM9g98UeSStsb16cQdg/1e4j/DrtWqxfG+xLruFu05Lsm3WWaTJp9EVGqDENx5x51mTJU6svlbyvkJSltJUVKKSo9uWo4cOHE+/34nRH9kf6cb2Qsf2tlGyK1jy86cZlEr8NyDOYS6ppS21ffS0EKSQQCCD6IHORiLEVFw9QJVDpVw3DXXJshuRJqFemiVLeLcdqM0kqShCQlDLDSAAkb6lSuy1KUp8dEf2R/pyPct4Ns/M7ttPXbOrzCrSqiK3Sv2ZVXYYanoGm5BCP41oBUE9tgBaxo9jyQGGvgZbZLi3OiQnus7UrQ+5P6nmThw4nPDzReZW0l1bRWkgLRrskkfcbBGx/iDxu43x9Q8X2dBsygPTZEeGXXXZc54Oypsl51Tr8l9YAC3XXXHHFqAAKlHQA0A5dDi8OJr9eHF4cOIQD6I3xOiP7I/04xcyYYtHOVposq9pFZRSkzGJy2qZU3YKnHWVd2ipbRCiEOBKwN+lISr7pHOXR/H206NlVOZm7guyTc5pTVEeelVt11l+C37Sytkj4yPkKnNgA91rVv6juT+qT90g/9Oc64qHHuOg1C35EubEZqMZyM49BkKjvtpWkpJbcT9SFaJ0oex9x743cRYntnClkw8e2bJqyqJTdpgsVCeuWqK0fYaQtf1dAd6SSdb0NDQD04cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOf/2Q==" width="225.9"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 8.2a)</p>
                  </td>
                </tr>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="226.8"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 8.2b)</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El radio efectivo del freno (reff) es, en el caso de los frenos de disco, la distancia entre el centro de rotación y la línea media del pistón o pistones de la mordaza montado en el dispositivo de fijación. En el caso de un freno de tambor, el radio efectivo es la mitad del diámetro interior del tambor.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">La inercia nominal de frenado (In) representa la carga por rueda con un radio de giro igual al radio de rodadura dinámico del neumático que impone al freno de servicio la misma energía cinética que en el vehículo real. Está en función de la carga nominal por rueda y del radio de rodadura dinámico del neumático y se calcula a partir de la ecuación 8.3:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="35.1" src="data:image/jpg;base64,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" width="144"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 8.3)</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">donde:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="20%"/>
                <col width="80%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">In</p>
                  </td>
                  <td>
                    <p class="parrafo">es la inercia nominal de frenado en kg·m2 según el cuadro A4/3;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">WLn</p>
                  </td>
                  <td>
                    <p class="parrafo">es la carga nominal por rueda en kg según el cuadro A4/3;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="35.1" src="data:image/jpg;base64,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" width="30.6"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td>
                    <p class="parrafo">es el radio de rodadura dinámico del neumático en m según el cuadro A4/3.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">La inercia de ensayo de frenado (o aplicada al freno) (It) representa la inercia nominal de frenado después de restar las fuerzas de desaceleración inducidas por la resistencia al avance en carretera del vehículo o cualquier otro tipo de pérdida. La inercia de ensayo de frenado es la fuente primaria de energía cinética durante el frenado. Está en función de la inercia nominal de frenado y se calcula a partir de la ecuación 8.4. La inercia de ensayo de frenado se reduce en un 13 % en comparación con la inercia nominal de frenado para computar las pérdidas de resistencia al avance en carretera del vehículo durante el funcionamiento en condiciones reales. La inercia de ensayo de frenado se aplica durante todo el ensayo de emisiones de los frenos, incluidos los tramos de ajuste de la refrigeración, asentamiento y medición de las emisiones.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="130.5"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 8.4)</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">El diámetro medio (o hidráulico) del pistón (dpiston), en el caso de los frenos de tambor, es el diámetro del pistón del cilindro de rueda. El valor dpiston, en el caso de los frenos de disco, representa el diámetro equivalente del pistón del freno sometido a ensayo. Si la mordaza contiene varios pistones (n), el centro de ensayo determinará el diámetro hidráulico del pistón utilizando los diámetros individuales equivalentes de los pistones que actúan a un lado de la mordaza con la ecuación 8.5:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="48.6" src="data:image/jpg;base64,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" width="272.7"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 8.5)</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">8.2.   </p>
    <p> Preparación de la configuración del ensayo</p>
    <p class="parrafo">El centro de ensayo realizará las siguientes tareas antes de iniciar un ensayo de emisiones de frenos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se verificará la disponibilidad de toda la documentación de ensayo, la información sobre los frenos, el programa de control, las capacidades del dinamómetro y las condiciones de ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se actualizarán o se cargarán el programa de control, los parámetros y condiciones del ensayo y la información sobre los frenos en el sistema de control del dinamómetro de frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se instalará el disco/tambor de freno en el dispositivo de fijación y en el contrapunto del dinamómetro de acuerdo con las especificaciones descritas en el apartado 8.4.1. Se conectará con los adaptadores al árbol principal del dinamómetro.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se medirá el alabeo del freno (BRO) colocando la punta de la galga para cuadrantes a 10 mm del borde exterior (OD) en la superficie exterior o interior (frenos de disco). En el caso de los frenos de tambor, se medirá el rodaje del freno colocando la galga para cuadrantes radialmente hacia el exterior y a 10 mm de la línea media de la superficie interior del tambor. Durante esta medición no habrá pastillas ni zapatas de freno montadas. Se verificará que el BRO es inferior a 50 μm girando manualmente el disco o tambor instalado en el dinamómetro. Una vez medido el BRO, se completará el montaje del tambor. Si es preciso separar piezas del freno para completar el conjunto de freno, se efectuará una medición de verificación para demostrar que el alabeo en el conjunto final es correcto. Si el BRO es superior a 50 μm, se realizarán ajustes en la fijación del freno o se inspeccionarán las piezas del freno de cara a reducir el BRO a un valor inferior a 50 μm. En caso de que el BRO antes del inicio del ensayo se mantenga por encima del límite definido en el presente apartado, el ensayo no será válido. Se consignará el alabeo medido (real) del freno en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se verificarán los niveles cero de par y presión antes de iniciar un ensayo de emisiones de frenos. La verificación se llevará a cabo con los pistones y las pastillas de freno completamente retraídos. Las piezas de freno no deberán tocar el disco y el sistema de accionamiento hidráulico del dinamómetro deberá estar sin aplicar. En esta posición, cada uno de los sensores de par y presión se ajustará de acuerdo con las especificaciones del fabricante del equipo para que la lectura sea cero o lo más aproximada posible dentro de las tolerancias definidas en el cuadro A4/18. La lectura se observará durante al menos 30 segundos con el freno parado para confirmar que se estabiliza. En el caso de un freno de tambor, se realizará el ajuste con el conjunto del contraplato (con zapatas de freno) instalado, pero sin la parte giratoria (tambor) instalada.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se instalarán las pastillas o zapatas de freno y se realizará una purga completa del freno para eliminar las burbujas de aire de los conductos que van desde el cilindro maestro hasta el freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se realizará una inspección visual del freno sometido a ensayo, del dispositivo de fijación del freno, de los cables de los termopares y de los conductos de freno hidráulicos para comprobar que están bien encaminados y conectados.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Se comprobará que todos los instrumentos estén disponibles con arreglo al procedimiento operativo estándar definido por los fabricantes de los instrumentos sobre uso y limpieza. Se comprobará que todos los medios de filtrado estén disponibles con arreglo al procedimiento operativo estándar definido por el fabricante sobre acondicionamiento, manipulación y almacenamiento de filtros.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">La purga del freno es importante para garantizar que no queden burbujas de aire dentro del latiguillo de freno. Se efectuarán aplicaciones estáticas del freno a presiones de frenado de entre 300 y 3 000 kPa para verificar la curva de desplazamiento del líquido a modo de comprobación de la purga y para efectuar una inspección visual a fin de detectar posibles fugas de líquido en el interior de la carcasa. Para esta operación podrá utilizarse un sensor de desplazamiento del líquido de frenos o un método de evaluación alternativo.</p>
            <p class="parrafo">La mordaza y las pastillas de freno se retraerán para garantizar que las pastillas no entren en contacto con el disco (en el caso de un freno de tambor, se comprobará que la distancia entre las zapatas y el tambor se ajusta al valor nominal recomendado por el fabricante).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Se cerrará la carcasa del freno, se activará el sistema de climatización y se verificará el funcionamiento del sistema de aire de refrigeración de acuerdo con las especificaciones definidas en el apartado 7.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicará una presión de 2 000 kPa en tres ocasiones (manteniendo la presión durante 2 segundos cada vez) para restablecer el freno (con frenos de tambor se puede omitir este paso). Se realizarán mediciones a tres velocidades lineales diferentes (5 km/h, 50 km/h y 135 km/h) acelerando hasta la velocidad buscada, manteniéndola durante 120 segundos (a presión de frenado cero) para que se estabilice y, a continuación, midiendo la señal de par durante 30 segundos más. La medición de la resistencia aerodinámica es la media de esta señal de par basada en tiempos para el período de 30 segundos. Se aplicará un nivel de aceleración de 1 m/s2 para la velocidad de 5 km/h y de 2 m/s2 para los otros dos valores de velocidad buscados. Se verificará que, durante los últimos 30 segundos de cada evento de velocidad de crucero, el valor medido del par de resistencia aerodinámica de frenado (tal como se define en el apartado 3.3.26 del presente Reglamento) no supera los 10 N·m (excluido el par absorbido por los rodamientos del dinamómetro, si procede, que puede medirse por separado sin el freno instalado). Si la medición del par de resistencia aerodinámica supera este valor, se repetirá el procedimiento tras volver a comprobar el BRO, el espacio libre entre los componentes móviles y los fijos (incluido el cableado de los termopares), la purga del freno y la alineación del dispositivo de fijación. En caso de que el valor del par de resistencia aerodinámica del conjunto de freno medido en el ensayo sea superior a 10 N·m, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">l)</p>
          </td>
          <td>
            <p class="parrafo">Se repetirá diez veces el primer evento de frenado del ciclo de frenado WLTP para verificar la recogida de datos, los parámetros de ensayo, la inercia del ensayo de frenado y el funcionamiento global del sistema.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">m)</p>
          </td>
          <td>
            <p class="parrafo">Cuando no se conozca el caudal de aire de refrigeración para el eje y el tipo de freno objeto de ensayo, se ajustará a un valor conocido utilizado para frenos similares, tal como se describe en el apartado 10.1.4. Se verificará que el caudal de aire de refrigeración seleccionado cumple las especificaciones definidas en el apartado 10. En caso contrario, se ajustará su valor siguiendo las instrucciones del apartado 10.1.4 hasta que se defina el valor nominal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">n)</p>
          </td>
          <td>
            <p class="parrafo">Se verificará que los niveles de emisiones de fondo anteriores al ensayo se encuentran dentro de los límites aceptables definidos en el apartado 7.2.2.2.2 utilizando el caudal de aire de refrigeración nominal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">o)</p>
          </td>
          <td>
            <p class="parrafo">Se verificará que todos los instrumentos y dispositivos para medir las emisiones de los frenos están habilitados y funcionan sin errores ni advertencias.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">p)</p>
          </td>
          <td>
            <p class="parrafo">Si no surgen problemas, se continuará con los tramos de asentamiento y medición de emisiones siguiendo los procedimientos definidos en los apartados 11 y 12, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cuando se conozca el caudal de aire de refrigeración para el eje y el tipo de freno objeto de ensayo, el centro de ensayo llevará a cabo el asentamiento y la medición de las emisiones con las piezas de freno nuevas y no con las utilizadas para el ajuste de la refrigeración. En ese caso, todas las etapas del presente apartado, excepto la letra m), se aplicarán a los tramos de asentamiento y medición de emisiones.</p>
    <p class="parrafo">Cuando no se conozca el caudal de aire de refrigeración para el eje y el tipo de freno objeto de ensayo, el centro de ensayo llevará a cabo el tramo de ajuste de la refrigeración, aplicando todas las etapas del presente apartado, excepto las letras h), n), o) y p). Una vez ajustado el caudal de aire de refrigeración, el centro llevará a cabo los tramos de asentamiento y medición de emisiones con piezas de freno nuevas, aplicando todas las etapas del presente apartado, excepto la letra m).</p>
    <p class="parrafo">8.3.   </p>
    <p> Medición de la temperatura del freno</p>
    <p class="parrafo">El centro de ensayo utilizará termopares integrados para medir la temperatura del disco o tambor de freno. Se aplicarán las siguientes especificaciones:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán sensores de temperatura disponibles en el mercado que contengan conductores de níquel-cromo (Chromel) y níquel-aluminio (Alumel) (termopares de tipo K).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán termopares integrados con una temperatura de medición comprendida entre 0 °C y un mínimo de 800 °C y un error máximo admisible (tolerancia) de ± 2,2 °C o un ± 0,75 % del valor medido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán termopares integrados con una punta sólida de fácil instalación para insertarlos en los componentes de freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Además, se aplicarán las siguientes disposiciones para colocar los termopares integrados en los componentes de freno:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Frenos de disco: se colocará el termopar integrado en la superficie de rozamiento del plato exterior —posicionado radialmente 10 mm hacia el exterior del centro de la trayectoria de fricción— y empotrado a (0,5 ± 0,1) mm de profundidad bajo la superficie del disco. En discos ventilados, se situará el termopar centrado entre dos aletas del rotor. El gráfico A4/8 ilustra la correcta instalación de termopares integrados en discos de freno. El símbolo «X» indica el radio de contacto de la superficie del disco y de las pastillas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Frenos de tambor: se colocará el termopar integrado en el centro de la trayectoria de fricción empotrado a (0.5 ± 0.1) mm de profundidad por debajo de la superficie interior del tambor de freno. El gráfico A4/9 ilustra la correcta instalación de termopares integrados en tambores de freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se desaconseja vivamente la instalación de termopares integrados o de cualquier otro tipo para medir la temperatura de las pastillas o zapatas de freno durante los ensayos de emisiones de partículas suspendidas de los frenos en el contexto del presente Reglamento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A4/8</p>
    <p class="parrafo">Instalación esquemática de termopares integrados para discos de freno</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="220.5" 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" width="501.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Gráfico A4/9</p>
    <p class="parrafo">Instalación esquemática de termopares integrados para tambores de freno</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="162" 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width="518"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Se consignará la temperatura del freno en el archivo de tiempos, tal como se describe en el cuadro A4/14. El centro de ensayo utilizará las lecturas de los termopares para consignar la temperatura del freno durante todos los tramos del ensayo. Por ejemplo, el centro de ensayo utilizará las lecturas de temperatura de los termopares integrados en el archivo de tiempos (Tbrake) para verificar la correcta aplicación de la temperatura inicial en el trayecto individual del ciclo de frenado WLTP, de conformidad con las especificaciones descritas en el apartado 9.2.</p>
    <p class="parrafo">8.4.   </p>
    <p> </p>
    <p class="parrafo">Posicionamiento del freno</p>
    <p class="parrafo">8.4.1.   </p>
    <p> Conjunto de freno</p>
    <p class="parrafo">La posición de instalación del conjunto de freno define el eje de rotación de este y, al mismo tiempo, la ubicación de los planos A1 y D de la carcasa. La posición de instalación adecuada se ilustra en el gráfico A4/10 (a), donde A1 y D intersecan el eje de rotación en perpendicular en toda la medida de lo posible. Al mismo tiempo, el conjunto de freno se instalará aplicando buenas prácticas técnicas y garantizando en la medida de lo posible que el disco permanezca en todo su espesor dentro de la sección central del plano C (zona rayada), como se muestra en el gráfico A4/10 (b). En el caso de los frenos de tambor, el anillo de fricción del tambor se colocará, en la medida de lo posible, dentro de esta sección central del plano C.</p>
    <p class="parrafo">Gráfico A4/10</p>
    <p class="parrafo">Posición de instalación del conjunto de freno y de la mordaza: a la izquierda, con respecto a los planos A1 y D; a la derecha, con respecto al plano C</p>
    <p class="parrafo"> </p>
    <p>
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width="512.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">El centro de ensayo utilizará un dispositivo de fijación del freno adecuado para montar el conjunto de freno conectando el contrapunto (lado no giratorio) al árbol del dinamómetro (lado giratorio). Como mínimo, el dispositivo de fijación del freno del dinamómetro incluirá los siguientes subsistemas:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Componentes de montaje para acoplar el dispositivo de fijación del freno al contrapunto (no giratorio).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Componentes estructurales para transmitir el par y las fuerzas de frenado al contrapunto.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Componentes de montaje para acoplar la mordaza de freno o el conjunto del contraplato en el caso de los frenos de tambor.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Piezas giratorias para montar en ellas el disco o tambor de freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Componentes giratorios para conectar el árbol del dinamómetro de frenos al disco o tambor de freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La fijación que soporta el conjunto de freno deberá permitir que este gire libremente 360° con baja fricción y sin sufrir vibraciones ni oscilaciones durante el ensayo. El centro de ensayo montará el conjunto de freno en el dinamómetro utilizando un dispositivo de fijación de tipo universal (L0-U) o de tipo poste (L0-P).</p>
    <p class="parrafo">El L0-U permite acoplar directamente el conjunto de freno al árbol de transmisión del dinamómetro sin un cubo de rueda. El L0-P permite la instalación del rodamiento del vehículo específico. Los gráficos A4/11 y A4/12 ilustran, a modo de ejemplo, algunos esquemas del tipo de dispositivo de fijación para frenos de disco y de tambor, respectivamente.</p>
    <p class="parrafo">Gráfico A4/11</p>
    <p class="parrafo">Ejemplo de esquemas de tipos de fijación permitidos para frenos de disco</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="177.5" 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" width="524"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Gráfico A4/12</p>
    <p class="parrafo">Ejemplo de esquemas de tipos de fijación permitidos para frenos de tambor</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="192.5" 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" width="527.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Podrá aplicarse cualquier variante de estos dispositivos de fijación (un rodamiento a derecha o izquierda o rodamientos a ambos lados) siempre que se utilice como referencia una fijación tipo L0 (es decir, una base cilíndrica y simétrica sin extensiones ni protuberancias adicionales distintas de las necesarias para montar el conjunto de la mordaza). Por ejemplo, el gráfico A4/11 ilustra tres versiones diferentes de una fijación L0-U: con rodamientos en dos lados, con rodamientos en un lado y con eje cantilever.</p>
    <p class="parrafo">Podrán desviarse de este requisito los sistemas de montaje de frenos que sean de uso exclusivo con tecnologías de frenado que los dispositivos L0-U o L0-P no puedan acomodar. En tal caso, el centro de ensayo presentará la documentación adecuada que demuestre la necesidad de su uso.</p>
    <p class="parrafo">El centro de ensayo instalará la configuración del freno (disco y mordaza o conjunto de tambor) de manera que gire siempre en el sentido de la evacuación al conducir hacia adelante, como se muestra en el gráfico A4/13.</p>
    <p class="parrafo">Gráfico A4/13</p>
    <p class="parrafo">Representación esquemática de la rotación del disco vista desde el lado de la rueda (lado de la carretera)</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="172.5" 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" width="512"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Cuando el aire de refrigeración fluya de derecha a izquierda (figura izquierda del gráfico A4/13), el disco girará en sentido antihorario. Cuando el aire de refrigeración fluya de izquierda a derecha (figura derecha del gráfico A4/13), el disco girará en sentido horario. No se permiten otros sentidos de rotación, con los que el ensayo no será válido.</p>
    <p class="parrafo">8.4.2.   </p>
    <p> Orientación de la mordaza</p>
    <p class="parrafo">El centro de ensayo posicionará la mordaza de manera que se minimicen las posibles interferencias con el aire de refrigeración entrante. Se instalará la mordaza por encima del disco con el centro de la mordaza en la posición de las 12 horas del reloj, como se ilustra en el gráfico A4/13, independientemente de la posición de montaje en el vehículo. No se permiten otras orientaciones o configuraciones de la mordaza (por ejemplo, la posición de montaje en el vehículo), con las que el ensayo no será válido. Para realizar un ensayo de emisiones de frenos, no se desmontará el freno de estacionamiento. Tampoco se desmontará el motorreductor de la mordaza del freno de estacionamiento eléctrico ni del freno de tambor eléctrico.</p>
    <p class="parrafo">9.   </p>
    <p> </p>
    <p class="parrafo">Ciclo de frenado WLTP</p>
    <p class="parrafo">9.1.   </p>
    <p> Información general</p>
    <p class="parrafo">El ciclo de ensayo para todos los tipos de frenos será el ciclo de frenado WLTP basado en tiempos. El ciclo de frenado WLTP exige el control continuo de la velocidad lineal equivalente en el dinamómetro de frenos. El gráfico A4/14 ilustra la curva de velocidad con resolución temporal del ciclo de frenado WLTP.</p>
    <p class="parrafo">Gráfico A4/14</p>
    <p class="parrafo">Velocidad del vehículo con resolución temporal para el ciclo de frenado WLTP y clasificación de los números de trayecto</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="242" 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" width="505.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">En resumen, el ciclo de frenado WLTP incluye:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Diez (10) trayectos individuales (trayectos #1-10) que representan diferentes condiciones de conducción y frenado. Los trayectos están separados por tramos de refrigeración. Los números de los trayectos se indican en el eje Y del lado derecho del gráfico A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">15 826 segundos de control activo de la velocidad, sin incluir los tramos de refrigeración entre los distintos trayectos del ciclo. La curva de velocidad del ciclo de frenado WLTP figura en el apéndice 1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">303 eventos de desaceleración en frenado. En el apéndice 2 se describen las principales propiedades de cada evento de desaceleración en frenado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">192 km de distancia total recorrida a una velocidad media de 43,7 km/h y una velocidad máxima de 132,5 km/h.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Una tasa media de desaceleración en frenado de 0,97 m/s2. Una tasa máxima de desaceleración en frenado de 2,18 m/s2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Una duración media de la desaceleración en frenado de 5,7 s. Una duración máxima de la desaceleración en frenado de 15 s.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">9.2.   </p>
    <p> </p>
    <p class="parrafo">Aplicación del ciclo de frenado WLTP</p>
    <p class="parrafo">9.2.1.   </p>
    <p> Tramo de ajuste de la refrigeración</p>
    <p class="parrafo">El ajuste del aire de refrigeración para el ensayo de diferentes frenos se llevará a cabo utilizando el trayecto #10 del ciclo de frenado WLTP descrito en el apartado 10 del presente anexo. Se aplicarán al tramo de ajuste de la refrigeración las disposiciones específicas relativas a la temperatura del freno al comienzo del trayecto #10. El centro de ensayo efectuará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se ajustará el caudal de aire de refrigeración al valor nominal determinado en el apartado 10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se calentará el freno a (40 ± 1) °C tras una secuencia de eventos de frenado #1-7 del trayecto #10 (eventos de frenado #190-196 cuando se considera todo el ciclo de frenado WLTP) con una fase de enfriamiento posterior hasta (40 ± 1) °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">En caso de que no pueda alcanzarse la temperatura buscada aplicando la secuencia descrita en la letra b), se seleccionará uno de los eventos de frenado #1-7 del trayecto #10 y se repetirá varias veces hasta que la temperatura del freno alcance (40 ± 1) °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará el trayecto #10 del ciclo de frenado WLTP con el freno a una temperatura de (40 ± 1) °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará el trayecto #10 del ciclo de frenado WLTP sin interrupción. En el apartado 9.3.1 se describen las medidas necesarias en caso de interrupción.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Si se incumplen las disposiciones descritas en relación con la temperatura de los frenos, el ajuste de la refrigeración no será válido. En tal caso, el centro de ensayo repetirá el tramo de ajuste de la refrigeración aplicando un caudal de aire diferente. Se permite utilizar las mismas piezas de freno para repetir el ajuste de la refrigeración.</p>
    <p class="parrafo">9.2.2.   </p>
    <p> Tramo de asentamiento</p>
    <p class="parrafo">El tramo de asentamiento y el posterior tramo de medición de emisiones se llevarán a cabo con piezas nuevas. El procedimiento de asentamiento consiste en la ejecución de cinco pasadas consecutivas del ciclo de frenado WLTP, tal como se describe en el apartado 11 del presente anexo. La correcta ejecución de cada ciclo de frenado WLTP implica la realización de los diez trayectos de forma sucesiva. Se aplicarán al procedimiento de asentamiento las disposiciones específicas relativas a la temperatura del freno al principio de cada ciclo de frenado WLTP. El centro de ensayo efectuará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se ajustará el caudal de aire de refrigeración al valor nominal del freno sometido a ensayo, siguiendo el procedimiento descrito en el apartado 10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará la primera pasada del ciclo de frenado WLTP con el freno a una temperatura de (25 ± 5) °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">No se aplicarán tramos de estabilización entre los distintos trayectos del ciclo de frenado WLTP durante el procedimiento de asentamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicarán tramos de estabilización entre las cinco repeticiones del ciclo de frenado WLTP. Se iniciará cada uno de los cuatro ciclos de frenado WLTP posteriores cuando la temperatura del freno baje a 40 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Si la temperatura del freno al final del anterior ciclo de frenado WLTP se sitúa entre 30 y 40 °C, se iniciará inmediatamente el siguiente ciclo sin intervenir para calentar el freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si la temperatura del freno al final del anterior ciclo de frenado WLTP es inferior a 30 °C, se interrumpirá el tramo de asentamiento y se determinarán las discrepancias en la ejecución del ensayo o se repetirá el ajuste de la refrigeración. Una vez resuelto el problema, se repetirá el tramo de asentamiento desde el principio.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutarán los cinco ciclos de frenado WLTP consecutivamente y sin interrupción alguna. En el apartado 9.3.2 se describen las medidas necesarias en caso de interrupción.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La temperatura umbral mínima de 30 °C especificada en el presente apartado se aplica a todos los frenos sometidos a ensayo. Si se incumplen las disposiciones descritas sobre la temperatura del freno, el ensayo de asentamiento no será válido y el centro deberá repetir este tramo. En caso de que se repita el procedimiento de asentamiento, se utilizará un nuevo juego de piezas de freno.</p>
    <p class="parrafo">9.2.3.   </p>
    <p> Tramo de medición de emisiones</p>
    <p class="parrafo">La correcta ejecución del ciclo de frenado WLTP implica la realización de los diez trayectos de forma sucesiva. Es obligatorio aplicar tramos de estabilización entre los distintos trayectos del ciclo de frenado WLTP durante la ejecución del tramo de medición de emisiones. Se aplicarán a la medición de emisiones las disposiciones específicas relativas a la temperatura del freno al principio de cada ciclo de frenado WLTP. El centro de ensayo efectuará el siguiente procedimiento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se ajustará el caudal de aire de refrigeración al valor nominal del freno sometido a ensayo, siguiendo el procedimiento descrito en el apartado 10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará el trayecto #1 del ciclo de frenado WLTP con el freno a una temperatura de (25 ± 5) °C, sin efectuar paradas ni frenazos de calentamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicarán tramos de estabilización entre los diez trayectos del ciclo de frenado WLTP. Se iniciará cada uno de los trayectos #2-10 tan pronto como la temperatura del freno baje a 40 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">En los trayectos #2-10, si la temperatura del freno al final del trayecto anterior es de entre 30 y 40 °C, se iniciará el trayecto posterior inmediatamente sin intervenir para calentar el disco de freno. En el caso de los frenos traseros, el valor de 30 °C se reduce a 20 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">En los trayectos #2-10, si la temperatura del freno al final del trayecto anterior es inferior a 30 °C (20 °C en el caso de los frenos traseros), se interrumpirá el ensayo de emisiones y se determinarán las discrepancias en la ejecución del ensayo o se repetirá el ajuste de la refrigeración. Una vez resuelto el problema, se repetirá el proceso desde el principio del tramo de asentamiento con un nuevo juego de piezas de freno.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará el ciclo de frenado WLTP sin interrupción. En el apartado 9.3.3 se describen las medidas necesarias en caso de interrupción.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">En el caso de los dispositivos de filtrado activo de frenos, el centro de ensayo utilizará las señales de «presión de frenado» y «velocidad lineal» para activar la función de filtrado en el tiempo de inicio del evento de frenado, tal como se define en el apartado 13.1. En tal caso, la función de filtrado activo podrá desactivarse hasta un máximo de 5 segundos después del tiempo de finalización del evento de frenado, tal como se define en el apartado 13.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La temperatura umbral mínima de 30 °C especificada en el presente apartado se aplica a todos los frenos. Si se incumplen las disposiciones descritas en relación con la temperatura de los frenos, el ensayo de emisiones no será válido.</p>
    <p class="parrafo">9.3.   </p>
    <p> </p>
    <p class="parrafo">Interrupciones del ciclo de frenado WLTP</p>
    <p class="parrafo">9.3.1.   </p>
    <p> Tramo de ajuste de la refrigeración</p>
    <p class="parrafo">Si el ensayo se interrumpe (o el dinamómetro falla) durante el tramo de ajuste de la refrigeración, el centro interrumpirá el ensayo y reiniciará este tramo desde el principio. En tal caso, tras realizar una revisión de datos y una inspección visual sin perturbar el conjunto de freno, el centro de ensayo podrá utilizar el mismo conjunto de freno para proceder a la siguiente iteración del trayecto #10 y finalizar el tramo de ajuste de la refrigeración. Si, tras la inspección, existen razones que pongan en peligro el ensayo (componentes sueltos, fugas de líquido de frenos, montaje incorrecto, vibración excesiva, etcétera), el centro montará un nuevo conjunto de freno y repetirá el procedimiento de acuerdo con las especificaciones descritas en el apartado 8.2.</p>
    <p class="parrafo">9.3.2.   </p>
    <p> Tramo de asentamiento</p>
    <p class="parrafo">Si el ensayo se interrumpe (o el dinamómetro falla) durante el tramo de asentamiento, el centro de ensayo reanudará el asentamiento desde el punto de interrupción teniendo en cuenta el último sello de tiempo registrado en el archivo de tiempos con valores distintos de cero para los parámetros de frenado. El centro no llevará a cabo paradas ni frenazos de calentamiento para alcanzar los 30 °C si la temperatura real del freno es inferior. El centro no desmontará las piezas. Si se desmontan las piezas del freno después de iniciar el tramo de asentamiento, ya no serán adecuadas para completar el asentamiento y la posterior medición de las emisiones. En tal caso, el centro las sustituirá por piezas nuevas y repetirá el procedimiento de asentamiento desde el principio.</p>
    <p class="parrafo">En caso de que el tramo de asentamiento se interrumpa por segunda vez, el centro declarará el ensayo no válido, desechará las piezas utilizadas y utilizará otras nuevas para llevar a cabo un nuevo ensayo, incluidos los tramos de asentamiento y medición de emisiones.</p>
    <p class="parrafo">9.3.3.   </p>
    <p> Tramo de medición de emisiones</p>
    <p class="parrafo">Si el ensayo se interrumpe durante el tramo de medición de emisiones (incluida la estabilización), el centro de ensayo interrumpirá este tramo, declarará el ensayo no válido, desechará las piezas utilizadas y empleará otras nuevas para llevar a cabo un nuevo ensayo, incluidos los tramos de asentamiento y medición de emisiones.</p>
    <p class="parrafo">9.4.   </p>
    <p> Controles de calidad del ciclo de frenado WLTP</p>
    <p class="parrafo">Se llevarán a cabo los siguientes controles de calidad para verificar la correcta ejecución del ciclo de frenado WLTP. Un ensayo de emisiones válido deberá cumplir todos los criterios que se describen a continuación.</p>
    <p class="parrafo">9.4.1.   </p>
    <p> Comprobación de incumplimientos de velocidad</p>
    <p class="parrafo">El control de calidad de incumplimientos de velocidad es necesario para garantizar que el dinamómetro de frenos ha ejecutado correctamente la curva de velocidad del ciclo de frenado WLTP. Un incumplimiento de velocidad se produce cuando la velocidad real del dinamómetro está fuera de las tolerancias de la curva de velocidad definidas por la velocidad (nominal) prescrita.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia de velocidad superior: 2,0 km/h más alta que la curva de velocidad lineal nominal, a no más de ± 1,0 segundos del punto temporal de que se trate.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia de velocidad inferior: 2,0 km/h más baja que la curva de velocidad lineal nominal, a no más de ± 1,0 segundos del punto temporal de que se trate.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El gráfico A4/15 representa los límites de tolerancia de velocidad superior e inferior aplicados en el ciclo de frenado WLTP.</p>
    <p class="parrafo">Gráfico A4/15</p>
    <p class="parrafo">Límites de tolerancia para los incumplimientos de velocidad durante el ciclo de frenado WLTP</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="264.5" 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" width="519.5"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de ajuste de la refrigeración, el número de incumplimientos de velocidad no excederá de 158 por cada trayecto #10 completo del ciclo de frenado WLTP. Esto corresponde al 3 % de la duración del trayecto #10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de asentamiento, el número de incumplimientos de velocidad no excederá de 475 por cada ciclo de frenado WLTP completo. Esto corresponde al 3 % de la duración del ciclo de frenado WLTP y se aplica a las cinco repeticiones del ciclo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de medición de emisiones, el número de incumplimientos de velocidad no excederá de 475 por cada ciclo de frenado WLTP completo. Esto corresponde al 3 % de la duración del ciclo de frenado WLTP. Los tramos de estabilización no se incluirán en el cálculo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará y se consignará el número de incumplimientos de velocidad en todos los tramos, tal como se definen en el cuadro A4/14. El cálculo de los incumplimientos de velocidad incluirá todos los tipos de eventos (pausa, aceleración, velocidad de crucero y desaceleración), pero no los tramos de estabilización.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Si no se ejecuta el trayecto #10 del ciclo de frenado WLTP durante el tramo de ajuste de la refrigeración o todo el ciclo de frenado WLTP durante los tramos de asentamiento y medición de emisiones dentro de las tolerancias de velocidad definidas en el presente apartado, el ensayo de emisiones de los frenos no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">9.4.2.   </p>
    <p> Número de eventos de desaceleración</p>
    <p class="parrafo">Este control de calidad examina el número de eventos de frenado ejecutados. Es necesario asegurarse de que los 303 eventos de frenado del ciclo WLTP se hayan aplicado durante el tramo de medición de emisiones. Se produce un incumplimiento de este criterio cuando el número real de eventos de frenado aplicados no es igual al valor nominal (es decir, 303).</p>
    <p class="parrafo">El centro de ensayo verificará el número de eventos de frenado aplicados, tal como se define en el cuadro A4/14. Los parámetros «Duración hasta parada» y «Tasa de desaceleración: promediada por distancia» se cotejarán y verificarán para comprobar que ambos incluyen 303 valores numéricos y distintos de cero que corresponden a los 303 eventos de frenado respectivos del ciclo de frenado WLTP.</p>
    <p class="parrafo">Este control de calidad solo se aplica al tramo de medición de emisiones. Si no se realizan los 303 eventos de frenado del ciclo de frenado WLTP durante el tramo de medición de emisiones según se define en el presente apartado, el ensayo no será válido.</p>
    <p class="parrafo">9.4.3.   </p>
    <p> Disipación de energía cinética</p>
    <p class="parrafo">El control de calidad de la disipación de energía cinética es necesario para garantizar la aplicación de la cantidad correcta de trabajo de fricción específico (wf) durante la ejecución del ciclo de frenado WLTP. Es también un control de calidad adicional de que se han calculado y aplicado correctamente otros parámetros de entrada (por ejemplo, la inercia de ensayo de frenado). Este control de calidad se aplica a todos los frenos equipados en vehículos incluidos en el ámbito de aplicación del presente Reglamento. Los parámetros del vehículo de origen de la familia de emisiones por esquina de freno se utilizarán en los cálculos del ensayo de frenado sin fricción.</p>
    <p class="parrafo">Se produce un incumplimiento del control de calidad de la disipación de energía cinética cuando la suma del trabajo de fricción específico calculado para todos los eventos de frenado durante el trayecto #10 del ciclo de frenado WLTP (en el tramo de ajuste de la refrigeración) y durante todo el ciclo de frenado WLTP (en los tramos de asentamiento o medición de emisiones) está fuera de las tolerancias definidas:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia superior del trabajo de fricción específico del trayecto #10: 278 J/kg por encima del valor nominal del trabajo de fricción específico de 5 557 J/kg. Así pues, la tolerancia superior del trabajo de fricción específico es de 5 835 J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia inferior del trabajo de fricción específico del trayecto #10: 278 J/kg por debajo del valor nominal del trabajo de fricción específico de 5 557 J/kg. Así pues, la tolerancia inferior del trabajo de fricción específico es de 5 279 J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia superior del trabajo de fricción específico del ciclo de frenado WLTP: 799 J/kg por encima del valor nominal del trabajo de fricción específico de 15 986 J/kg. Así pues, la tolerancia superior del trabajo de fricción específico es de 16 785 J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Tolerancia inferior del trabajo de fricción específico del ciclo de frenado WLTP: 799 J/kg por debajo del valor nominal del trabajo de fricción específico de 15 986 J/kg. Así pues, la tolerancia inferior del trabajo de fricción específico es de 15 187 J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de ajuste de la refrigeración, el trabajo de fricción específico calculado durante el trayecto #10 estará comprendido entre 5 279 J/kg y 5 835 J/kg. Esto corresponde al ± 5 % del valor nominal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de asentamiento, el trabajo de fricción específico calculado durante el ciclo de frenado WLTP se situará entre 15 187 J/kg y 16 785 J/kg. Esto corresponde al ± 5 % del valor nominal y se aplica a las cinco repeticiones del ciclo de frenado WLTP.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Durante el tramo de medición de emisiones, el trabajo de fricción específico calculado durante el ciclo de frenado WLTP estará comprendido entre 15 187 J/kg y 16 785 J/kg. Esto corresponde al ± 5 % del valor nominal. Los tramos de estabilización no se incluirán en el cálculo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">El centro de ensayo calculará el trabajo de fricción específico para cada evento de frenado utilizando la señal de par real rápido y la señal de velocidad de rotación rápida del sistema de ensayo. La integración comenzará 1,0 s antes de que comience el evento de desaceleración en frenado y continuará hasta 1,0 s después de que finalice el evento de desaceleración en frenado conforme a la ecuación 9.1:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="67.5" 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" width="436.5"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 9.1)</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">donde:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="20%"/>
                <col width="80%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">wf,n</p>
                  </td>
                  <td>
                    <p class="parrafo">es el trabajo de fricción específico del n-ésimo evento de desaceleración en frenado, en J/kg;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">WLt</p>
                  </td>
                  <td>
                    <p class="parrafo">es la carga de ensayo (o aplicada) por rueda en kg según el cuadro A4/3;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">tstart,nom,n</p>
                  </td>
                  <td>
                    <p class="parrafo">es el tiempo de inicio del n-ésimo evento de desaceleración en frenado nominal, en segundos;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">tend,nom, n</p>
                  </td>
                  <td>
                    <p class="parrafo">es el tiempo de finalización del n-ésimo evento de desaceleración en frenado nominal, en segundos;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">f(t)</p>
                  </td>
                  <td>
                    <p class="parrafo">es la señal de velocidad de rotación rápida, en 1/min;</p>
                  </td>
                </tr>
                <tr>
                  <td>
                    <p class="parrafo">τbrake</p>
                  </td>
                  <td>
                    <p class="parrafo">es la señal de par rápido del freno, en N·m.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <p class="parrafo">Tanto el tiempo de inicio del evento de desaceleración en frenado como el tiempo de finalización de la desaceleración en frenado para cada evento se determinan sobre la base de la velocidad lineal nominal rápida. La aceleración se calcula sobre la base de la velocidad nominal rápida. Un evento de frenado específico comienza en el primer momento en que este valor de aceleración excede de 0,25 m/s2 y finaliza en el primer momento en que este valor de aceleración cae por debajo de 0,25 m/s2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">La ecuación 9.1 proporciona el trabajo de fricción específico para cada uno de los 114 y 303 eventos de frenado del trayecto #10 y del ciclo de frenado WLTP, respectivamente. El centro de ensayo calculará el trabajo de fricción específico total sumando el trabajo de fricción específico calculado a partir de los distintos eventos de frenado. El trabajo de fricción específico total se comparará con el valor de trabajo de fricción específico (nominal) prescrito, tal como se describe en las letras a) a c) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Si no se completa alguno de los tramos del ensayo de emisiones de los frenos con un trabajo de fricción específico total dentro de las tolerancias definidas en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">10.   </p>
    <p> Ajuste del caudal de aire de refrigeración</p>
    <p class="parrafo">Distintos sistemas de ensayo pueden incorporar distintas combinaciones de diseño y tamaño de la carcasa del freno, caudal de aire o niveles de velocidad del aire, y disposición y geometría del sistema de conductos. En este apartado se establece la metodología adecuada para ajustar la velocidad de la corriente de aire a fin de proporcionar regímenes térmicos de frenado comparables en todos los centros de ensayo.</p>
    <p class="parrafo">10.1.   </p>
    <p> </p>
    <p class="parrafo">Descripción del método</p>
    <p class="parrafo">10.1.1.   </p>
    <p> Definición de grupos de conjuntos de freno y parámetros de verificación</p>
    <p class="parrafo">Para determinar el caudal de aire de refrigeración adecuado para el freno sometido a ensayo, el centro clasificará primero el freno en un grupo definido por la relación WLn-f/DM, que es la relación entre la carga nominal por rueda delantera (WLn-f) y la masa del disco (DM) (o tambor en caso de que se utilice un tambor como freno delantero).</p>
    <p class="parrafo">La relación WLn-f/DM se calcula dividiendo la carga WLn-f (kg) por la masa del disco anterior al ensayo (o tambor en caso de que se utilice un tambor como freno delantero) (kg). El centro de ensayo determinará la carga WLn-f siguiendo las especificaciones descritas en el apartado 8.1, letra c).</p>
    <p class="parrafo">Se definen cuatro grupos distintos sobre la base de la relación WLn-f/DM: Grupo 1 con un valor WLn-f/DM ≤ 45; Grupo 2 con un valor 45 &lt; WLn-f/DM ≤ 65; Grupo 3 con un valor 65 &lt; WLn-f/DM ≤ 85; Grupo 4 con un valor WLn-f/DM &gt; 85.</p>
    <p class="parrafo">El centro aplicará la carga de ensayo por rueda (WLt) descrita en el apartado 8.1, letra d) —y no la carga nominal por rueda (WLn)— durante la ejecución de todos los tramos del ensayo de emisiones.</p>
    <p class="parrafo">Se han definido tres parámetros de control para el ajuste del aire de refrigeración del freno sometido a ensayo. Los valores buscados y las tolerancias permitidas para estos parámetros son diferentes para cada grupo de WLn-f/DM. El centro utilizará los siguientes parámetros como referencia para comparar los resultados del ensayo de ajuste de la refrigeración:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media del freno durante el trayecto #10 del ciclo de frenado WLTP (ABT).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media inicial del freno de seis eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP (IBT).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media final del freno de seis eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP (FBT).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Los eventos de frenado a que se hace referencia en las letras b) y c) del presente apartado son #46, #101, #102, #103, #104 y #106 del trayecto #10. Los detalles de los eventos de frenado buscados se especifican en el cuadro A4/4. Cuando se considera todo el ciclo de frenado WLTP, los números de secuencia correspondientes de los eventos de frenado son #235, #290, #291, #292, #293 y #295.</p>
    <p class="parrafo">Cuadro A4/4</p>
    <p class="parrafo">Eventos de frenado específicos del trayecto #10 del ciclo de frenado WLTP.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="22%"/>
        <col width="10%"/>
        <col width="25%"/>
        <col width="8%"/>
        <col width="8%"/>
        <col width="8%"/>
        <col width="8%"/>
        <col width="8%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Parámetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Evento de desaceleración</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#106</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo de inicio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 438</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 459</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 494</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 903</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo de finalización</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 092</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 447</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 467</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 503</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 529</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 918</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Duración del frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">10.1.2.   </p>
    <p> Verificación de parámetros y tolerancias de temperatura de los frenos</p>
    <p class="parrafo">En el cuadro A4/5 figuran los valores buscados y las tolerancias correspondientes para los tres parámetros de control</p>
    <p class="parrafo">Cuadro A4/5</p>
    <p class="parrafo">Parámetros de temperatura predeterminados y tolerancias para los frenos durante el trayecto #10 del ciclo de frenado WLTP</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="15%"/>
        <col width="24%"/>
        <col width="30%"/>
        <col width="31%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Grupo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">ABT [A1]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">IBT [A2] ± Tolerancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FBT [A3] ± Tolerancia</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">WLn-f/DM ≤ 45</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 50 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65 ± 25 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95 ± 35 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">45 &lt; WLn-f/DM ≤ 65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 55 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75 ± 25 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">115 ± 35 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">65 &lt; WLn-f/DM ≤ 85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 60 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85 ± 25 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">130 ± 35 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">WLn-f/DM &gt; 85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 65 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95 ± 25 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">150 ± 35 °C</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Los valores buscados y las tolerancias correspondientes para los tres parámetros de control se aplican a todos los tipos de frenos delanteros montados en todos los tipos de vehículos incluidos en el ámbito de aplicación del presente Reglamento, excepto en el caso de los frenos de disco carbocerámicos. En el caso de los frenos de disco carbocerámicos, se aplicarán los parámetros de temperatura por defecto; sin embargo, los parámetros de temperatura ABT [A1] se reducen en 15 °C y las tolerancias en el extremo bajo del régimen de temperatura se amplían a – 40 °C para el IBT [A2] y a – 50 °C para el FBT [A3].</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">En el caso de los frenos de disco traseros, se aplicará el caudal de aire de refrigeración nominal (o preestablecido) definido para la aplicación correspondiente del freno delantero (es decir, los mismos datos del vehículo). En este caso, el freno se asignará a una de las categorías de WLn-f/DM descritas en el apartado 10.1.1 utilizando los datos del freno delantero.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">En el caso de los frenos de tambor traseros, se aplicará el caudal de aire de refrigeración nominal (o preestablecido) definido para la aplicación correspondiente del freno delantero (es decir, los mismos datos del vehículo). En este caso, el freno se asignará a una de las categorías de WLn-f/DM descritas en el apartado 10.1.1 utilizando los datos del freno delantero.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">10.1.3.   </p>
    <p> Cálculo de los parámetros de verificación y criterios de aceptación</p>
    <p class="parrafo">Una vez clasificado el freno en su grupo de WLn-f/DM conforme al apartado 10.1.1, el centro de ensayo ejecutará el trayecto #10 del ciclo de frenado WLTP con nuevas piezas de freno para obtener los valores de los parámetros de control y rellenar las celdas del cuadro A4/6. El centro de ensayo aplicará la carga WLt-f definida en el apartado 8.1, letra d), para realizar el ajuste del aire de refrigeración conforme al apartado 10.1.4. Los valores medidos para los parámetros de control se calcularán utilizando los archivos de actas de ensayo generados de la forma siguiente:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media del freno durante el trayecto #10 del ciclo de frenado WLTP (ABT):</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor buscado (A1) depende del grupo WLn-f/DM y está definido en el cuadro A4/5;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor medido (B1) se calcula a partir del archivo de tiempos del ensayo de emisiones de los frenos definido en el cuadro A4/14;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">B1 es igual a la media de todas las entradas de temperatura del freno correspondientes a toda la duración del trayecto #10 (5 272 s).</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media inicial del freno de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP (IBT):</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor buscado (A2) y las tolerancias dependen del grupo WLn-f/DM y están definidos en el cuadro A4/5;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor medido (B2) se calcula a partir del archivo de eventos del ensayo de emisiones de los frenos definido en el cuadro A4/14;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">B2 es igual al valor de la temperatura media de los valores individuales de IBT registrados para cada uno de los seis eventos de frenado seleccionados descritos en el cuadro A4/4. El centro de ensayo calculará B2 aplicando la ecuación 10.1.</p>
                    <table class="sinbordes" width="100%">
                      <colgroup>
                        <col width="80%"/>
                        <col width="20%"/>
                      </colgroup>
                      <tbody>
                        <tr class="oj-table">
                          <td class="oj-table">
                            <p class="parrafo"> </p>
                            <img class="oj-formula" height="54.9" 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" width="350.1"/>
                            <p class="parrafo"> </p>
                          </td>
                          <td class="oj-table">
                            <p class="parrafo">(Ecuación 10.1)</p>
                          </td>
                        </tr>
                      </tbody>
                    </table>
                    <p class="parrafo">donde:</p>
                    <table class="sinbordes" width="100%">
                      <colgroup>
                        <col width="20%"/>
                        <col width="80%"/>
                      </colgroup>
                      <tbody>
                        <tr>
                          <td>
                            <p class="parrafo">B2</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y1</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #46 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y2</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #101 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y3</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #102 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y4</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #103 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y5</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #104 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Y6</p>
                          </td>
                          <td>
                            <p class="parrafo">es la IBT del evento de frenado #106 del trayecto #10 del ciclo de frenado WLTP, en °C.</p>
                          </td>
                        </tr>
                      </tbody>
                    </table>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Temperatura media final del freno de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP (FBT):</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor buscado (A3) y las tolerancias dependen del grupo WLn-f/DM y están definidos en el cuadro A4/5;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">el valor medido (B3) se calcula a partir del archivo de eventos del ensayo de emisiones de los frenos definido en el cuadro A4/14;</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">B3 es igual al valor de la temperatura media de los valores individuales de FBT registrados para cada uno de los seis eventos de frenado seleccionados descritos en el cuadro A4/4. El centro de ensayo calculará B3 aplicando la ecuación 10.2.</p>
                    <table class="sinbordes" width="100%">
                      <colgroup>
                        <col width="80%"/>
                        <col width="20%"/>
                      </colgroup>
                      <tbody>
                        <tr class="oj-table">
                          <td class="oj-table">
                            <p class="parrafo"> </p>
                            <img class="oj-formula" height="54.9" 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" width="332.1"/>
                            <p class="parrafo"> </p>
                          </td>
                          <td class="oj-table">
                            <p class="parrafo">(Ecuación 10.2)</p>
                          </td>
                        </tr>
                      </tbody>
                    </table>
                    <p class="parrafo">donde:</p>
                    <table class="sinbordes" width="100%">
                      <colgroup>
                        <col width="20%"/>
                        <col width="80%"/>
                      </colgroup>
                      <tbody>
                        <tr>
                          <td>
                            <p class="parrafo">B3</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z1</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #46 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z2</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #101 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z3</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #102 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z4</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #103 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z5</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #104 del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
                          </td>
                        </tr>
                        <tr>
                          <td>
                            <p class="parrafo">Z6</p>
                          </td>
                          <td>
                            <p class="parrafo">es la FBT del evento de frenado #106 del trayecto #10 del ciclo de frenado WLTP, en °C.</p>
                          </td>
                        </tr>
                      </tbody>
                    </table>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Una vez realizado el ensayo de ajuste de la refrigeración con el caudal de aire seleccionado, el centro de ensayo comparará los valores de temperatura registrados de los parámetros de control con los valores buscados correspondientes definidos en el cuadro A4/5. La diferencia entre el valor buscado y los resultados del ensayo para los parámetros de temperatura de control se calculará aplicando las ecuaciones 10.3, 10.4 y 10.5:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="126.9"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 10.3)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">C1</p>
          </td>
          <td>
            <p class="parrafo">es la diferencia en temperaturas medias de frenado del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">B1</p>
          </td>
          <td>
            <p class="parrafo">es la ABT medida en el trayecto #10 del ciclo de frenado WLTP, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">A1</p>
          </td>
          <td>
            <p class="parrafo">es la ABT buscada durante el ensayo #10 del ciclo de frenado WLTP, en °C, según el cuadro A4/5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="138.6"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 10.4)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">C2</p>
          </td>
          <td>
            <p class="parrafo">es la diferencia absoluta en IBT media de los eventos seleccionados, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">B2</p>
          </td>
          <td>
            <p class="parrafo">es la IBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">A2</p>
          </td>
          <td>
            <p class="parrafo">es la IBT buscada durante el trayecto #10 del ciclo de frenado WLTP, en °C, según el cuadro A4/5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="138.6"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 10.5)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">C3</p>
          </td>
          <td>
            <p class="parrafo">es la diferencia absoluta en FBT media de los eventos seleccionados, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">B3</p>
          </td>
          <td>
            <p class="parrafo">es la FBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP, en °C;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">A3</p>
          </td>
          <td>
            <p class="parrafo">es la FBT buscada durante el trayecto #10 del ciclo de frenado WLTP, en °C, según el cuadro A4/5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo comparará los resultados obtenidos con los criterios de aceptación que figuran en el cuadro A4/6.</p>
    <p class="parrafo">Cuadro A4/6</p>
    <p class="parrafo">Cálculo de los parámetros de temperatura del freno y criterios de aceptación durante el trayecto #10</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="12%"/>
        <col width="15%"/>
        <col width="16%"/>
        <col width="21%"/>
        <col width="15%"/>
        <col width="22%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Evento del trayecto #10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura buscada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del ensayo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Criterios de aceptación</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">–</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">ABT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C1 según la ecuación 10.3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C1 ≥ 0 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">–</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">IBT media</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B2 según la ecuación 10.1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C2 según la ecuación 10.4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C2 ≤ 25 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">–</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FBT media</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B3 según la ecuación 10.2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C3 según la ecuación 10.5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C3 ≤ 35 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">#106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z6</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Deben cumplirse los tres criterios para que el tramo de ajuste del caudal de aire de refrigeración se considere realizado correctamente. En caso de que el ensayo de ajuste de la refrigeración no cumpla todos los parámetros del cuadro A4/5, el centro de ensayo repetirá el procedimiento ajustando el caudal de aire de refrigeración en consecuencia. Si varios caudales de aire de refrigeración cumplen los requisitos de todos los parámetros del cuadro A4/5, el centro seleccionará el caudal que esté más cerca de 950 Nm3/h y cumpla todos los requisitos definidos para el muestreo isocinético en el apartado 12.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Si no existe un caudal de aire de refrigeración adecuado que cumpla los tres parámetros especificados en el cuadro A4/5, el centro de ensayo seleccionará un caudal de aire de refrigeración adecuado que cumpla los criterios aceptables para al menos dos parámetros, uno de los cuales será siempre la temperatura media del trayecto #10 (ABT). En tal caso, si la temperatura medida del freno para el parámetro no conforme (IBT o FBT) está por debajo del umbral inferior especificado en el cuadro A4/5, el centro deberá demostrar que se ha realizado un ensayo con el caudal operativo mínimo del sistema. Si la temperatura medida del freno para el parámetro no conforme (IBT o FBT) está por encima del umbral superior especificado en el cuadro A4/5, el centro deberá demostrar que se ha realizado un ensayo con el caudal operativo máximo del sistema. Los productos del ensayo incluirán los archivos de eventos y de tiempos correspondientes a los ensayos de ajuste de la refrigeración que no hayan resultado conformes.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplica el caudal operativo máximo y tanto la IBT como la FBT están por encima de los valores umbral superiores especificados en el cuadro A4/5, el centro de ensayo llevará a cabo los tramos de asentamiento y medición de emisiones aplicando el caudal operativo máximo del sistema. En tal caso, los datos consignados incluirán los valores ABT, IBT y FBT derivados del tramo de ajuste de la refrigeración con la aplicación del caudal operativo máximo. Los productos del ensayo incluirán los archivos de eventos y de tiempos correspondientes. Si se aplica el caudal operativo mínimo y tanto la IBT como la FBT están por debajo de los valores umbral inferiores especificados en el cuadro A4/5, el centro de ensayo llevará a cabo los tramos de asentamiento y medición de emisiones aplicando el caudal operativo mínimo del sistema. En tal caso, los datos consignados incluirán los valores ABT, IBT y FBT derivados del tramo de ajuste de la refrigeración con la aplicación del caudal operativo mínimo. Los productos del ensayo incluirán los archivos de eventos y de tiempos correspondientes.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplica el caudal operativo mínimo y los tres parámetros de temperatura están por debajo de los valores umbral inferiores especificados en el cuadro A4/5, el ajuste del aire de refrigeración no se considerará válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">10.1.4.   </p>
    <p> Ensayo en el dinamómetro de frenos para ajustar el caudal de aire de refrigeración</p>
    <p class="parrafo">El centro de ensayo utilizará el eje delantero para determinar el caudal de aire de refrigeración de ambos ejes, independientemente del tipo o tamaño del freno montado en el eje trasero. El centro llevará a cabo el siguiente procedimiento para ajustar el caudal de aire de refrigeración al someter un freno a ensayo por primera vez en un dinamómetro determinado para un vehículo determinado:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se seguirán las especificaciones de preparación de la configuración de ensayo descritas en el apartado 8.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se ajustará el caudal de aire de refrigeración en un valor conocido utilizado para frenos similares. A falta de una referencia útil, se iniciará el ensayo con el valor de 950 Nm3/h.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará una pasada del trayecto #10 del ciclo de frenado WLTP partiendo de una temperatura del freno de 40 °C. Se calentará el freno a 40 °C siguiendo las instrucciones que figuran en el apartado 9.2.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se realizarán los cálculos aplicando el apartado 10.1.3 y se evaluarán los resultados y las desviaciones de los valores paramétricos buscados.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Si la pasada de ensayo ejecutada cumple todos los parámetros del cuadro A4/5, se finalizará el proceso y se preparará el acta de ensayo de conformidad con las especificaciones descritas en el apartado 13. En este caso, el caudal de aire de refrigeración utilizado en la letra b) se define como el caudal de aire nominal para el freno de que se trate (Qset).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">En el caso de los frenos delanteros, se procederá a realizar los tramos siguientes del ensayo de emisiones de los frenos, comprobando que se aplican los mismos ajustes dinamométricos que en el procedimiento de ajuste de la refrigeración. El centro de ensayo utilizará un nuevo conjunto de piezas de freno para realizar los tramos de asentamiento y medición de emisiones, pero podrá utilizar la misma mordaza que durante el tramo de ajuste del aire de refrigeración.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">En el caso de los frenos traseros, se procederá a realizar los tramos siguientes del ensayo de emisiones de los frenos comprobando que se aplican los ajustes dinamométricos adecuados para el eje trasero. El caudal de aire de refrigeración requerido será el mismo que el valor determinado para el freno del eje delantero del vehículo correspondiente. Si distintos caudales de aire de refrigeración de los frenos del eje delantero cumplen los requisitos de todos los parámetros del cuadro A4/5, el centro de ensayo seleccionará el caudal que esté más cerca de 950 Nm3/h siempre que se cumplan los requisitos definidos para el muestreo isocinético en el apartado 12.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Si la pasada de ensayo ejecutada no cumple todos los parámetros del cuadro A4/5, se aplicará un buen criterio técnico para determinar un nuevo nivel de caudal de aire de refrigeración y se repetirá el proceso desde la letra a). Podrá utilizarse el mismo juego de frenos para repetir el tramo de ajuste del caudal de aire de refrigeración; no obstante, siempre se sustituirá por piezas nuevas para los tramos de asentamiento y medición de emisiones.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">11.   </p>
    <p> Tramo de asentamiento</p>
    <p class="parrafo">El procedimiento de asentamiento es necesario para preacondicionar adecuadamente el conjunto de freno y estabilizar su comportamiento de emisión antes de realizar la medición de emisiones. El procedimiento de asentamiento se llevará a cabo con piezas de freno completamente nuevas.</p>
    <p class="parrafo">11.1.   </p>
    <p> Frenos delanteros</p>
    <p class="parrafo">El centro de ensayo llevará a cabo el procedimiento de asentamiento para todos los tipos de frenos equipados en el eje delantero de los vehículos incluidos en el ámbito de aplicación del presente Reglamento de conformidad con las especificaciones descritas a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se establecerá el caudal de aire de refrigeración de acuerdo con los ajustes de refrigeración del freno sometido a ensayo, según las especificaciones del apartado 10.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se definirán todos los parámetros de ensayo y ajustes dinamométricos pertinentes (carga de ensayo por rueda, inercia de ensayo de frenado, etcétera), igual que en los tramos de ajuste de la refrigeración y medición de las emisiones.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicarán cinco repeticiones del ciclo de frenado WLTP para el asentamiento completo del freno delantero sometido a ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutarán los cinco ciclos de frenado WLTP consecutivamente y sin interrupción alguna. Si el ensayo se interrumpe durante el tramo de asentamiento, el centro de ensayo seguirá las instrucciones definidas en el apartado 9.3.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará cada repetición del ciclo de frenado WLTP sin tramos de estabilización entre los trayectos individuales del ciclo. Solo se aplicarán tramos de estabilización entre las cinco repeticiones del ciclo de frenado WLTP (es decir, entre el trayecto #10 de un ciclo determinado y el trayecto #1 del ciclo siguiente).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará el primer ciclo de frenado WLTP del tramo de asentamiento con el freno a una temperatura de (23 ± 5) °C. Se iniciarán las cuatro repeticiones posteriores del ciclo con arreglo a las disposiciones de temperatura descritas en el apartado 9.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará el tramo de asentamiento en el mismo dinamómetro utilizado para el tramo de medición de emisiones. No se desmontarán las piezas de freno entre los dos tramos del ensayo para evitar modificar los puntos de contacto. Si se desmontan las piezas del freno después de iniciar el procedimiento de asentamiento, ya no serán adecuadas para completar el tramo de asentamiento y la medición de emisiones. En tal caso, el centro de ensayo las sustituirá por nuevas piezas de freno y repetirá el procedimiento de asentamiento desde el principio.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Si se incumple alguna de las disposiciones descritas en este apartado, el procedimiento de asentamiento no será válido. En tal caso, no será posible seguir adelante con el tramo de medición de emisiones. El centro de ensayo llevará a cabo el procedimiento de asentamiento desde el principio utilizando piezas de freno nuevas.</p>
    <p class="parrafo">11.2.   </p>
    <p> Frenos traseros</p>
    <p class="parrafo">El centro de ensayo llevará a cabo el procedimiento de asentamiento para todos los tipos de frenos equipados en el eje trasero de los vehículos incluidos en el ámbito de aplicación del presente Reglamento de conformidad con las especificaciones descritas a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará el caudal de aire de refrigeración de acuerdo con los ajustes de refrigeración del freno delantero correspondiente, tal como se especifica en el apartado 10.1. En caso de que haya varios caudales de aire conformes, se seleccionará el caudal que esté más cerca de 950 Nm3/h según el apartado 10.1.4, letra g).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se definirán todos los parámetros de ensayo y ajustes dinamométricos pertinentes para el eje trasero (carga de ensayo por rueda, inercia de ensayo de frenado, etcétera) y se utilizarán los mismos en el tramo de medición de emisiones.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicarán cinco repeticiones del ciclo de frenado WLTP para el asentamiento completo del freno trasero sometido a ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutarán los cinco ciclos de frenado WLTP consecutivamente y sin interrupción alguna. Si el ensayo se interrumpe durante el tramo de asentamiento, el centro de ensayo seguirá las instrucciones definidas en el apartado 9.3.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará cada repetición del ciclo de frenado WLTP sin tramos de estabilización entre los trayectos individuales del ciclo. Solo se aplicarán tramos de estabilización entre las cinco repeticiones del ciclo de frenado WLTP (es decir, entre el trayecto #10 de un ciclo determinado y el trayecto #1 del ciclo siguiente).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se iniciará el primer ciclo de frenado WLTP del tramo de asentamiento con el freno a una temperatura de (23 ± 5) °C. Se iniciarán las cuatro repeticiones posteriores del ciclo con arreglo a las disposiciones de temperatura descritas en el apartado 9.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará el tramo de asentamiento en el mismo dinamómetro utilizado para el tramo de medición de emisiones. No se desmontarán las piezas de freno entre los dos tramos del ensayo para evitar modificar los puntos de contacto. Si se desmontan las piezas del freno después de iniciar el procedimiento de asentamiento, ya no serán adecuadas para completar el tramo de asentamiento y la medición de emisiones. En tal caso, el centro de ensayo las sustituirá por nuevas piezas de freno y repetirá el procedimiento de asentamiento desde el principio.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Si se incumple alguna de las disposiciones descritas en este apartado, el procedimiento de asentamiento no será válido. En tal caso, no será posible seguir adelante con el tramo de medición de emisiones. El centro de ensayo llevará a cabo el procedimiento de asentamiento desde el principio utilizando piezas de freno nuevas.</p>
    <p class="parrafo">12.   </p>
    <p> </p>
    <p class="parrafo">Tramo de medición de emisiones</p>
    <p class="parrafo">12.1.   </p>
    <p> Medición de la masa de partículas depositadas</p>
    <p class="parrafo">En el presente apartado se describen las especificaciones para la medición de las emisiones de partículas depositadas (PM) durante un ensayo de emisiones de frenos. El sistema de muestreo de PM permite cuantificar la masa de PM generada por el freno durante el ensayo. Las emisiones de PM y los parámetros del ensayo proporcionan los factores de emisión del freno sometido a ensayo en masa por unidad de distancia recorrida. El sistema de ensayo medirá por gravimetría las emisiones de PM10 y PM2,5 de los frenos utilizando sistemas de muestreo separados para cada diámetro de corte (2,5 μm y 10 μm)]. Cada sistema de muestreo de PM constará de los siguientes elementos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Una sonda de muestreo de PM situada en el túnel. Las especificaciones de diseño de la sonda de muestreo de PM se describen en el apartado 12.1.1.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Una tobera de muestreo adecuada instalada en la punta de la sonda de muestreo de PM. Las especificaciones de diseño de la tobera se describen en el apartado 12.1.1.3.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Un ciclón aplicado como separador de PM. Las especificaciones del ciclón se describen en el apartado 12.1.2.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Un conducto de muestreo de partículas para transferir el aerosol del separador de PM al portafiltros. Las especificaciones de diseño del conducto de muestreo se describen en el apartado 12.1.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Un filtro colocado en el interior del portafiltros para recoger las partículas depositadas. Las especificaciones del portafiltros se describen en el apartado 12.1.3.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Una o varias bombas con medios para controlar el caudal en tiempo real y los sensores correspondientes. Las especificaciones del caudal de muestreo se describen en el apartado 12.1.2.3.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">En general, la configuración (piezas y conexiones separadas) debe estar constituida por materiales conductores de electricidad que no reaccionen con las partículas de los frenos y estén conectados eléctricamente a tierra para evitar efectos eléctricos o electrostáticos. El gráfico A4/16 ilustra la configuración indicativa de la unidad de muestreo de PM. La ubicación y las dimensiones de los diferentes elementos se facilitan a título ilustrativo; por lo tanto, no se requiere una conformidad exacta con el gráfico.</p>
    <p class="parrafo">Gráfico A4/16</p>
    <p class="parrafo">Configuración indicativa del sistema de muestreo de PM</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="312" 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width="487.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">1 – Plano de muestreo. 2 – Tobera de muestreo. 3 – Sonda de muestreo de PM. 4 – Separador ciclónico de PM. 5 – Conducto de muestreo de PM. 6 – Portafiltros (múltiple) de PM. 7 – Filtro de muestreo de PM. 8 – Medición de masa o flujo volumétrico. 9 – Bomba. 10 – Controlador de caudal</p>
    <p class="parrafo">12.1.1.   </p>
    <p> </p>
    <p class="parrafo">Extracción de partículas depositadas</p>
    <p class="parrafo">12.1.1.1.   </p>
    <p> Plano de muestreo</p>
    <p class="parrafo">El diseño del plano de muestreo se ajustará a las especificaciones descritas en el apartado 7.6. Se aplicarán las siguientes disposiciones adicionales al plano de muestreo para la instalación de las sondas de muestreo de PM:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicarán dos sondas de muestreo con las toberas de muestreo correspondientes para las mediciones de PM, una para PM2,5 y otra para PM10. Los puntos blancos del gráfico A4/7 indican las sondas de muestreo de PM.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán las dos sondas de muestreo de PM (PM2,5 y PM10) en el mismo plano horizontal hasta la parte inferior del túnel, como se muestra en el gráfico A4/7.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">No se utilizarán separadores de caudal para las mediciones de PM en ningún lugar del sistema de muestreo y medición.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.1.2.   </p>
    <p> Sondas de muestreo de PM</p>
    <p class="parrafo">Se utilizarán sondas de muestreo adecuadas para transportar el aerosol del túnel al separador. Las sondas de muestreo cumplirán los siguientes requisitos de diseño:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Las sondas estarán adecuadamente diseñadas para minimizar las pérdidas de partículas desde la boquilla de la tobera hasta el separador.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Las sondas estarán hechas de materiales conductores de electricidad que no reaccionen con las partículas de los frenos. Las sondas estarán conectadas eléctricamente a tierra para evitar efectos eléctricos o electrostáticos. Las sondas serán de acero inoxidable con un acabado electropulido (o equivalente) en la parte interna para conseguir una superficie ultralimpia y ultrafina.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Las sondas tendrán un diámetro interior constante (dp) de al menos 10 mm y un diámetro interior máximo de 18 mm que garantice un flujo laminar (10 mm ≤ dp ≤ 18 mm).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Las sondas de muestreo estarán diseñadas de manera que su longitud sea lo más corta posible para minimizar las pérdidas y la posible contaminación de los tubos. La longitud total de las sondas desde la boquilla de la tobera de muestreo hasta la entrada del separador de PM no será superior a 1 m.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse a las sondas como máximo un codo de 90°, siempre que el codo cumpla las especificaciones de diseño descritas en la letra f) del presente apartado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Si se aplica un codo a las sondas, el radio de curvatura rb será al menos cuatro veces el diámetro interior (4 dp) de las sondas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se inspeccionarán y se limpiarán frecuentemente las paredes interiores de las sondas de muestreo, siguiendo las especificaciones de su fabricante en cuanto al método y la frecuencia. Si no se facilitan tales especificaciones, se limpiarán las sondas al menos una vez cada dos meses de uso activo.</p>
    <p class="parrafo">12.1.1.3.   </p>
    <p> Toberas de muestreo de PM</p>
    <p class="parrafo">Se utilizarán toberas adecuadas para garantizar el muestreo isocinético de PM10 y PM2,5. Las toberas cumplirán los requisitos siguientes:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Las toberas serán compatibles con las sondas de muestreo de PM utilizadas por el centro de ensayo para los ensayos de emisiones de frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Las toberas serán de acero inoxidable con un acabado electropulido (o equivalente) en la parte interna para conseguir una superficie ultralimpia y ultrafina.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán toberas adecuadas para alcanzar una relación isocinética (IR) de 1,0 de acuerdo con las especificaciones descritas en el apartado 12.1.2.4. La relación isocinética media en un ensayo de emisiones de frenos se situará entre 0,90 y 1,15 (0,90 ≤ IR ≤ 1,15).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">El tamaño de la tobera se seleccionará en función del caudal de muestreo aplicado. Las toberas tendrán un diámetro interior (dn) de al menos 4 mm.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Las toberas tendrán un diámetro interior constante a lo largo de una longitud como mínimo igual a un diámetro interior o a 10 mm desde la boquilla de la tobera, si este último valor es mayor.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Las boquillas de las toberas serán de pared delgada, para minimizar la distorsión del flujo. La relación entre el diámetro exterior y el interior será inferior a 1,1 en la boquilla de la tobera.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Toda variación del diámetro interior de las toberas deberá ser decreciente con un ángulo cónico inferior a 30°.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Las toberas se colocarán con su eje paralelo al del túnel de muestreo, comprobando que el ángulo de aspiración sea inferior o igual a 15°.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo limpiará frecuentemente las toberas siguiendo las especificaciones de su fabricante en cuanto al método y la frecuencia. Si no se facilitan tales especificaciones, se limpiarán las sondas antes de cada ensayo de emisiones de los frenos siguiendo las especificaciones definidas por su fabricante en relación con los medios de limpieza.</p>
    <p class="parrafo">12.1.2.   </p>
    <p> </p>
    <p class="parrafo">Muestreo de PM</p>
    <p class="parrafo">12.1.2.1.   </p>
    <p> Separador de PM</p>
    <p class="parrafo">Se utilizarán separadores ciclónicos individuales seguidos de portafiltros gravimétricos para la recogida de muestras de PM10 y PM2,5. El centro de ensayo seleccionará separadores ciclónicos con arreglo a las disposiciones que se describen a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán separadores ciclónicos disponibles en el mercado con tamaños de corte de 10 μm y 2,5 μm para la recogida de las muestras de PM10 y PM2,5, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Los ciclones de PM10 y PM2,5 deberán cumplir las especificaciones relativas a la eficiencia de separación descritas en los cuadros A4/7 y A4/8, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">El ciclón estará hecho de materiales conductores de electricidad que no reaccionen con las partículas de los frenos. Estará conectado eléctricamente a tierra para evitar efectos eléctricos o electrostáticos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán los separadores ciclónicos en la salida de la sonda de muestreo. Se conectará el separador ciclónico directamente a la salida de la sonda de muestreo utilizando rácores adecuados de acero inoxidable conductivo. No deberán utilizarse tubos de muestreo de ningún tipo entre la sonda y el separador ciclónico.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo inspeccionará y limpiará frecuentemente las paredes interiores de los ciclones, siguiendo las especificaciones de su fabricante en cuanto al método y la frecuencia.</p>
    <p class="parrafo">Cuadro A4/7</p>
    <p class="parrafo">Especificaciones de eficiencia del separador ciclónico de PM10</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20 μm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eficiencia de separación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&lt; 20 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&lt; 50 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&gt; 60 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&gt; 90 %</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cuadro A4/8</p>
    <p class="parrafo">Especificaciones de eficiencia del separador ciclónico de PM2,5</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,5 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 μm</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eficiencia de separación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&lt; 20 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&lt; 50 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&gt; 60 %</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">&gt; 90 %</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.2.2.   </p>
    <p> Conducto de muestreo de PM</p>
    <p class="parrafo">El centro de ensayo se asegurará de que el diseño del conducto de muestreo que transfiere el aerosol del separador ciclónico al portafiltros cumpla las especificaciones descritas a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El conducto de muestreo estará diseñado adecuadamente para minimizar las pérdidas por transporte de partículas entre la salida del separador ciclónico y la entrada del portafiltros.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">El conducto de muestreo será de acero inoxidable conductivo con los rácores adecuados. Otra opción es utilizar conductos de muestreo flexibles antiestáticos de politetrafluoroetileno (PTFE).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">El conducto de muestreo tendrá un diámetro interior constante (ds) de 10 mm como mínimo y 20 mm como máximo (10 ≤ ds ≤ 20 mm).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">La longitud total del conducto de muestreo desde la salida del separador ciclónico hasta la punta del portafiltros no será superior a 1 m en total.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">La parte del sistema de muestreo de PM situada fuera del túnel (la parte del sistema de muestreo de PM que incluye el separador ciclónico y el conducto de muestreo de PM) estará diseñada de manera que no pueda producirse condensación de agua. La temperatura en el interior del tren de muestras deberá mantenerse siempre por encima de 15 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse un codo al conducto de muestreo siempre que el radio de curvatura rb sea al menos veinticinco veces el diámetro interior (25 ds) del conducto de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.2.3.   </p>
    <p> Caudal de muestreo de PM</p>
    <p class="parrafo">El centro de ensayo aplicará las siguientes disposiciones para la regulación y medición del caudal de muestreo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El método de medición del caudal del sistema de muestreo (QPM2,5 y QPM10) tendrá un error máximo admisible del ± 2,5 % del valor indicado o del ± 1,5 % del fondo de escala, el que sea menor, en todas las condiciones de funcionamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un caudalímetro calibrado para indicar el caudal en condiciones estándar. Cuando el caudalímetro no esté calibrado para indicar valores en condiciones estándar, deberá incluir un sensor de temperatura instalado antes del medidor. Para garantizar una conversión adecuada, el sensor de temperatura deberá tener una exactitud de ± 1,0 °C y las mediciones de presión deberán tener una exactitud de ± 1,0 kPa; esta medición se utilizará para convertir los valores de caudal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Los valores preestablecidos (nominales) de los flujos volumétricos de muestreo (QPM2,5 y QPM10) deberán ser constantes durante el tramo de medición de emisiones del freno sometido a ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">El flujo volumétrico medio de muestreo no deberá diferir en más del ± 2 % del valor preestablecido para el ensayo de emisiones de los frenos de que se trate. Se utilizará un dispositivo con una función de control que garantice un caudal estable a través del medio filtrante (por ejemplo, orificio crítico, regulador de presión, controlador de realimentación, u otro elemento).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará y se consignará la desviación del flujo volumétrico de muestreo medio medido con respecto al valor preestablecido, tanto para PM10 como para PM2,5, utilizando los datos de los parámetros de que se trate consignados en el archivo de tiempos, tal como se define en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">El caudal de muestreo se establecerá de manera que la relación isocinética se acerque lo más posible a 1,0. La relación isocinética media durante el tramo de medición de emisiones de un freno específico deberá situarse entre 0,90 y 1,15 (apartado 12.1.2.4). Se calculará y se consignará la relación isocinética media de PM2,5 y PM10 siguiendo el procedimiento descrito en el apartado 12.1.2.4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se comprobará la existencia de posibles fugas sellando la tobera y poniendo en marcha el aspirador. El caudal será como máximo el 2 % del normal al vacío máximo alcanzado durante el muestreo. Se realizará el control de fugas en la instalación del sistema y después de cada operación de mantenimiento o mejora siguiendo las especificaciones del fabricante.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">En caso de que no se cumplan el flujo volumétrico de muestreo o los requisitos isocinéticos establecidos en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">El dispositivo de muestreo de PM funcionará de manera continua durante el tramo de medición de emisiones de los frenos. Esto incluye también los tramos de estabilización entre los trayectos individuales del ciclo de frenado WLTP, en los que el caudal de muestreo de PM no se interrumpirá ni se desviará del conducto de muestreo principal. El dispositivo de muestreo de PM funcionará durante al menos 10 s adicionales una vez finalizado el tramo de medición de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.2.4.   </p>
    <p> Relación isocinética</p>
    <p class="parrafo">El muestreo se define como isocinético cuando la velocidad del aire es la misma en el túnel de muestreo y en la tobera de muestreo. La velocidad del aire se calcula a partir de los valores de caudal de aire en el túnel y en la boquilla, teniendo en cuenta sus diámetros interiores (di y dn, respectivamente). Las ecuaciones 12.1 y 12.2 se aplican para el cálculo de la velocidad del aire en el túnel de muestreo y la tobera de muestreo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="63.9" 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zeD6h1v3VBnKeaQrByADpu4XVpYFD29tq59sVI3Cr24SS1Y9CpLw71afx7xUT5jstHy+64AGglQUOWE6mmlO1J6lxHqvGYjz1sNqkssulxtt4pHNKVkAqSFZAOBkAHA1SDYZ6N1UdbG724l+wkz6LsxNbtK1KLNUXWIcsOPIfnho5bLyjHcKVnykOAfFCSMz9JRazFg7aRurSwC1QtyNt6lT3ItYjpKHpkN+QiO5DfKSO60e6DxXyASFpGOZ1uPVS/MvvpRidQVltIp1z2TT4O5VvyHzxcjFhpEl5lRSrylyMp5pbeSlYVg58EWMtavwrrtqlXPTe56SrwWJ7HcRwX23W0uJynJwcKHjPjWU1hLwvaztvqG7c993VSLdpDCkIdn1SY3FjtqWeKQpxwhIJJwMnyda/Ze/OyO49SkUfb/AHes25Z8SMqa/GpNcjS3Wo6SkKdUltZKUAqSCo+MqH36+W1OozYC+6/FtWyt7bEr9Zm8/TU+mXBFkyXuCCtXBttZUrCUqUcDwAT8tSLpppqtFszWqL9IJe1EqIU1IubbOjVGmnKSl1qHOktP5OchQU+jCceQFH4Dzzu5tncljX5dfUWnqKetOJUIVPpSw/ZkesKp0NtQSiOwsAvBtch1TqkgHK1gnwkYiH6KedVYG2su0KzfE0yYr9QmG15VsuQlxEuTMiV6paElzuAj9nn3eX/Tq0W/u590WBb9Po23liSLtvO7JSqVQoKm1JgtO8Cpcmc8PDUZpAKleeS8BCfJyKzbf7HXd0AVgbnU2Ai/7UuxLLW4ApVDbaqNDlKdUoTKawwgKXTUrdIXEAKmwA4nPvAXqz4ydUQ6vN3bFkdUmwbsadUn2tuboqj1zvM0Se4zTkLYaQgqcSyUqypJHuFXwycDWa6nXokHenp06vaLPqRsijSZdNuGqMsuJahU2c0AzJfbUgLbY5KWHVrwEJ45Gvmuak0fqd62oM+waxHrNoWbtxVqLXq/S5KH4gl1NLrKIjL6ApBfShzuqHkJTjPnxrRdlt1aLs70FXjsLupWVQtybShV61/sxLc41GY7JW+mEmEyr35LTiXUhtbaSk8V/JJOvDavb25Ok3evYW/N1JzlBt2qbWpsmv1JbnGn0+qocU+xGluEBLIPNtKVqUUqdQQMAZ1MWwyU7ndce7G+tnvNT7IgWxTbNiVhlfci1SchaHnzFcT7riGuBbWoH9/wM6nvfPdKobT2SKzb9j1a8Lgqc1mkUOi05s8pc94K7SXXccY7I4KU48vCUJST5OAao2v087n9Idfe6po1Lpd91e4EPu7k29RKQyyYMd10vLdoICQvDJP7RlRzJCSs4XjF5qXUotapcSrQVOGPOYbkMlxtTauC0hSSUqAUk4I8EAj4HVEKnVXvo9t8N6Nzrot+TN233UbNx0abEbWpDVwN81Kp0pwJV6fvrfdKHVZRjGMqyka1v5vpcvWpYz3SFtvQqJWbqrlapf17X7YqCqxb1PoiVokmoerSlBbUHEBssOpS5lCwnkVIzZTqTk2bZfQdfkSi1hqVb0XbqTSKXLYd9Sh9C4fpYxC055hSlNjnnHnJOMnUvbSUuoUTayz6NVoi4s2BQKdGksLxyadRGbStBxkZCgR4+7W26+GuRIk6jzYk6KzJYdjuJcaebS4haSk5BSoEEfyOqPfQ4Q4aOlaoy0RGEvu3dUULdDaQtaQzFwCrGSBqatorOtKh9We9dQo1sUmBKepNrPuPxoTTTinHkTy8oqSkHKy02VH+IoSTkjUw7ibjWTtPZ9Qv3cS4Y1EoFLCDLnSAoob5rShAwkFRJWpKQACSTqDv8R/op/z4pP8A2E7/AOGtr2x6zOmfeS7o9iba7qwK5XZbbrzMNmJKbUtDaCtZy40lPhIJ+Opq1De/e1tzXDVbV3e2ubjKv/b6Q89AiyneyxWKe+kIm0x1wghHdQkFtxQIbeQ2o+OWpdYdcdjtrkMLZcUkFbZOSg48jI8HHwyPGvQFI+HP/UHXPJP3K/tOhUk/JX9p05j7lf2nXBKT59//AM64V21oKFpKkkYIKScjXVhqPGR247CWkf8AKhviP9gNcKYirdTIXHSp1AwlZbypI/kcZGuzqGX0Fp5rmhXxSpGQf6jRpLLCA0y1wQn4JSjAH9BruVJPyV/adOST8lf2nTmPuV/addXEtOoLbrfNJ+KVIyD/AKaq31RdFVX36vqmX/YO+df2wqTdDdtmsGkxVrTU6at1TgZUEPNccFx3OeQPJPgcfOx3RsFWbkqG2uz7MZqHs5t7FgVGeFupMmvzYZCYMJTSAAlhpTSZDxUni6pTSUgYWRYNOMYAx/pjXbXlIaD7DjBJAcSUEj7iMaof0bXNZ3Q/bd19OvUBXE2jUYVyTqxRalU0rTBrdMdQylt6NJSjtrWOAC2shaSr93wcT905LqV8XnuVvy/SalS6Pec6BTLcYqERUV+RSaayttuappYDiQ++/JWgLCVdoMkpSScyluLH3Bl2hOj7XVKgwLlX2xDk1yI7Jht/tE9wrbaWhajw58cKA5YJyAQYT+y3X3/mrsn+UKj+q1tm2FE6sKfdbT+7V8bZVa3Sy4l2PQ7fmw5Ycx+zUlxx9aMA/EFPkE486mQjOq8TOg/YOdLfmyPt53ZDinV8b9rKRyUSTgCTgDJ+A14+wL0+/j78/wBa/U6ewL0+/j78/wBa/U6ewL0+/j78/wBa/U68JvQl0402G/UajLviLFjNqeffe3CrKG2m0glS1KMnCUgAkk+ABrA7c9JPSrutaEG/LLk7jSaJUy8YUl69q6x6lpt1bYeQlcgKLa+BUhWMKQUqHgjWy+wL0+/j78/1r9Tp7AvT7+Pvz/Wv1OnsC9Pv4+/P9a/U6ewL0+/j78/1r9Tp7AvT7+Pvz/Wv1OtV3R6SumDafbi5dzLiO4K6bbFLkVSQ21uBWO46lpBV20cpIHNZASkEgclDyNQta23O1Zvzbi1dzdnL2oNJ3bhqk2pW6LvBWauwt0M98R5aSWSy4WShYKO4g88BR4qKZltLpX6T7zuu6rHpMjcdqu2ZJYYqsGVe9cZcQh9BWw+jMjDjLqUq4OJJBKFA4II1t3sC9Pv4+/P9a/U6ewL0+/j78/1r9Tp7AvT7+Pvz/Wv1OnsC9Pv4+/P9a/U6lDaPZKx9k6bPpNj/AF36eovpkv8A1pXJdSVzSniOKpLiygY+SSBrftNcY0AxrnTTTTTTTVZOtufVbri7cdOFGky4yd37qbpFaeiupbdTQ4zSpU9KF8gUqW22lBxnKC4nySAqxLX1FatIiQUqhUunxG24sZsqSy00hKcIbTkgABKcAD5DSPcdvy3kRotbp7zqzhKG5TalKP3AA5Ovivy/LT2ytKo31fFWTS6FSW0vTZimnHEsNlaUclJbSpWAVDJA8DJOACdZH69ov1N9o/reF9U+m9b6/wBQj0/p+HPvdzPHt8Pe5ZxjznGsdYl92puZaVOvmx6sKnQ6u2XoUxLLjaX2wpSeSUuJSrBKTgkeRgjIIOubzu+0LOpCp153hS7bhyD6ZuZUKgzDR3FjCUpcdITz+4efPy1VHpT3LuFuu9R9C3G3BuO/rZ2/rzcCnLnMpqcpcEsOlTaW4zWZCl+BxSglRA8eTrTNvNyKtvZ1J2HuJdWyW5MSVSKjLpFsUCo2vLp1JtWlLYdDtUkyVt9t+asNNpDaShttDqEpKlo5GXOrIu7V7m7PdSFIafb+r7kZsy5/TkpD9FqeW0l/5KSzKDS0A/xr8EZyLRJORrnTTTTTTTTTTTTTTTVPOpf/AI+Ok3+t3/8Ar0a2L6Qfa7bS79gbgva+KHHn1K2KepFGdlynQzGkSX2GuSWgsNqdUeKEKUkqHLikjkQfl2k2A6XbT3/vSDb+zlsUeuWZMos2lTUR0tlky4auCWMqzy5sPE+PPLxnBxZyuGiook43EYSaSIrvrjNKPTiPwPc7vP3eHDly5eMZz41+Z4S3wDqkXn7EP2j5BB+/P7xGPU/Z31PnH3+f3dfpjRVUc0WCq3DDVSzFaMEw+HpyxwHb7XD3eHHjx4+MYx41T/aOiUfdXrn3zre7FMjVGubdt0qj2lT5rYeZp1LkR1rXIabXySHHiQS5+9hxQGAcaxvRpBibf7o9W7Fj2Yl1qjXel2nUKlpbjB5SIz60R2QopbbK1e6nJCQVD4DVudtbmuC87Go90XXY1Qs6rVGP3ZVDnyG3n4SuRAQtbZ4nIAUPgcKAIScgVr+lPaW90g1xltpTi11uiJShKSoqJnNgAAeSf5at0n90f01zpppppppppppppppqtfWzQKnSaFY3UHQG5TkzZu52LjqDUYKU6/RHElipIQkYyQwvuEZ8oaWn+LUl7gbX7VdStl20q5wa/baJ0C56YuHPcRGm8B3GFq7ZCX2VpXnirKSCD8QCPgujpf2bu/eqg9QFbtt1d5W8lAjSm5jrbThbStLSnWkng4psOL4qIyM4OQANbzfViWnuVadQsa+KO3VaFVW0tTITji0IeQlaVhKihQVjklORnyPByCRrJfUtHNI+z5pUT6s9P6P0XYT2Oxx4drt448OPu8cYx4xjWOsWxbU20tSnWPY9HRSqHSW1NQobbi1oYQVqXxSVkqxlRwM+B4GAANahf3Tzt1f90ovx9NaoN1JiCnLrtuViTSpz0PmF+ndcYUnut8gCAsEp/hKdRXP6PenXZK0NzrxpFHrSWLio81dVj1Cu1CfGdJQpXIsKcUXXCvjhSgtzPhJGTncuiaYJfSpti04p/wBVBtyJBmtyGnG3WpTKODra0uAKCkrBByPPxGQQdab1Ret3f3f2r6bbdVJ4R61F3Au+QwspTEpEBxRjNOYx5kSgEowcgsFXwGrQAYGudNNNNNNNNNNNNNNNdXG0OoU24gKQoEKSRkEH5HWEsqx7V26t5i07KorFJo8Vx92PCYKu0yXXVOrSgEngjmtWEDCUghKQEgAZ3TTTTXBGfGgAAx5/31r1ubfWdaVbr9y0ChtR6tdEtM2rzlLW6/LcQgIQFOOFSghCRhDYIQgE8UjJzsWmmmmmv//Z" width="188.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.1)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="63.9" src="data:image/jpg;base64,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" width="208.8"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.2)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">U</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad media del aire en el túnel, en km/h;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">US</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad media del aire de muestreo que entra en la tobera, en km/h;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Q</p>
          </td>
          <td>
            <p class="parrafo">es el caudal medio de aire en el túnel, en m3/h, según el cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">QS</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio en la tobera de muestreo, en m3/h;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">dn</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior en la boquilla de la tobera, en mm;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">di</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior del túnel de muestreo, en mm, según el cuadro A4/1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La relación isocinética se define como la relación entre la velocidad del aire en la tobera de muestreo y la velocidad del aire en el túnel de muestreo. La ecuación 12.3 proporciona los medios para calcular la relación isocinética combinando las ecuaciones 12.1 y 12.2. Los valores de caudal de aire en el túnel y la tobera deberán referirse a las mismas condiciones de temperatura y presión; por lo tanto, se utilizarán valores normalizados para garantizar la comparabilidad también entre diferentes centros de ensayo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="91.8" src="data:image/jpg;base64,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" width="128.70000000000002"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.3)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">IR</p>
          </td>
          <td>
            <p class="parrafo">es la relación isocinética;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQS</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en la tobera de muestreo, en Nm3/h;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQ</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en el túnel de muestreo, en Nm3/h, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">dn</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior en la boquilla de la tobera, en mm;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">di</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior del túnel de muestreo, en mm, según el cuadro A4/1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Al convertir las unidades de caudal de muestreo de [Nm3/h] a [Nl/min] y las unidades de diámetro interior de [m] a [mm] para reflejar unidades convencionales, la ecuación 12.3 pasa a ser la ecuación 12.4.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="91.8" src="data:image/jpg;base64,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" width="184.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.4)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">IR</p>
          </td>
          <td>
            <p class="parrafo">es la relación isocinética;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQS</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en la tobera de muestreo, en Nl/min;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQ</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en el túnel de muestreo, en Nm3/h, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">dn</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior en la boquilla de la tobera, en mm;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">di</p>
          </td>
          <td>
            <p class="parrafo">es el diámetro interior del túnel de muestreo, en mm, según el cuadro A4/1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo calculará la relación isocinética media durante el tramo de medición de emisiones de un ensayo de emisiones de frenos tanto para PM2,5 como para PM10, por separado, utilizando la ecuación 12.4:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán los valores correspondientes a los diámetros interiores de las toberas isocinéticas para el muestreo de PM2,5 (dn-PM2,5) y PM10 (dn-PM10).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán los datos del caudal medio normalizado del túnel (NQ) y los caudales medios normalizados de muestreo (NQPM2,5 y NQPM10) en el archivo de tiempos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se consignarán los valores calculados como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.3.   </p>
    <p> </p>
    <p class="parrafo">Medios de muestreo</p>
    <p class="parrafo">12.1.3.1.   </p>
    <p> Portafiltros</p>
    <p class="parrafo">Las muestras de PM se recogerán en filtros individuales de 47 mm por ensayo, montados en un portafiltros especial. Este se colocará lo más cerca posible de la salida del separador ciclónico. El centro de ensayo deberá utilizar un conjunto portafiltros que se ajuste a las especificaciones descritas a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se seleccionará un portafiltros de material inerte y no corrosivo, como acero inoxidable o aluminio anodizado. Todas las partes del portafiltros en contacto con el aerosol y los filtros deberán ser eléctricamente conductivas y estar conectadas a masa.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un portafiltros adecuado para la inserción de filtros circulares. La zona expuesta a través de la cual pasa el aire muestreado (es decir, la superficie filtrante) tendrá un diámetro de entre 34 y 44 mm.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un portafiltros que proporcione una distribución uniforme del caudal a través de la superficie filtrante.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se diseñará la disposición del portafiltros de manera que no pueda producirse condensación de agua. La temperatura en el portafiltros deberá seguir la especificación para toda la trayectoria de muestreo definida en el apartado 12.1.2.2 y mantenerse por encima de 15 °C durante todo el ensayo de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Podrán utilizarse portafiltros múltiples para la recogida de muestras de PM. Además de los requisitos definidos en las letras a) a d) del presente apartado, los portafiltros múltiples deberán cumplir los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Todos los filtros se colocarán en el mismo portafiltros múltiple en las mismas condiciones dentro de una carcasa cerrada para evitar que se contaminen.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un solo filtro cada vez para el muestreo de PM durante cada tramo de un ensayo de emisiones de frenos determinado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">El uso de un portafiltros múltiple no introducirá ningún cambio en la dirección del flujo ni antes ni dentro del portafiltros.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se permitirá utilizar un portafiltros múltiple que modifique la dirección del flujo si demuestra ser equivalente a un portafiltros (múltiple o individual) que no la modifique. Deberán cumplirse los criterios de diseño existentes en el presente Reglamento para el conjunto de muestreo en relación con las superficies electropulidas (si procede), las transiciones uniformes y los límites de curvatura del conducto de muestreo. La equivalencia se demostrará realizando al menos tres repeticiones con al menos dos caudales del túnel, con mediciones simultáneas en los dos portafiltros. El ensayo incluirá repeticiones del cambio de la posición de muestreo de los dos portafiltros. El promedio de la diferencia entre los dos portafiltros deberá ser del ± 2 % y la desviación típica de las diferencias deberá ser del ± 3 %. Tanto las PM2,5 como las PM10 deberán cumplir los criterios. Se recomienda evaluar los portafiltros múltiples con una carga del filtro de masa del orden de 0,3-1,0 mg.</p>
    <p class="parrafo">12.1.3.2.   </p>
    <p> Filtros de muestreo</p>
    <p class="parrafo">Para las mediciones de PM10 y PM2,5, se utilizarán filtros de fibra de vidrio recubierta de fluorocarburo o filtros de membrana de fluorocarburo. La eficiencia de recogida de DOP (dioctilftalato) o PAO (polialfaolefina) de 0,3 μm según CS 68649-12-7 o CS 68037-01-4 de todos los tipos de filtros deberá ser, como mínimo, del 99 %, con una velocidad frontal del filtro de gases de 5,33 cm/s, medida con arreglo a una de las normas siguientes:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">U.S.A. Department of Defense Test Method Standard, MIL-STD-282 method 102.8: DOP-Smoke Penetration of Aerosol-Filter Element.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">U.S.A. Department of Defense Test Method Standard, MIL-STD-282 method 502.1.1: DOP-Smoke Penetration of Gas-Mask Canisters.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Institute of Environmental Sciences and Technology, IEST-RP-CC021: Testing HEPA and ULPA Filter Media.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Los requisitos de eficiencia de los medios de muestreo descritos en el presente apartado serán certificados por el proveedor del filtro.</p>
    <p class="parrafo">12.1.4.   </p>
    <p> Procedimiento de pesaje</p>
    <p class="parrafo">Solo se pesará el filtro, ninguna otra parte del equipo de medición. El centro de ensayo se asegurará de que las diferentes fases del procedimiento de pesaje se lleven a cabo con arreglo a los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Sala de pesaje: la sala de pesaje deberá estar libre de contaminantes ambientales (por ejemplo, polvo, aerosoles o materias semivolátiles) que puedan contaminar los filtros de partículas. Se regularán las condiciones ambientales de la sala de pesaje a 22 ± 2 °C de temperatura y 45 ± 8 % de humedad relativa. Se comprobará que el caudal de aire de renovación no influya en la estabilidad de la balanza.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Balanza de pesaje: se utilizará la misma microbalanza para el pesaje anterior y posterior al muestreo en un ensayo de emisiones de freno determinado. La balanza deberá aislarse de vibraciones, fuerzas electrostáticas y corrientes de aire. Se colocará la balanza en un entorno controlado —la cámara o sala de pesaje— de conformidad con las especificaciones descritas en la letra a) del presente apartado. La resolución de la balanza será de al menos 1 μg. Se utilizarán pesas de calibración certificadas para verificar la estabilidad y el correcto funcionamiento de la microbalanza. La microbalanza deberá cumplir los requisitos de calibración descritos en el apartado 14.4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Efectos de electricidad estática: se anularán los efectos de electricidad estática poniendo a tierra la balanza colocándola sobre una alfombrilla antiestática, y neutralizando los filtros de muestreo de partículas antes del pesaje por medio de un neutralizador de polonio o dispositivo de efecto similar. Otra opción es eliminar los efectos estáticos igualando la carga estática.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Acondicionamiento anterior al muestreo y pesaje: se acondicionarán/estabilizarán los filtros a (22 ± 2) °C y un (45 ± 8) % RH durante un mínimo de 2 horas antes del pesaje. Se pesará el filtro al final del período de estabilización siguiendo el procedimiento descrito en la letra g) del presente apartado y se consignará su peso en todas las hojas de ensayo pertinentes. Durante la operación de pesaje no se permitirá ninguna desviación de las condiciones especificadas en el presente apartado. El filtro deberá conservarse en una caja de Petri cerrada (o equivalente) o en un portafiltros sellado hasta el ensayo. Se colocará el filtro en el portafiltros antes de que transcurra 1 hora desde que se saque de la cámara (o sala) de pesaje. Se utilizará la caja de Petri cerrada (o equivalente) o el portafiltros sellado para transferir el filtro a la instalación de ensayo. Otra posibilidad es montar el filtro en el portafiltros ya en la cámara de pesaje.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Acondicionamiento posterior al muestreo y pesaje: se llevarán los filtros a la sala de acondicionamiento antes de que transcurran 8 horas desde la finalización del ensayo. Los filtros podrán permanecer durante más tiempo en la sala de ensayo (es decir, la sala donde se encuentra el portafiltros) siempre que permanezcan sellados dentro del portafiltros y que la temperatura en la sala de ensayo se mantenga en (15-30) °C. Se utilizará una caja de Petri cerrada (o equivalente) o el portafiltros sellado para transferir el filtro a la sala de acondicionamiento. Otra posibilidad es transferir el filtro sin extraerlo del portafiltros, asegurándose de que los portafiltros no se inclinen durante la transferencia. Se acondicionarán/estabilizarán los filtros a (22 ± 2) °C y un (45 ± 8) % RH durante un mínimo de 2 horas. Se pesará el filtro al final del período de estabilización siguiendo el procedimiento descrito en la letra g) del presente apartado y se consignará su peso en todas las hojas de ensayo pertinentes. Durante la operación de pesaje no se permitirá ninguna desviación de las condiciones especificadas en el presente apartado. El filtro deberá conservarse en una caja de Petri cerrada (o equivalente) o en un portafiltros sellado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Pesaje del filtro de referencia: se utilizarán filtros de referencia para validar el pesaje de PM siguiendo el procedimiento que se muestra en el gráfico A4/17 y se describe a continuación.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">En las doce horas siguientes al pesaje del filtro de muestreo, se pesarán al menos dos filtros de referencia no usados, bien de fibra de vidrio recubierta de fluorocarburo o bien de membrana de fluorocarburo, adecuados para cada medio filtrante muestreado.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Si los filtros de referencia no se pesan periódicamente (al menos una vez al día), se pesarán al principio y al final de una sesión de pesaje de muestras (antes del pesaje anterior al muestreo y después del pesaje posterior al muestreo).</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se compararán los pesos específicos de los filtros de referencia obtenidos en los pasos i) o ii) con la media móvil de los pesos específicos de dichos filtros de referencia. La media móvil se calculará a partir de los pesos específicos anotados en el período transcurrido desde que se hayan introducido los filtros de referencia en la sala de pesaje, incluidos los pesos medidos en los pasos i) o ii).</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iv)</p>
                  </td>
                  <td>
                    <p class="parrafo">La media de los valores absolutos de la diferencia entre los pesos de los filtros de referencia y su media móvil será inferior a 10 μg. Además, en el caso de los filtros de referencia que no se pesen periódicamente, la diferencia media entre las mediciones inicial y final del filtro de referencia será inferior a 10 μg.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">v)</p>
                  </td>
                  <td>
                    <p class="parrafo">Los filtros de referencia deberán sustituirse cada treinta días como máximo, de manera que no se pese ningún filtro de muestreo sin que se compare con un filtro de referencia que haya estado en la cámara (sala) de pesaje durante al menos dos días.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">vi)</p>
                  </td>
                  <td>
                    <p class="parrafo">Solo se consignarán pesos corregidos en función de la flotabilidad en el archivo de medición de masas con arreglo al apartado 13.3.2.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A4/17</p>
    <p class="parrafo">Diagrama de flujos que describe el procedimiento de pesaje de los filtros de referencia</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="602" 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RF7Zq1kMhaCxwa7Q5eZ3nEDoOq2i2VlHcrbTXGhkbNS1ULJoJANB7HNDmnr16ggoIJ92fjH8nK9fa7fuk92fjH8nK9fa7fulP3K31D6E5W+ofQggH3Z+Mfycr19rt+6T3Z+Mfycr19rt+6U/crfUPoTlb6h9CCAfdn4x/JyvX2u37pPdn4x/JyvX2u37pTvcauit1BPX19RBS0lPG6WaaVwayNjRsucT0AA9K8eK32z5Tj9Jf7FUirttYwvp5+6czvGgkbAcAdbB8R18UEKe7Pxj+Tlevtdv3Se7Pxj+Tlevtdv3Sn7lb6h9CwVdluOUWaW/DqmvZHfLjTSVNLS904mSNnvjzAco8D0J30KCHvdn4x/JyvX2u37pPdn4x/JyvX2u37pS5bM1xW55jV4hQXWGovdHAaippWsduOMOa3Zdrl8XAa3tbFyt9Q+hBAPuz8Y/k5Xr7Xb90nuz8Y/k5Xr7Xb90p+5W+ofQnK31D6EEA+7Pxj+Tlevtdv3Se7Pxj+Tlevtdv3Sn7lb6h9CcrfUPoQQD7s/GP5OV6+12/dJ7s/GP5OV6+12/dKfuVvqH0Jyt9Q+hBAPuz8Y/k5Xr7Xb90nuz8Y/k5Xr7Xb90p+5W+ofQnK31D6EEA+7Pxj+Tlevtdv3Se7Pxj+Tlevtdv3Sn7lb6h9CcrfUPoQQD7s/GP5OV6+12/dJ7s/GP5OV6+12/dKfuVvqH0Jyt9Q+hBAPuz8Y/k5Xr7Xb90nuz8Y/k5Xr7Xb90p+5W+ofQnK31D6EEA+7Pxj+Tlevtdv3S5HGbjFvr2cr3r8rN+6U+8rfUPoTlb6h9CCAq7tJ/g3I1vEDhdmWNRvZzCfuGzxAb1suBboKWOHmeYpn1mF1xW809xgGu8aw6kiJHg9h6tP4/Utgq6Wmq6Z9NVU8U8Eg0+ORgc1w9RB6FVw4pcGa3hzNUcTOBz32i6UbOeusrdvpK2AAba1noI0Xa312dcp8Qsqi0rgln1JxK4c23KqaNsEszTHV04dvuJ2nT2f+xHzELdUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBD4IuHe9P4kFYHW5/Evtw1ZuLO+suBUUTooZBtjqhzWuYdb6EPeXb/wDxLdq0CgLs9OLu0PxwLup9saEf1BkwU+oCIiAiIgIiICIiAiIgIiICIiAiIgKB+29lF0sPCSntVnqn0lRkNzitkk7Doshc1zn6Po2Ghp+YlTwox7S/DafifwwqLJb546e70s7K62ySHTe/YCOUn0BzXOG/QSD6EG74djtqxTGLfjtlpWU1BQwNhiYwa8B1cdeLidknxJJK07KH43wjpMsz4xSlt3npnvoKZjQZ6zXdNDPRzSEt2T6i4+leHCeLcYs9Lbs8sGR4/k0MbY6umfZqmeOeQDTnwyQsex7XHqNHfXXzrGcc7FlPFLhPcY7LY57bWUNZT19ngrnCOesfC4lwfH/8oOBIaHHZI84NQZTNuIeU8PaK3ZBmlltTseqaiOmr5bdUyOltbpDpr3c7QJYwfNJbynwIB8F2ZFxJyGj4xU/Dy14vRVb6yzyXKkrH3LkY4B4YO8AYSxo04nl5yemh4617i3W1PFzhMcIstlutLeb3LSx1sVbQSwi1NbKySV8zntDfNDCAGkl5I5djqOK6knpu1fjtXT2y7vtNDij7W6t9gTGBsxlJawy8vLvl0d7118UGRxPiRnt/vWUYVFi1iiyvHZ421Mz7jILcYpWc8TwQwylztEcvKANbJHguqLjTcncCbvxC/BWKS5WSoqKS5W8V3JHHLC/kcWyFpLm9WnWt9SPQvHwsdU0naJ4r3irtV4prdc2W51DVTW2dkVQIIXNl5HFmjonw9Po2o/EdZSdlXi5S3C13S3TzXW41sUddQy05fBLLGY3t52jYI34eCCQso4v5tiljs2b5BhFvjwut9jCrlp7i6StoxKG6lfHycnLtw00OcfDZBOlu10yzIKvOJ8Yxy0QshprWy4Pu9wZL7EkL3EMijLB1OhzF3N0HoKjnMZ5eInAi2cNsett0N1u1Hb6aqfU2+WKK3wt7p8k0j3AMI5WeaGuJcSNb6keq53O7UfHOpxzJsayS6YrTWylZjcFDRPnpJ5QB3r5yNMLweg7whrQCehIJD0XXjtU0/Z7PFSixaOofBK6mrKJ1eGtglbN3JIfykyN5tEaAOis/dc+zqx2bI8ivHDySS10dJDPaYLfV+yKyre9waY5Iw3zCNguIBDRvq7SgOegv8vY9yjBRiOSMyAXqTlo22mZ3OTWiQhjmtIcAwbLh5vh16qe+NV/yyDgbWXfh/R3GW6GOEcsVI4VcUJcBK5kT277wN3oEdPH0IPRBnt6tfE6xYTklDbXS3+3z1VFLQyvBikhAc+KRkg3og9H9OoILQtdoOKnELIbxltmxbh5QVFfjdyhpJWVN4DGSMcCXFr+UAv8ATy9ABvZJ006jWTQN4zcL8qseEZbFZIIbhBPVz2qV1TNNLC0NModuU9f/AJkmgepB0CVtXAE1MPFXihNVWq70cF2vMdVQTVVtnhjqYmxlpcxz2AHr8/pCCbuvKNjR6elV+4D5VasJ4KZplV7e9lBbsmussnINud/DANY0f6TnENHzlT7WTx0tLJUS8/dxt5ncjHPOh6g0En8QCq9jOD3jOOzfnuEC23O03itvtZcKKK40UtL3oM7JYur2gafy8vzE9fBBJ+X8QszwzE6bOMjxm3OsO4nXKlo6p76y3RSEAP2W8kxaXAOA5fmJA2svf+IMYzfH8Qsk1tFTerbJc6esrZHCGSJpaGsja3Rkkdz82tjTWk9egWmZnfLpnnAyowylx67R5hdKGO31VBVUUsTKOUlrZJZJS3kETdOcHAnmGg3ZOl6M9w7EbjQWXh3mdiuE1qtNkgdbshpoJQ+mqIz3bmiVgPduLWMeAeh0d+AQSnh9fd7jZRPfbZHbbgyeaGWCOUyMPJI5rXtcQCWvaA4bA6O0tGzjiTkdm4tWnALRiNPcJbrQz1VNVS3ERMJjHg8chLGg+J8468Gkr19niDLqXh+6ly2tra50FwqIrXVV8ZZVVFA1+oJJmnqHuAJ07rot31WlcUrpBZ+1fgdfVQ1ckDLBcO8NPTvmcxpPvi1gLuUekgHSDO4lxbuNLl+QYdxLs1FYLrZ7Y68NqaKpdPSVVE338jC5ocC3r0I2dHoNLB5Bx+9pbPasunZjdRj9dLC2egprqJLpRwy+9lewAtcQNF0Y6t3rmOiV8ZXhlw4q5vlGR0NPUUFr/A6fHbXUVcDoHVlTOXPdK1rgHd00EN2QOYkkbA2vvhRxHyGDFLdhtz4XZPHmVtp2UMjXW/koZHMaGNmdUnzGxkAEnqfHlDumw3irzysuHEe5YRjgtLa6222CucbhM9pq++5uVsTWjfK0NHM/rovaOU9VzfuIdVa7TiNK+x8uV5S5sNLapZ+VsEgZzzukk1vu4hskhu3dAB16aZxWxvG8zvFdTZjbbtZL5Y4oHWfJrRSTtfI50Qc4ROYHc5bIXfwZO9OGupJWCu+O8SnWDhFxKvluqrpkmLSSe3lDAwOqZKaccjntYPfStjALmDqSTrwQSPNxAvGNcRLJiObW6gjhyHnZabpQSP7p07ACYJY3jbHEEcrgSDvWh1XmtnEi95A3Ja3F7Xba6PH7vJbZrbJUPbWyiJ4bJLoAhm/OLGkHmDfEE6GMziiPFDPsBdZKasNox66G719wnpZIGNcxuo4GCRrS57ndXADzQ3qdkA6XxHx9l5NZnOI2zIMU4q01bLT07KGklYy68kxYwyBze7kifGA4yEgAe+2BpBZr0KPLTmt+yyvvT8MtttmtdmrX0Dqiunex1dUR671kXKDyMaTy947e3b03Q2d9pPZHsSH2V3fsjkb3vd75ebXXW/RvagHgldLpwsqr/wAPcoxnIp3m81FZZ66gt0lTBXwzO5gOdgLWPB8ectA31I0gxvZvzWgwnsxWe53FsffVl8qKGkglnbE188tS8NDpD0Y0AOc53XTWk6J0Du+N8X3u4q27BLzLjtd7cU0k1uuFjrzPG2SMEuhlaerXcoJDt6Pq9UO4pieew9nfGKu3Yhdm37Ecpdevaysg7t1dCZJC5sYJ2TyvHoB8db6bnfB+IdTmdVRxWHB8gtMIcH3CqvVuNJHTtHjGzZ3LIT0HL5rRsk9A0hJXoVcOz9mlHgvZYsl1qaWStqam7VVDb6KJwa+qqpa2VscQcejdnqSfAAnr4Kw9xq4aChlrKgSmOJvM4RROkefxNaC4n5gFU3G8Hyu89l/H6K2WS50uVYnkTr3HbK6lkpn1AbUyvDG94ACSx4I+ca9KCact4g5FgFfZanN7XanWC61jKGWvts8hNvnfvk7xrx58Z0Rzjl1r3vUL01Gf3W5ZxlWK4xSWuSvxqCF76auncyWufJH3gEYaPMYAQ3vCHecfAAbOr8YCeMGG2vD7BbbrHJXXKlnuUlZQS04tkMbhJJ3hkaB3nTkDG7JJ370ErH8Xscx/K7rfK+ttl/xrL7BJ3dhvlqpJxNWtETXxhjmtIm89zmFviNdCAUE62aqmrbPR1lRSvpJp6eOWSB/jE5zQSw/OCdf1KDcpnzA9rWzQUosrnR4xWPo2TSTBgidUNBc7Q6SHlb4dOn4lLvDc5G7AbE7LwwX80EJuIZrpNyjm3rpvfjrpveuijG/1E7e1pZbsLTeX2unxue3zV7LZO6nZUPm5gwyBmvAePh1HVBsFVmlRaONeOYA7FbfBHc6CqqWXGOcbAY3mexsYYC0F/U7PXx1tYWz847YGSd2AX/gZS8vMehPsk62ujODUv7VWE3SK1XeW3W+11tNV1sdtnfTxSyg8jXSBnL19e9DY2uyxSVHlaXy5utV4ZbZscgt8Vc+2ztp5Khk/M5gkLeXwPjvXQ9UHm4A5VxBv82fXC6+1VzNDklXRNhZNJFymGONrI4uYFrYum9u87ZcT4r08PeL2X5hjFpzKLCqC34w6erF4qp7p59JDCX/wjG8o7xoDOp8SdgDQ5ljeA1VVYjfeJNgvlivsM8+U1tzjnZbZpKd9NK1pY9sjWkOJ5dBrdu2R08ddfZ2xqtunZgrcAu9Dc7LcaiG4000ddQywOjE8kpY8c7RzDTwem/SEG0+6Hmlbw6PEizYvbp7IYHV0VtmqnsrpqMbPeBwaY2vLBziPr00Oba9FVxdtdw/ASLHZKUDM45paOquDiyKFsTAXMcAfOlLnBgYCOod16AHWuGt+u2OcEo8Fv+N3g5baKCS2RW+KikkZXcoLIXxShvdmNzS3bi4Bunc2tLH0PDyx2fhdh3CjiDjs11tzbbPUT3SlglkFvru8a7QlYCYwe9kDXeB5OvQoJqw+4Xyupaxt/tcVvq6WsfTt7mQvjnjAaWytJAIDg7w66II2dbWKz3Mn2S92LF7TRx1+Q36SUUkMshjiiiibzSzyuAJDWjQAA25xAGupGu9nKhyi2Y7eLbernc7pZ6W5vix+sujC2rmog1ui/YBLebmDS4AkDeg0tWD420d+xzjDhfFGgslwvdnt1NU227U9BEZaiCOXq2ZsY6uAJ669DfnQY2KS+ntmWaO/QULJo8OqBHLSSOMcrPZBO+V3VhB2CNnw3vroezJOO/dYzXZhjzsXrbRQyyD2BU3burjWxRyFj5ImAEM3olrXAlzQD02AvC6srsm7T9kye3Yvk/tBJi0tvNfNbHwMa+SZxDnCTlc0a9Y2fEAjqvBwTye+8M8ebwvyrh3lNdc7RNLFbau2Wz2RT3CB0jnMcJdhrD52iXEADWyDsIJ+xS+UOS4zbcgtrnOo7jSx1UHMNO5HtDgCPQRvR+dRbVcUs7uGcZlheM4DRVN2x6GmljdU3YNimEoLurg3zXFug1vr5tuGusr2B1yks9NJeIKenrns5poYHczIiTvkDv5XKNAu6bIJ0N6UPcNHVMfaa4k3Ga1XiCgu1Pbo6Csmts8cE7oYi2QNkcwN6E+vr6NoMveuKdQ+63Kx2mpxS3XO0RxNrxerr3Ubql8YkMEXL1cGgtDpD0BcAAdHWicT+JNZxG7I1+yqx0kFuY+mlpLtTzyudJA8PY1zI3NGngh3idba4fOvdQ3a8cJ+LuZQ33D79ecbyevbdLbcbTb3VhimcwNkhka0bafNGvxekHplePNZkGRdnjJ4Ti1zgrLvG2O1WmGjfNWcnPGdzNi5gxx053LvzW6BJdsANhny2TCcCtt8yqmsxq5zS261immMYkdMGhrXyygd23pzOPUBrSdEgBYyx8YZW8ULdg93djlyN5ppZbbXWO4GaNssYJMEwcPNJA2Hb0fV6sdxjtmQ5Dwow/I8QtNVXXXF7nRXX2rngfDLOIoy2SLkeAebTj0110dbOgtmwviPUZfLStsmDZFaYmESXKpvNsNLHTMaNujYN80sp96OQEDqSegaQwWNcVOIGWVN9psd4fUDpbDkPtXWiovADe7byh7mO5QHPGy7XQBuvfE6XlyXjv3WNV+X46/Fq20UEso9gVN27q4V0UUhY+SJgBDN6cWtcCXNAPTYC++zfFUx3niZTV9rvFvF1ymrr6N9XbpoGz072ta2RjntAPgenj4dFr3BPJr5wyx8cL8q4d5TX3K0Tyx2ystds9kU9wgdI5zHCXYaw+dolxAA1sg7CDdck4xVVLdOHzLBjTbtb81Y59JM6tEUrCIRIGuYW6Hvm7dzHQDuhIG8jw/z/Ia7ibeuHuYWS20F1oqCO50s1tq3zwT0z38nUvY1wc12h4devhrrqPFVt+qeJ/B+4V9krXS22tqqq6m30U1RBQtljDWNdI1pB0fNJ9OidAFeuhgqpO1zd7hJbLvHbZ8TZbGVxt8wp3VAm53MEvLy7DTve9dCNoM7LxByq94rdcvwbHqG6WehknbRxTTyCpuwgcWyOhDGkMBc17Wc3MXa3oAhdWW8Ta6213DkyYWWR5VXU9PzV8wjqLdJK3bmmLlJ5w0kb2OvRaPwTyjJeFli9ynJMAyu41tqqJmWmttdB31NXwPkc9h70kNjPndS4gAeOiCFl+OxvVZkfCmWostwqKq3ZDDcLr7XUE9TDSRcuiS9rSCATrfidE6CCQL3lORSZ+/ELDZWRNhtXtjNdrhHJ7EJL+RsLOQdXdC4nmGgPA+ju4N5yziDg8N/NE2hqG1E1JVU7Ze9YyaJ5Y7lfoczToEHXgVoGT328nj1La8nxzI7pihtkL7FDQUEk1LUVBIMrqjWm8w8AJSGtA2QCQV29kVlwt2G3qw3WwXW01tLfK2WRlVSOji1JKS0RvPmydPS3Y8OvUIN9yvLqily63YXYKSCsv1bSyVz/ZEhZDR0rHBpmk0C523uDWtb4neyACVgYOJdysNFmc/EHHZ7VTYuxkwuVM1zqW5RPBLe4L9Hn3ppbs6cR1WscWDkeB8dLXxTocdumQ2Cqspst2htsXfVFKBKZWSiMdXN2ev4jvWwshxEo75xp4P5NZrfYq+xU1ZSs9rfbeL2PUVM7HiQEx7JjjPKGgu6kknQABcHsyniHmmKYXT57fMXtz7FyxTXGipap7q2ggk1p+y3klc3mHM0cvp0SBtd2fcU66w5PhFtsuPw3uhy1zxSVTK4RuOog9vmlug08zDzF3Qb6E6B13JL7dsx4C1OFR45d48zuNrba6m3VFFJG2nmcBG+Z8pb3YiGi8PDjsaA2TpeDiBYKmwZlwPtNHQ3W4UeMPfHXVdPb5pY4Y/Y7Imve5jSG8zmnpvp+JBu+AZ/kNbxPvHDzMLJbaC60lBHdKWa21b54J6Z7+TRL2NcHNdoeHXr4enbuIeTU+G4PecpqqaWphtdHJUuhi99Jyjo0H0bOuvo8VGNsZVjtg3G6utV2bbX4pHbmVrrfMKd1Q2fnLBLy8u+XrveuhG9qTOI1fPbMKudbT2N9+cyIB1uZD3rqljnBr2Bn8olpd09PpQYjGshyi41Fse6mslda7pb5KmG42+eR8UMo5C2N2x57XBztPBHvCOUbWs4lxTvmQ8HcjzWGy26CusdTXRPpXVLzFM2lG3afy7Bdo66HS1zh5h7MR4zW33Lp7xDh1wgqZshtVVHK2kongAwmLvWgslc86LBsgNO9DQWu4LNe8b4bcR+GlXh+SS36oqrvLTOit7zSzQzRuLJRPrk0fVvmJ0ACeiCf+GOSSZhw9sOUS0raSS6UEVW6Bry8Rl7d8oJA3pavxB4j3rGuKGLYZRYxBcW5DHVOgnNw7twdDHzFpaWaa3ZG3bJ1vTSdA+3s809fRcFsVtt0tldbK2itsNNPT1kXdyNexoB6b8PV/7Badxajq5e0jwuuMFrutRQ2ltx9n1UFvmkhp++ha2Pme1pb1I149PTpB77LxIzuoz298OqzFbIMlo6SO4UtRDcZPYDqZ55eZ7nR94HNdocrWnmJPvQNlYONDYcIyq6ZhaobfdsXuxtNXS0lRzxVM7nNbEYnvDdNeXgbdrlAJPReCyiqZ2vL5d5LVdmWybGIqCOudbphTvqGTB7mCTl5d8u+u9HR6qOrpjGVZFa+KjrBZbnFdRl1PkFmjraCWBleyAt9457QHb0dDfXp60EnQ8ZJbfxGx3Gr1Li9wo8ilfT01VY7mah1HUDXLHM0jq1xcAHjXXfRbLbM0vmV3e+R4bQW2W22Oudb5qqunez2ZVMAMscQYDytZsN7x29u3puhs4vCeJldmDqOitHD3I7RcS9ntjJd7aaemoQCO8/hDrvXeIa1o2SQXco2tR4OXK6cK7zk+CZPjWQzsqr5UXGy3Cgt0tVDWxTEEML2AhjxrrzkAbOyNbIYTgXlFViXZNu2TDH4ruKKvuU9TRTVTY28glJcC4tcHa9Wuqlu557dYMFwy62zGpa64ZO+ihbHCHmnoTPGHullc1pIjYN+jr0HTxEK4dQ5BSdkDL8brsTyOlutW6vbSUrrc98lQZnlzORrNuI9ZIA/GFtGW3zKLVwq4XwUNqyQWMexKTKW2+imbXwxxwMBj5A0SNaXghzmgHQ0D53UJHwnOa248RshwG90tE25WingrI6mjkcYp4Zdjqx3Vj2kaI2d7BWa4nZFWYjgd5yaitsVyfbKSSqdTyVPcBzGNLnedyu66Hhrqoi4dd5Qdpq61kGF320Wi7Y9Sw0D3Wx0cfmPJc6UjpEfHo8h/hsbICknj02abg3ltHTUtXV1VZaKmmp4KWnfNJJK+JzWtDWAnqT+JBol84y5ZZsCxviNXYhbhi1wbR+zGR17nVzBOB/CRs5eTlDjoNLuY9N8uzrYaziDlli4l41YMpxy10tpyeSanoZqSvfNPTTMZzhswLA08w6eYSAd9TrZjLiZRXWt7HeL47R2G+1N4jhtkUlDFa53TxugMZlDmcm28uj1PQ+ja3HjXUS3DiPwpuFBa7zWUlDdpKysmgtdQ9tNE+Lka6TTPN6nwPUaOwgyF2uM3Fea82+x2W1XCzY7dDSvddqmVtPcK2IAujMUY06JhLfOfzAu6hh5QT6cc4n1+S8Lb3e8ZxuOPIselmpK+w1M+u7ngG3wsewddgeYdaPh09GvcHY6vhPfcwxXJaO4i1XC8y3ey3KCilniqI5tc0RMbXFsrS0ea4Au6kbC2TgFilys8uY5TdqOW31GVX2a4w0UvSSCn8IhIB72Qjbi30bAPUFAtnEy4XjgjZM6s1Dbaq53d9PFT0JneIzNLMIjFz63tpJ2da8xx8F6LzndfbeNmKYNV45RuF4o6qVt0FTtzRFFzva2Pl2AXBvi7qPQtV4TYJe8f4q5BYZ6Ysw2z3J97sbi0hpmrIy0xN9HLF/DdPQZAfUu3iJ7Jf2o+HtzitV3mt1rorhDW1kNunkggfNHqMOkawt6n5+mxvSD027+Ohc/wDcOH/nSpmUKW6So8r24XU2q8Ntj8VjtjK51tnFO6pbVc5YJOXl96fHeuh6qQ+H2XS5Yy8Okxy82T2tuUtC0XGDuzUhmv4WP1sO/FBtCIiAiIgIiICIiAiIgIiICIiAiIgIRsaREFZ+Fhk4fdsLL8IbCaaz5NSNutvhYfM5wNuIA6NGxMP/AKQrMKs+akj/AAguEAEjeOSA/P5lWrMICIiAiIgIuHb5TygE66AlQ3Scd6Kj41u4W5fYhYbhIGijrW17Z6eoe8Axt3ytLeYHQ3/K6ekFBMqLWOJ2SXLEMNuOS0Fliu8Vtp5KqqgNZ3D+6Y0ucWHkcHEAE6OvBe/DLnc7zjlHdLtaorVUVUbZRSsqu/MbXNBAc7laObr1ABHzlBmEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXDven8S5XDven8SCAezv8AxheOP5Sov+GZT+oA7O/8YXjj+UqL/hmU/oCIomvfEa/ZDxRrOG/DqC3iptUTZb5eq9jpYKHm97EyJrmmWU+ouAGjveigllFEXEKv4s4TYo7vSXixZHRNqYGV4ltTqeemhdK1rpYwyQteAHHbSAR47OtKW3SMYNvc1o3rZOkH0i0Tj1kWQYlwrvmTY3Lb2VltpnT6rKd0rXAaBADXN0eu9nY+ZbRidZPcMXtVfVOa6epooZZC1ugXOja46Ho6koMmi+WvY5vM1wLfWD0X1seHrQEUYcdcvyjD63CpLLNbRQ3nJqG0VjJ6Zz5uSZx5nMdzBo6NI6tPjvak172sbzPcGtHpJ0EH0iICD4FARRj2icuyfCsTobzjs9tYJLnS0dQ2ppnSP5ZZQ3bCHAAj5wf6lJjntawue4NA8SToBB9IgII2DsFEBFFvEPNMksXGfh5jNDPbXWXJJqyOpBp3Gdpgh59B/Ny6JcOnLsa8eq3C1wZezOLxU3G4WqTGZIIRbKaKFwqYpAP4UyO8CCd6183ho7DYtIomr8lzLMcszfHcHutBZajFjSwwSVdL30dZUSxmV4k9LYwNMHKObfMeo0FKNC6pFHTivdB7MMbe+7nfIX6HNy7663vW+ukHo0iE6TY1vaAtM404rc834cXbErZV0dG+6RdxJUVLXPEbNgkhrfE9PWFuTXNcNtIIPpCcw9aDDYPb7jacUttqur6SSpoqaOnMlNzBjwxgaHAO6jevDr+NZpCQBsrpqDLJSSGkkjEpYe6e4czQ7XQnXiNoO5FgsBgymmxOihzSut1dfWB3sqe3xuZC88x5eUHr73lB6Drvos2x7H75XB2jo6O9H1IPrSIuOZvNy7G/HXpQcom+ul11FRBT00lTPNHFBEwvkke4NaxoGy4k9AAPSg7NIsTiGQ2zKsco8gs0r5bfWsMlPI5haXs5iA7Xjo62PmIWVBHrQcqMsnwXJLjxtsXECkrrSyls9FNRtpJWS95M2XfM4vHRpB1oaP8A69JMa5rt6IOjo69C66wVBpZBSSRRzlpEbpWF7A70EgEEj5thB2hNKNuz1l9/zPErrcMkfROraS+VlAPYkJjj5IXBo0CSfWep31Ujh7C4tDgXDxG+oQfSL5e9jAC9zWgnQ2ddV9ICJsICD4HaAmlxzN5uXY3revSuHPY1zWucAXeAJ8fxIPpEJAGyuGOa9ocxwcD4EHYQcovnnZz8nMObW+XfXXrX0gIsZlFTXUtgrprXNSxV0dO+SA1MZkj5mtJ6ta5pI6eghar2fcquubcHsfyq+GA3C4RSyTdxHyMBEz2gAbOgA0elBvqLhrmuG2kEesFYzLJrnTY5X1NnlpIq6KB8kTqqJ0kW2tJ85rXNJ8PWgyiLReAWUXXNOEGPZRezAbhcKd0s3cx8jN948AAbOugC3hr2OJDXAkHR0fAoPpF8uexrmtc4Au6AE+P4l9IGkUe5rldzfxOsvDqyVbLdU19sqblUVzoBK6KOMtYxrGu80lz3Ekneg3WtnY7MCouLNPe4H5resXrLay3uikjt1NJHLJUiUlsu3dA0xa2P9LwHpIb8ijHh7l2T3LjTneH3ya2y0Vip6CSjNJTOiJE7HPPPzOcSRoD0Dp4LdMTyizZTT11TY6oVdPRVstDJM0eY6WPQfyn+UATrfgSDr1oM1pNLjY9a452c/JzDm1vW+ukH0i4e9jGlz3BrR4knQXKAi4cQ0EkgAeJKjGy5lkk/aNuuC1s1ufZYMeZdKXuKdzZeZ8wYA95cQ7QDvAAHfh0QSei4LmghpI2fAetcoCaXBIHidI5zW++IHo6lByi1ninlceD8O77lklP7I9rKN87Id67x/gxpPoBcQCfQFi8Lh4guvlJc7rfrTcMfrLWyWWnFGYZ6erPKdRluw6LRPvyXA66lBvSLhrmu3og6Ojr1psD0oOUXBc0ENJGz4D1rkkBARAQfA7XDntaQC4AnwBPig50i17KYMvmvVgkxy4WqmtsVWXXmOrhc+SaDXRsRHRrt78fm9RBz73tYBzua3Z0NnWyg+kRcEgb2R08UHKJsb1sbRARfLXsdzFr2nlOjo+BX0SB4oCIhICAmlxsdevguQQRsFARcNc1xIBB14/MumvM3sWRtLNDFUOaRC6ZhcwO9G2ggn8QIQd6KJeCmX5nxB4M3K9OqbVT5I+prqajk9jubTRPjcWRlzNlxaDonqT+NSTjMd4ix23xZDUUlTd2U7G1stKwtifMB55YD1Dd7QZFF8seyRvMxwcPWDsL6QEXHMOnUdU2N631QcosJml5rbJY31NrstTerg9wipaOFwYHyHeueR3mxsGtuefAeAJ0Dxg0eTxY1TDMqq21F7cXPqDb4nMgZtxIYzmOyGjQ5jret6QZxE2PWtdr4MvfnlsqaG4WpmLNpZW19NJC41Ukx/wAW6N/gGjpvfz+OxoNiRRjZsuyd/aOueCXGa2yWeHHG3Wm7imcyUOdUCMB7nOO9AO8AAd+Ck5ARapxZzyzcN8HrcqvfePhp9Migi/xlRK7oyNvzk+n0AE+ha9jUHF6/2iG93S+WHGJ6lglitEdqdV+x2kba2aV0rS9+iOblDQPAetBJiLQOEt/zO63HKLXnFJa6avtFwjghFua/uZYHQMe2UF5JPMXO6ejWvRtb6Hte0mNzXa2Oh2AUH0ijLhTl2T3vidxExnIJrbLDjtRRRUbqOmdEC2aJ8hLuZziT70eOuh9akznbzBvMOYjYG+qDlEBB8Cuup751NJ7GfG2YtPdukaXNB9BIBBI+bYQdiKNez9l+Q5hZsnmyV9C+rtWTVtqYaOAxR93DyAEBznHqS49T6VJDXsc4ta4Et8QD4fjQfSLgkDxOl8VImNPIKZ8bJi0926Rpc0O9BIBBI+bYQdiKNez9l+Q5hZsomyWShfV2rJq21MNHAYo+7h5ACA5zj1Jcep9Kkhr2OcWtcCW+IB8PxoPpERBWbNv84Lg/+7sn/BVqzKrNm3+cFwf/AHdk/wCCrVmUBERAREQFXfO+GNr4qZnxQsVY5tNXwttM9srgPOpZxTSaPTrynwcPSOviARYdx5Wl2idDegNlRNw5r7m7jPmtZV4pkNBbruKFtBWVNGWxydxC5r+brtnU9OYDfzII2xfibdrvwc4icMuILXUud47j9dFMJD1roGwO1M0/yjojZHiCHDxOpL4kZzcMXxrCMfsJp477lNVTW2jnqGc8dK0sb3k5Zsc5aCNN2NkjfQaWv9rPgzLn1gOT4oHU+Y2yneyJ0LuR1dTlrg+ncfWQ53Lvp1LT0d09/HTh/kWSYjht/wAVha/JcRq6e4UtHM8RioDWs7yHZ6NceRut9OhHpQdXGe/ZdwftVvziDJK/IrFFWRQXy33GKEuMUh5e+hfGxhY4HQ5erTzDoNKaaSeKqpYqmB4fFKwPY4elpGwfoKhri3T3XjDg1Ng9tx6+2iK6VVO+71NzpDTCgp45BI8Au/xshLWtaI+ZvUkuACmWkp4qWlipoG8kUTGsY31NA0B9AQdqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuHe9P4lyuHe9P4kEA9nf+MLxx/KVF/wAMyn9QB2d/4wvHH8pUX/DMp/QD4KtnZGc+i4scZrPdDy3j2/8AZDw/30kTpJuVw9Y84H/6h61ZNR1nHCqivOZQ5zjt7rsVyyKLuH3CjYyRlVF/q54XjlkHQeo9B16DQSI9rXtLXtDmnoQRsFRLklBZbhxlr46l8mXV7rNHCMflhYaS2RueSZ5JHbax0nhrReQOgIHTY6bDskuBjiy/NZbrRMIc6koKBtBHOQfCUhz3ub62hzQfTsdFiqzhVUs4rXTOrFml1snt3BDDd6KCnikFT3TQ1ha94JjPKNbAJ6nRG0ER2S419w7BeRe2FTLUSUtLX0sb5ZDI4Rx1Jaxpcep5Rpo36AFu17uhr8n4R8PauZ8dnu9qkrq6Jryz2YYKZhjgJHizmJe5v8rlAPTYPst3Aya38Krzw4p83rzZrlPI5nPQxOfTwyPL3Rh3i5xJ6vcT08APFZfMuD9LlWHY9a6/Ia6lvmOFjrTfKKNsNRA5rWt2W7IIIa3mHTZA1pB6JOG9ksl/yK/W2pfTW67Wh1NUWGNjG0T5WDYnDB4P5RroPWSoUtrG1n+DvFZVAz1NPb6iaGZ5JkjeKx4Dmu8QddPxdPBT/g2EVtn7yryfLLll11khNOKmtijijiiPvmRxRgNbzaHM47c7Q2dDS0ak4BPp8CuvD73QL0/Ealsgobb7GhBpA+Tn0ZQOeQA7IaSBs9QfBBiuNpLuH/BZziSTmFgJJOyf4Ny23OKW0VfGe3tq6ufIq1tkkbBivcMfTwh0o5q6Vzzyx70IwXAk9Q0HqF35pwpnyGx4lZ25dXQU+MVlNX00klJFLLNPBsROkPmt0AdaDRv0lfV74W11VxPjz+z5rcbHcJ7fHb7nHT0kUjKuNp2C0SB3du36dO1r8ewhSKetqOyLxKhnqquA2K+3GloGQVsg9jxMmZyxBwILmN53AA9NehTjwjwDHrPHbszpWVj75X2Olpqypmq5H980MY4EsJ5QRoAaA0BoaWtx8CJYMKyzDqfOrl7TZHXSVb4paOKSSDvHB0gEh857iWtHM70b6bO1KmH2qqseN0Noq7h7YPo4GQNqO4ERe1rQ0EtBI3odda/EEEYdr/8AyV0n+8Ft/wCYaspxMgtFRxMxYV9wqrrUx09UabFooGSR1TiNGql5iGsbGOgc/ps+b16HL8ZMAm4i2Kmspv8ANaKaGriq3GGlZK98kbuZnVx0AD11rrrxWMy3hdcLxn9mzy2ZpW2O/wBDbzbqqamoopI6qnLy/l7uTmDDzEnfnejp0QYPsvVNWyq4i2SVgp6O2ZXURUdG2UyR0jHMa4xRkgaYHEkAAAbOgvd2gr1UsvuA4U2ompqHKL57HuMkUhY6Snjbzug5gQWiQlrToglux6VmeGfDR+DZRkl0pcouNfRXyrNbJR1MUZLZ3AB8jpQOZxOug80Dfgei9/Fvh3a+IlipaGtq6u211vq2VttuNG4CaknZ717d9CPWD4/MQCgi7ifjlisXaQ4MTWa2U1u9kVFybLHTMEcbuSmbynkHm83nEc2tkaB3oLIYVSxw9rPOqHvKmamfjtI8xT1D5mgveOcAPJ0D6hofMs3Pwiu92yjF8myfiPeLjdMckmfTSU1DT0rHd41rTtga4DYBDj13vpy6WXsvDqtt3Fm68QTkrpp7nSMo5qM0LGxtiZrk5XB3NsEbJO97PTw0GicDcXxtvGzisW2G2tNtvFCaLVM3/o3/AEffmdPN69eiwGIWG98ZuHF3vtXT43NcLrW1scFfVvnNXanRzPZC2LlGo+7DWOAaRzb27ZcVLeAcO67Fc2yTJn5PJcHZFOyorad9CxjWvY0tZ3ZDttABA673ofjWv0/BStsmVXW5YPxFvuK2q81Lqq4Wump4JozK737oXStd3RPrAJHo6AABpnFCzXilvHBK133JKquuvtx7AuVZR1ckbanu2e+LebQf63a5tk9QvdlNgosPzrDeFuHUtPT2e/VFxvFZRXCsmfBVyxxs5YSdl3djq/u/Alo3vrvd8r4StutfiU1syGe1wYtU+y6OM0zah0059++Z73czy7rvwJLid71rI8W+GVBxCt9qfPda6z3yzTiptl2oNNlp5enNoHoWu0Nt36B19Ya5gHDS8Y9nV9raqsstBjF+oxFJYbY+aOJlS3X8LFst5C5ofzBgG/H0KEMYxa03bsU12W3L2ZVXy2Nrqi3VslZKZKN8dU4gxHm83Z2SfE7Oz4astieDXm1iW433N7jkt/8AY7oKWurKWKOKkafExwRhrdnQ24kuIAGwNg63Z+CptnBOu4WQ5VUOt1WZGmqdQx982OR5fI3x5TsnoddB/UQGIF+nyviHw4w2/VD5LbV4p7fVkJdplxqdRtYyQD3zG/wknJ4E62DpbnbOGtnsV9yeut9xraa2X2mZz2anlMFNTyMbp0sPIQWOd03y66k73saxOV8F6e/45i0Iye4WzI8WibDbL7RRNjmawNDeV7N8rgQ0bGx134AkHYsawm62m2VktfmNwvmRVUPcG611PHqFn+jFAzlYxvpPiXHRcToABDfB+WGs7EDX3jM6vGIp/ZgqL00mSaMGuk2B15nOePM0DzHm6dVlmSOs/aO4cQ2fH341QXe03CCpg02KSrjiia+MzRM6Nc13UcxLhsg68Fn6bgNRN4IP4Vz5PXSUMVQKmhrWU7I56eTvjLs6OnjnJ6HXQ+PgR7KjhFeazKsVyy4cSLxVX2w99G6pNDTtZPFK0NexsYbyxkgHzvOPX5hoNx4s3+qxbhjkuR0LGvq7ba6ipgDhsd41hLSR6RvRKheHhnlOW4Ji99sddjVrv7Y6W5xZJHJUSVtQ5zA9/eu0Odr9nbCeUeAGgArD3Wgo7ra6q2XCBtRR1cL4J4neEkbwWuafmIJCiTEOCNfjlP8Ag9BxNyaXC2vdyWIsiaRGSSYjUgd53Z3otby7BPXqg13JLJb7x2u6G21ktTPbrhhElTV08dbL3FQ72TrRAd7whrPNGgeUb2Ng43ArTb6K1cesGipmvxy1SufQW+YmWKn56V0hDQ7em8zWkDwBCliXhw88YaXiHFfDC6ltftTFb20TBEKbm5y3m3sO5vA+AGhpdGJ8L/ae/wCaXKuv81xhy87r6c0rIgw8jmDu3NJIHI4jrvwB9ewh6ms1to+wY660FN7Ar34+yokqKN7oJJXteQC9zCC/oT0dsdSvfmlkt+EcN8czKyT1dNkWTRWiw19zmr5dCnmMbpHkA6YeVnIHMALQfN0Vu1FwVuMHCCq4aT59X1Nqlh9iQvdb4Q6Cm5ubkGvfP8BzknQHQDxWz3jhpbsj4Sjh5lNbJcqVtNHAyrjibBK3ugO7kGtgPBaDvwPUa0dINRo+GeQ2ziPj+XWmXFsXpqHngutPbhMG3OB+gGyBwDS9p2WuOzsjr0U0nw+hRphHDK92qaiblXEe+ZbRW5zX0NHVQRQxsc33jpSwc87m9COdxAIB1sAiR6tk76WRlNK2GYtIZI5nOGn0Et2N/i2EFVLRld3wvsq8R8gsT3RXGLKLjDBM0bMJlqmRmQfO0OJHz6W7cZ8Nsli4Dy5TiW7bfrBRR3KgvMDiKqVzeVzzLJ76YSNLuYP2CTtbbg3COiseFX/Dr1dn5DZ75UT1FTHUUrYnh8xBk05h8NjY6bB6g+C4h4V1U+H02DXrLqu6YpT93H7FfStZUzwRuBZBNOD5zBytB5WNc4DRPU7DQ83vmRUl0xjide8OkyzEqzGoI7jb6ZglltM0mpZKhsDthwc0hpPQgN8QPGW+DVVjVbw2s9RiF0kudkdG/wBiTyOcXhvO7zHc3nbYfM0evmr6qMVusGWVl+seQNoW1dFDSPoZqITU7e6L+SRoDmuDtPI8dEAdOgXq4cYhbsHxSnsFsfJKxkkk0s0gaHTSyPL5HkNAA25x0ANAaA8EERcUbHSXbtV4bbKye4GhuFir3VdOyulZHKGtI5eUO80EdDy636d9Vrd4bJwQ4sZZQYOHw2GpwaqvzbW57pIKWrgcWtkY1xPK0kDY9PMR6BraOKlPW1fawwCC2XX2trPaK4Ojl7lso9PRzHe+aQD0BB9RGlI1l4eULbne7zktWb/dr3R+19XNJCIomUY3/wBHijBPJGS5xO3EuJ2T0GgiSn4aZTmGAYvfbJW43bMg7ulucWSxyVEldO9zA95ldoc7X7O2E8o8ANABfXE+4S4nnuQ3viBjM2R4Jf6SnhhvNAO/dYw2HlezkHnRsLyZA9mjsg7J0BteI8EK/HKc49T8TcmkwsPdyWIsiBEZJJiNTrvBGdkFreXYJ69VtNTgt0b+ElNbcnFNbr84l9LLb2StpAYWQuEPnADbWDo4ObvrrxBCP8lvVJeuKPCrAYrm644lcLTNcXvEnmXUxQ/wAkP8pg5e8LD0cSOYHWl25ZAeHnaKwIYpE2itWXiqortbKcctO98MYeydsY81rxzdXADYHXxK3C+cIceqsdxW3WepqrNX4lyGx3GHlfLBytDXB4cNSNeB57TrfzLK2zCXPzKly/JLo28Xehpn01v7umFPT0jZNd45kfM4879AFxceg0AOuwhCiuVNieRjFeLljqKKpqshNfZ83gHeQ1jjUd7FHJKOsXm6i5CeXkGiABs2cqJRDTyTEEhjS4geJ0NqNanhTNccIpsGveTS3PHY6mOWSOSja2pljjlErIe9DtBgcANhvNyjW/SpO0NaQV/4OUds4kcFLnnmT0sdwvN7fXyvmkO5KJjHyMihgd4xNY1rdcujsknZO1peAXq5RcCeCeIUEtPFBkdbUxVZnkfHHMyJ0zxA5zPODXvLAQPEDlPQlSxZeDNXjlZd6PE87ullxi7zSzz2dtJDKIXyDT+4lcOaIH1aPzEHqug8ALE/hHa8AnyK9ymz1Aq7Xcw6NlRQzgl3NHytHm7c7o4k9fHoCA7MJ4eZBjXFb8Kaaqx2xWOtovYtdZbY2VsNTOCSydrXaa2TwHQdQD6SpPyX/s9cf9kl/wCArU8GwK8WquguWXZ1dcwraRpbRGpp4qeGn2NF4jiA5pCCRzvLiASBrZ3teS0FVc7FWW+irvYE1RE6IVHciUxhw0SGkgE6PTfT8aCrtuyS4WHsg8MKCiq6ihhv90pbTXVcDyySGmknlMvK8dWuLWlux1AJ11W6dpGzUXDvGLNxAwaihs12s1zpYXto2922uppH8j4JmjpIDsEF2yOpB2Vt1o4M2dnBpnC2/XGe72mAapajumwVEBDy9rmuaSOZrj0OvDod7KyR4e193Fmp8zyd+QUVnqI6uCAUTaf2TPH/AIuSoIce8LSS7laGNLtEg6AQRlxVrpsQ4h5Fes/xaqyHBL7TQU8V1pG99LYQyLlexzB50bS9xk52aOyOpIAE7YZLb5sRtElquPtlQOoYfY9Xzc3fx8g5X7+cdf61rlbhN4dPkzaDKjDRZC8vlpp6Bkwpi6FsTzEeYe+DAdPDhvrrxB2TELBbcVxe245aI3x0FupmU0Ae7mdytGtuPpJ8SfWUELZRi+N1fa+stPVWG2zQ1eK1dTUMfTNLZZfZA/hHDXV3znqvXHSx2/toUtLSyVDaeTCZZzA6oe+Nr/ZLW7Y1xIZ5rWjTQB0W4XPh3cKzi/R8RWZQ+Goo6F1viovYLHQ9w5xc4OPNzF2yDzbHgOnjv7m4d1cnGWLiScjeJ4rebY2i9hM7v2MZOct5ubm5+b+V/wCiDVcCghqu09xdpqiJk0Mtus7JI3jbXtMDwQR6QQtS7NeO2Q8Cssq47fFTVfs+7QCppdwTNja7bWNkYQ4NGh0B10Ur4rw9rbJxPv8AnMmSvq5b8yGOrpDRMZG1sLeWLkIdsaG973vZ+bWLxLhLXYtbsjtFnzatZaLtUVNRTUclDE4Uj5/f+d76QAb5QdAHqQ5BEWC2ehsnZctHGOIV1XmFksVY+gq5auRzYzI+VnWPfI5reYu0R47J2t2uuFWSs7M0WR0LnxZHBYG3uC/tkPs41Yg750rp/fnmdsFpOtHWgANSDw14d02J8NW4BX1/t7Z44JKZraimbG50MhcXMfynTh5xG+nT6ViLdwmqqLCZOH7cxrn4g8OhbSupm+y20riSaYVO/wDFkEt3yc/KdBw6EBHd0yHM7nivDninW4m7MbQ2xPN6s0DQZY5ZQz/pscJGpDpjgBroHu1rZIlvgXcsSuvD+GtwmulqbPJVVD445QQ+le+QvdA5p6t5C7QHoGtdNL1T4bU0mR0V3xu8NtMNJa22xtvdSCWldExxcw8oc1wLd6GiOhPjtenhzhtDhdqraWlmfU1NyuE9zr6hzAzvqiZ23uDR0Y3oAGjwAHUnZIaFmNxGSdpOycPLoC+xUWPy3uWkcf4KtqDKIoxI3+WxjeZwaenMdkHQ1hcVtdsx7th5HHaqNlNTnCo5zBD0Y13sgbDG+DQeXehobJPpK33ibwyiyzIrNllov9ZjWUWYPjpblTRMlDonb5opY39Hs6np08T615sZ4W1Nt4mu4g3LNbvc7tLbWW+oj7iCGCVjXF2uQNJa3eiA0ggg7J2UET4bi+QcZeDjcjnbjftxepJ6iK9SyVHs6glbO8MEZaP4MRhrWhjSAQOuy4k2Mw6G502LW2lvVwguVzp6ZkNZVwjTZpmDle7R8NkHY9B2oxtPBCtx29XH8DOJORY3jtyqXVNTZqWGGRrHv9/3MkjXGHfrA2OnXoFLFltlFZ7VTWu3w9zS00YjjbzFx0PSSepJ8ST1JJJ6lBXm04PZMy7QfFrGMhkudZZ20dsc2kdcZuUPfG5/MDzb812yBvlBcenhr2WGgrM8zPObTPbMeu9ux+tjslHQ3qSZ/sWBkDfPYADp0jucmT355QN6aFIuLcO62ycUcgzo5K+qlvzIY6ykdQsZGGwt5Y+RwdzAgeJO97PzaxWVcHqio4h1WdYVm91w673GNkdzFNTRVMFYGDTXGOQcofrpvr69bJ2Ee8TsJuON9kTIrLmF0oMkudmgeaCsLC6SmhfJHyt5n7dsDY3/AKIaPQtg4oTQ4fw6wq0YvR0Fo/Ci9263V0sQNO18b2czw58fnN5+UMLh1AcddVt+XcKmX3hnXYQ3JLhG26uD7pcp42z1dW7bSSXHTW+8a3QboNADQNL1Zbwyocx4XswfKbjPWCFsfcXCnjEE0UkYAjlaASA8dd+g7I0EGrWXhlf7RxQtmW0E2NY3bBTvo7tbrV3zI7g1/SNxB5WiRriNO1zHw2tN4PYHj+W3DiQzJDdbjDZs4nfQMfcp9wOhDC0g823HQDduJ6DQ113KeG8Ob7bainqMr4iXnLn0GzboqynihhhfrQke1g5ppB6HPcdbJA3ojv4WcO6rB7rkVYcjkubL/cZLnVRSUTIuSof74sLT0boAaO/Dx8dhDuG4xkHGXg6MjqGY57cXqWonivMslR7Ot8rZ3hjYi0fwYjDWtDGkAgddlxJyfFK0V44hcEaG83qoqrlNUVNDdKuhq5Ym1Lo6cBx0HeaSS8EjThzOGwtrtXBCtx2+XF2GcSMhxrHbnUuqaqzUsMMjWPf7/uZJGuMO/WBsdOvQLN5PwriuWQYbcrZen2uDEnvkoaUUrZhI94DXmR7ncztgePjskkklBpfD612/Ce1HkuNY3TuoLJVYpDdJqGJ7jEakT8neNaSdOLd7147X1wlx+0cYeClRkmSu7++ZI+rL67o6a2Fsz2RMpyf8UIg1mgNbOydlxK32k4eVFPxmqeJH4QyOlqLcLY6hNGzuxThweAHb5ubmG+b5yNeGtatvA+psGQ3GbDuIuRY1j90qXVNZZqRkTmB7vf8AcyPBMO/W0bHoPQaDX+M9qkst+4KU7rzcrjUw5HSUFRVTVT/+lBjerpGA8hcXN2TrfzrYb/brJc+K+SQzOfmVfJaYIXWaeJnsSyREHznSu2GOl6u0AZCG71oAjM53wtGRVeJuoL6+z0mLVcdZQU8dI2XmlZ0HO57tuGt78Cdkkkrzt4TVlNxJvWXWjOLta4MgZELxQU9PERO+NnIHMkeC6Lpv3vXqdEdNB0dkW63C8dn3Gau6VctXUtbPAZZXlz3NjnkYwEnqdNaB/UsP2q7E6hoLJxUt1CKqsxKujqa6n1sVdCXAStcPAlu+YE+984rduCnD1/DTEvwZjyGqu9BDM91G2anjj9jsc9zy3berztx25x9WgFzxM4gYHjkVTj+UXWidW1dA97LS87mrY3czBGxn8ovO2hviTtBj8Xfbsz4qT5hRCOot1ntcNHQ1DQCJZqhrZ5Hb9PLEYGj1d5IPSVsvFG23q8cO7/asduAt13q6CWGjqS8s7uRzdDzh1bvw5h1G9+hYzgXhjMA4V2PGe7Ec9PT89UAeb+Heed436dE8oPqaFnc5sH4T4rXWMXCptzqprQ2qpwO8hc17XBzd9NgtHighvg5kGMXPOaLHb7iE+DZvQWyWkntMkQFNcoCGcz43jzZgOTYJ2dF3Vw2VgeElLT1nZb4jQVUTZ46euvZga/bu6MbDyFvpaW6GteCmcYNJX5tY8ryO6x3GrsME0dubDRiBrXzNDZJH+c4udyjQA00bJ1vWtUo+CU1BHk1ntudXakxa/wAlTPLZ2U0X8FLO0h+ptc/d7IPINb1onROw2Hs5vfLwJwmSR7nvdZaYuc47JPIPStD41W6Gq7SvCqldPWxQ3KO5x1bYayWMSMZTjTejvN6OcCW6JDj1UtcOMWhwrCrZi9Pcay4U9ugbBDNVBnPyNGg3zGgaHo9PrJWBzLh5UZDxLxrNm5A6klx0TCjpRRtex3fNDZOdxcCdgdNa186CLsawvHqXtM5Rg1NRvhxapxymuk9nZM9tLJU96I+dzAevQnY8CepB0NaxDf6/A8I4lY1j1a+3UFPnMFpoHmVwbbqepczvAx3UsaG8wBHVvNsdVO9Fw7qqbjFW8Rxkb3T1dvFufRGiZ3Yga4OaA7m5uYOG9+nZ6eGsFFwPt1Zbs2tmR3ue70OX1Xs2rjFKyF1POCOV8TgTrl03Qdv3o34nYY+LhhkVBxAxzLLRJi2LRW2Qx3SO398PbKmdoFkvMAHOHUtc7Z5iDtccEorbxOiy7K8ro4bnVHIKq2UsVS3mFBSwFrY44h/8t3Uvc5unFx3voNZ/COF17tD6KDJuJN+yq2W5zH0NBUwRQxtcz3hmcwc85aQCOZ2tgHRIGuuj4SVdizW7X3C82uOPUF8qfZd1tbaSGoikmPvpInPG4nHrs6cOvh0AARrwPoopOx5lERlq2exnXmWKSKqkjkD4y8tPO0hx6gHqevp2s3bG26p7KOBMveT1lmppobb3jaaIzTXM72KNrAeZ5lPTQ8fT02tuxPg9+DHCy74HbMuuckF078SVFVBFIYRMHCTu2gDRPN4uLuvVeW7cFPZ/DDGsObltbS1eLVcNVZ7pDSsEkLogQznj3yv0CfV4D59hhMOnqLb2r6i00dmbj9tuOHisltsb2cr5WVXIyZ7I/MbJyktOiemuq33tCQMm4J5g9zpWvgs9VPE6OZ8bmvZE4tO2kHoeuvD1rF0HCm4U/E628QJ88utXdIbcbfXiWkg5auLn5w1oDdQt5vQ0bPr2SVuPEPHZMtwu6Y0y4GgjudM+lmmbCJHCN7S13KCQAdHofQgrJxEx+32vsuYVxEoDVQ5ZSQ2iSC7eyHuqI+fkaWAk6DNHXJrl6DYPXe+cQsatGF8buF93xyCSirrrdKmhuc4me99dE6Eu/hi4nnIPUE+B/EFs2TcHZb7wetXDWfKp4aG3iBgqo6GPvZGQcvdAgu5QQWgkgdfm67yubcO7llGQ4ne58odTVGNzmqhbFQMLJ5iOVxeC7YBb00Na2evhoNQ4WGh4jcROJdTltFDdDZ7wbPQ0NZGJIaSmY33zY3dA6R3MXO8ToDegAsTw0sjr5XcWuC12nqquwWipiFommldJJRMqYnPZG15PN/BnlLdnY6jwUlTcOnUGe1+aYnejZbhdomR3ankpRUUtYWDTJSzma5sgGxzB2jvqCs1gmH0GKU9wfDPPW3G61bq25V1RrvKmZwA2QAA1oADWsHRoH4yQg/hnUjK+D1j4UXekjbeKG9vs16jGwY4qN4llmB8dvYI2c/pdKTtbDm9LHQ9rThk2lfURxVFuufeQ+yHmEd3AWs5YyeVugSPNAUiY/wAPrJZeJWRZ3Sh3tjfYIIpm8oDY+7BDnN+d+mc3/gCxuT8O6u9cVbDnrckfSzWOKaGlpBRMdG5kreWTncXcxJHgRrWh8+w1q3/x0Ln/ALhw/wDOlTMo/puHtbDxjn4jnJXvmnt4tjqH2EwRCmEneBodzc3Nzdeb5z0WZw3GLlYb3kVwrsrut6hu9aKmmpasju7ezRHdRa/k9R6vejpvZIQr29GTRYhhtzlY59qoslgkrh4tDeV2i4ero4f1/OrHQSRzQslie2SN4DmuadhwPUEFY3Lsds2WY5W49kFDHXW2tj7ueF/pHiCCOoIIBBHUEAhaLjPDrNMVoWWXH+J9S6xwN7ukp7paYquemjHgxswczYHgOZp0OnggyfHqG3S8LbxFcsqqMVpZhGya4UsZdMW943+CY1unOc/3gDep5unqUeUMr7X2nMTgtVg/Bqgu+PVjaijaWMNQIi10b5Yo/Na9p6AklwBIOvBbnnXCGgyvB6iw1mQ3gXOathuHtw97XzioiPmO5AAwMAJAY0NA3vx6rzScJbtUZtjeZ1nES71F7tEMtPUTGip2sqYZNbYyMN5YvTtwDnHfj0Gg1LGr1NjnEntE5BTwiea2Q0NXHGfB7o6B7gD8xIWTxXh1Z+IHA2xXCoulTFkt1pKa6yZJCQa6OqdyyOLHnq1oPMwMGmhvQAaW1Yjw0lsuZ5ZkNdfzdWZV3ftlRy0LGRkRxujYGEO2ByO0Qd7Wv4jwNqcZdJZrbxIyaPC3yOeLAO701rjzGIVGjI2M7IIbykgnr1JQeB8TKftmW6OGQubPg75JnA6E7xUcveOA6FxAHXS7OAUMVHxw4zUNKwQ0kFwt3dQs6Mj5oJHHlb4DZJPRbVnXDCS85rZ8yxrJ6rFr1baN9v7ynpIp4pqVx33RjeOUaPgfR6ugXbg3DKPEMryjJKDJbrVVeQ906oZWNjkjEkcfK2Q6aHF2y46Ba3ztAAAII+4JGIcMOLhmv5x6P8L74HXQEA0QIb/CjeurfH+pYWtMFjv3BWsxq21FFTz3GO3Pus7RT1N3gfAQ58sQ84teQJP4U82zvQ8VINo4KQQYHmGG3TJqy4W/KaqeuqXilZDLDUSlrnPYWnWtsaeUj/0XlrOCl4r7XizLhxNvNRdMYrY57fWGgpwxjGM5eUxa05xGvPeXHp4dTsNUo8JsuX9o7idjF/kudXZnWm3uNI64zcvO9vNzA82xp2yG75QTvXQasPa6KC22ylt1KHiClhZDEHvLncrQGjZPUnQ8StFxnhzXWbineM8dlEtXNeIIaeqpZKGNrO7iAEfK4HYcOuz1B2eg6a3+pbK+nkbBI2OUtIY9zOYNPoJGxv8AFsIIB4ImIcMeLxmv5x6P8ML4HXQEA0Q0z+FG9dW+P9SwlaYLHfOCtZjVtqKKnmuUdufdZ2inqbvA+Ahz5Yh5xa/Xefwp5tnehvakKz8FIIMEzHDrpk1XcLflNVPXVLxSshlhqJi1znsLTrW2NPKR/wCi8lbwTvFfasXjr+Jt5qLpjFbHUW6sNBThjGMZyhpi1pzta895cenh1OwmYeCL5hYY4mMMjpC1oBe7W3fOddNr6QVmzb/OC4P/ALuyf8FWrMqs2bf5wXCP93ZP+CrVmUBERAREQFxoeoLlEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBcO96fxLlcO96fxIIB7O/8YXjj+UqL/hmU/qAOzv/ABheOP5Sov8AhmU/oCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuqpqKemjElTPHCwuDQ6R4aNk6A2fSSvJkl7tWOWKsvl7rYqK3UURlqJ5PBjR+LqT6AB1JIA6lV77Tl4ivNNw5q6rEbta6h+YW51LVV1PGCYi5xdGeR7nRuPmnkeGk69bSAFjnVdK2tbRGphFU+MyNhMg5ywHRcG+OtkDa67pcrfa6b2Vc66looN8ve1EzY2b9W3EBaBcrrgPu+2igqrLWvzV1smZSV7qaRsTKVu3PaHkhrupcPNDiCSNja0m4XmpvvacudmvOH3S622lxLuordI2me0d9U6ln5XS8unta1u982hrQ6oJ9hkjmiZLE9skb2hzHNOw4HwII8QvpR/S3qw4Pb3Yhh+MXi7Q2Cmb39Haw2Q0bHAvawumkbzPIPMGAudog60W78t1424JQcPLZnfsmvqbLcpWwwyQUbnFkhcWlkm9CMhwIPMR4HW0ElItDoOKdjqPbx1VachtjLVUQUzHV1udH7YPmOoRTDq6UvOgBoHzhsBdtp4k2yozYYbdbPebFepaR1ZSQV0UZFZE33xifE97S4a6sJDvmQbuiikcdMcqKC+1VrxvLrq+w1klLcqeltn8LB3bQXvcHuaA0dRonmJa7TSBtbSOImLPwS25nDWyTW26iIUDY4i6epllOmQsjHUyE7HL6NHegCUG2rppKulq2yOpamGcRyOieYpA7le3xadeBHpC0+3cSLVLmxwy6Wu7Wa+OoTcKemqomP9kwAkExuhe8FwIO2bDvmKw3CHIeG0dgzC54nb57HbbbeKqS9yVcL4f+ktY188ha8lwAGhoga5ToIJPRR/beK9iqn4zNPbbrRW7KJBFZq+eOPuqh7mlzGkNeXxl7QS3maN+nR6Lf3uDWF2iQBvQGygw1diWL112F3rcdtNTcRrlq5aNjpm68NPI5h/UVmlGFPxpsddFfRZcay271Vjq30tdSUttAmY5reZztPc0AeIAJDnEHQPiuir474o3DYMxt1nyS72AxNlq66ioQ6OiBOnCXme0lzT74M5+X0oJWRa3d8yttI63U9vgqr1XXOnNVR0dA1rpJIAG7lJe5rGR+ewcznAEuAGydLH4lxMxm/2q+10j6izSY7I+K801zYIpaEtaXEv0S0tIBIc0kEDoUG4VVRBSwOnqZo4Ym++fI8NaPxk9F8z1dLBNBBPUwxS1Di2Fj5AHSEDZDQfE669FW3tY5FRZLwZori7FbtBBPcqKS2XCrpowC10rSTyh5ki5meHO1ux0OjoKT+J91wGlz/B6XKrLWVt6fcuSw1DKaQxQTvABJk2GeABIOz0B10QSSi1K753bqTLnYjbqGtvF8ioPbCakpO7b3MBdytLnSPa3bj0DQSfT0HVe/Acss+b4tS5HY5JnUdSXt5ZozHJG9jix7HtPg5rgQfxdNhBnkWByTKKSz19La4qOsul2q43ywW+ia0yujZoPkcXuaxjAXNHM5wG3ADZOlrtr4tY3XY1kV4dR3mmmxqR0d4t0tGXVdIWtLiSxhcHN0CQ5ri0gHqgkBFFHu8YoLdYLw+z5LHYb06GOO8PoAKSnkl96yR3NsHfQuaHNBBHN0X3xO4k3nG+LOE4ZbcerKyC9PqZaiaIxF0zIoXHuog97dEOLHOc7lGhobJOglRFHd/4v47ZstfiU1ryKovrba64Moqe2ufJMwEDkj66e7x96S3zHbcNL00PEujudupJrNjeRXG4T0LK+W2Mp44qmkieXBnfd69rGOcWP5W8xLuUkDQ2g3tFrnDrNLHnmNtvthknMHevgmhqIjFNTzMOnxyMPvXD1fOCFqXGbiLeMPyvCrDarFVVgv10bDNUMMR/g2gl0UYc9v8ACO6dTpoG+uz0CUEWrXfNqG33K2WQW64Vd/uVO6pjtMAjM8UTdB0kpLxHGwOIbzF2i46bsr4w/PbNkd4utiEVZa75aC011tr2NZNGxw82QFrnMfGfQ5riPXpBtUj2RRukke1jGjbnOOgB6yVxDLHNCyaGRkkcjQ5j2OBa4HqCCPEKCeP2ZWfLOAWWVlFj1zudkNFOyku3cRup3St21srGl/eFgd0EoZy+nfL1W5YjllqxjhVgFNVNnqK+52qiprdQUrA+eqeKdjnBjSQA1rQXOc4hrQOpHRBI6LT7HxAtddmUmG3GhuFjv4p/ZUNHXtZ/0qHwL4ZI3OY8D0gHmHXY6LzxcS7VPTe2VJabvV2U3P2sFzhiY6Ezd/3Bdy8/P3Yk20v5ddCfDqg3hdUdRTyzywRzxPlh13jGvBczfhseI3o+K7HgOY5pGwQQQVBvAqC1WHizxoEMdLbrfS3OjldrUccTfYznucfQB1cT6B1QTmijqs4u2WjxuDLamyX+PFJnN5b17GYYRG52mzOj5++ER6aeWeBB8CCthv2Z2q2VdloKdstzr74Hvt1PSFh76NjA98vO5waGBpb1J68wA3tBsi4e5rGlziGtA2ST0Cw+J5DBkNLVyRUVdQy0VXJR1EFXGGPZIwAnwJDmkOBDgSCDsKMO1pfrjbcKtlrpbbXy01zvVvpqqaIxiOSJ04LoOrw7bw0Dw5SCQT1KCVqW/wBjqmNfS3m3TsdOKcOjqmOBlPhH0Pvuh83x6L2zVNPDJFHNPFG+Z3LG1zwC92idAHxOgfD1KE83ouElkvdoyTKuHdxobveL1Rx0x9jE/wDS2OLKd7zFIYWkczj1OyB1B0F9cZbfQx9org7co6SFtZNXXGOWcN897W0vmgn0gbOvVtBN6KKKHiZe6rj7dcEbjVf7WWy2RSukj7kvkfJIB353INRBuwANuPUlvgFzcOO2K09TfaSjsmWXWrsVTFT11NRWh75Wc+/P5CQQwaGydb2NA9dBKyLTJ+INJLcLrRWGx3jIpLOQy4m3si5YJeXmMIMj2B8oaQSxmyNgHROlxS8UMNquG82f09ydJZofNl1C4TMl5gzuTGfOEnO5reU+kj0HaDdEWu2bKRW5EbBWWW6Wuu9h+zGCpbG6OSMPDDp8b3N5gSNt8RsHwIWUyC72ywWWsvV5rYqK30cTpqieU6bGwDqf/wCQ6k9Ag9NTUU9LF3tTPFDHsDmkeGjZOgNn512qtXaivUN8x3CK2pxK7W58mUW91HV11PGCWOcS5h5XudESNHleGk69YIE33/L4LbdZLNb7Tc79dYqcVM1Hb2x80MTiQ1z3SPYxvMWu5Wl23cp0NAlBsyLW+HWa2PPMd9u7FJP3TZn088FTEYpqaZh0+KRh964dPpC8PELiTjeDXKy0F9FwbJeKptLTPhpHvj53H+U/w+flG3H0AoNyWOrbFZK67Ul2rbPb6m40exS1UtMx80G/HkeRtv8AUVqFm4q2u50XM3Hcmo7jJcJbfS2qsoBDV1T42h73sa53L3Ya4Evc4AeBOyAfTjXEe3X6qvtqp7NeIMgsboxW2WoZEyqDX9WPYe87t7COocH6+kbDap7taoLjFbZ7lRxVsw3FTPna2V/4mk7P9QXtVdOANJauIOJTXHNMSqa2oGTVl19tqh0TWQzxTHuxztk7wcjWhmtcum68FIl14wY/aqOgvNdar5DjNfOyCnvxp2ewyXnTHkc/etjd6JCzlOwd6IJCR0Uf5NxaxuxZm/D5aC/Vl69gProqaktz3moY065Yt67xx6610HK7ZGl6KHiRb7jbLTLbbFfam53SjNbHaDTsiq4YQ7lL5RI9rIxzdBt3nH3u9HQbwijum4wYrPgt6yw094jisM8lPdqF1GTV0UkfV7ZGNJAAHXmBLfnXjZxuxjv8ekmtGR09qyCSGCivEtCG0XfytBZE5/Nzb665g0t2DpxAJQSguqrqaekppKmrniggjbzSSSvDWtHrJPQBYC+5fR26/wAWO0dDW3e9SU/so0VGGc0UO+USSPe5rGAuBA27biDoHR1pWRcReHGW8I8juN/t1zq7HRTSUF8tzqN5qKaWMguZIIz5uiAecO5fDqglhjmvYHscHNcNgg7BC5Wjy5xiuN4LitdDBUQ0l5bR0dkt8UYM0rpWN7mEAnlBDdbJdoa8V78Uza333JLvjT6Ottt6tLYpKqkqms2Y5QSyRj2Oc17TojodgjRAQbSiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKmccYLpVds6y0tkdK26TYXWR0Rik7t4mNPWhnK7Y5Tza0djSjT3Ne2F/SGXf/ZWz79TLm3+cFwj/d2T/gq1ZlBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+RBQH3Ne2F/SGXf/AGVs+/T3Ne2F/SGXf/ZWz79X+XB8Cg/PvgvkHFuzdpewYbm2V5K6aOs5KuhqLw+ojIMbiA7T3NcPA+lfoKqM3b/OHU/5Rb/cFXmQEREBERAREQEREBERAREQEREBERAXDven8S5XDven8SCAezv/ABheOP5Sov8AhmU/qAOzv/GF44/lKi/4ZlP6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIghrtiRXE8HHV1DTTVUFtutFXV8MTeYvpopQ5/T0gHlcfUBv0LUu03n+F37EOH9baMntVZC7MbbWExVLXGOFveFz3gHbNb682tHY9Csi5rXNLXAEEaIPpWKt+MY3by40GP2mkLphO7uKKNm5QCA86HvtE9fHqUEP5dcKCXtfYAY66meH47XFupm9ebZbrr6QDr16K77LX0J7Z1+gFZTmX8DaePk7xvNzCo2W6346cDr5wpdmsFjmr/AGfNZrdJV8wf376Vhk5h4HmI3tcNx6wtrvZzbLbRVc/ed8KSPn5vHm5tb386CuuNXHBbFxm4i47xQqobRXVd4N1tlZX10lLDU0skbGta1/O1h5eQDr16kfydDo45uwqg7P1KzDrfS2jHpMpopKR4PdxVmpAXzRhx2WdD53gQ0uHm6JsneLDZLy6F13s9uuDoTuI1VKyUxn1t5gdf1L6uVmtFyEYuNroawRAiPv6dknID6uYHSCHe1tL7GxTEsmmpZ7hYLNktNW3dlM5xIpuV7DIC0780vHUHxIXtxWp4K3TL7HXYaLbkV/ZzPp5qOrfUSUEJaRJJIXOPct0dadouLgAN+EuxUdJFRChipYGUoYWCFsYDOU+I5fDXzLzWix2WzwSwWi0W+3xTHmkZS0zImvPrIaBs/jQQRwOraL2LxymNZT903K7nKX963lazu/fE76DoevzLQMbvBxzgbwKzidslTj1gudR7cGAd4KcSmWJsrgP9Dmd/WQPEq2MON4/BHNFDY7ZGydvJK1lJGBI3e9OAHUbG+q76Wz2mlopaGmtlFDSzb72GOnY1j9jR20DR6etBrGO57g2VX6mZjFxt9/qmU7ny1dEWytooT/rJP5Bc4ABm+Y63rTSRD3B/JqKwYJxzv/sWC8x0OVXWrNE17Xioj7tnQ+PmHRBOiNA+OlYe22Wz2ygfb7baqCio5CS+np6dkcbt+O2tAB2vmgsVkt7pHUNot9K6RvI8w0zGFzfUdAbHzIKr5rlNgulj4N3qTL7XVTfhNbqmrpqKRkNBao+R5MXdt6RBm+Xch5jyu8BsC2sE0M9MyohlZJDIwPY9rttc0jYIPq0sWzFsZZbfaxmO2htD3om9jCijEXeDwfycuub59bWXc1rmFjmgtI0QR0IQQR2dqyjOXcZXirpzGMrneT3rdBvJrZ69BsEb+YrSOG9VSf8A5v29h1TT7bbrqw/wjejnTylrfHoTsaHp2PWrN0+OY/TtmbBY7ZE2ZnJKGUkbQ9u96dodRv0FcNxvHm0j6RtitYp3uD3RCjj5HOHgSNaJHrQVfguWNWXiNgN2zuVrMXvWA0VBQ3M1D2U8FVFp7mPkY4AAg+k62R85GX4xWvELvwZ4gnhDbYa+WWnppLrc7dI6aOrEUzXuhEnMe9c2Pnc7lJ5RoHq7SsXPj9hntXtTPZbbLb+bm9ivpWOh36+Qjl/9F7aGkpaGkjpKKmhpqeIcscUMYYxg9QaOgQVp7SfETC8q7ONHW2XILbOaqrt8radlQ0yxhsrHPD2A7aW6IOwNf1hbH2hLta6jOuDNVBcaSSCbJ2TRvEzdPYWABw69Rsgb+cetTFS4vjVLLPLTY9aIJKh7ZJnx0UbTI9p21ziG9SD1BPgu642KyXGoFRcLRb6uYDlEk9MyRwHq24EoIjvWeWeTj1eMTuV0t2KRW21U8klc4xxVl27zzhFHM4bEbN+9btxcTojRXR2LLjbp+FtXQU9bFJVQXmufLTmTc0TXTu5S9p85ux/pdT1Uy1Fks1RcKa41FpoJaylby09Q+mY6SEepjiNtH4l2W61223PqH2+30lG6plM05ghbGZZD4vdoDmcfWeqCv/Fmsx/Hu05bblxC5qfGrxjYt9FcJJpIoKeqjndI5j3sI5QQR4nXVvzkZi4P4aMwDiTX4DTUMsMuP1TbleqacyQTSiB/JF3znESPAcSdE8u2gnZ0pou1stt3o3UV1t9JX0zjt0NTC2VhPztcCF8m0Wo2ptq9rKL2vaAG0vsdndAA7ADNcvj8yCrPECrpW9hPEOeqgG47SwEyt6lsrS4ePiACSPRo+pb3xtr6G39ovg3eK+sp6W3N9tWGrmlayEF1O0NBeTob2NdfSpjfjePvpGUjrHbHU8bi9kRpIyxrj4kDWgTodV2V1islfRQUNdZ7fVUtO4OghmpWPZER4FrSNNI9GkELm522q7aVsmp7hSysmwNwiLZm+eXVXMAOviW9derr4LA1Nfh+P9pbOaDifOy2w3yKirbJcKurkp6eSOOERvj5w5rQQ7w36j6xuwr7BYpK/wBnvs1udV8/P35pWGTm9fNre/nX3ebLZ71FHFeLTQXGON3MxlXTsla0+sBwOig1Tg9FhMdvub+H9rhp7LNVmQ10G+5rp9akkjJJLwNNaXjo47A3olaP2lqqmt/ELhDcq+eKlooMlcJaiZwZHGXRdOZx6Dej4+pThFHHDEyKJjWRsaGta0aDQPAAegLy3e12y8UfsO7W6juFNzB/c1UDZWcw8DyuBGwgg+G5xWbtaRX6vq4nWHK8aZQ2i4d4O4dPDIHGEP8ADbgHOHXzuYa2sbxJsdzyvjjltww0mR9Bw+qrVU1EB811dMZDFT7HQyBpDtfyfN3rYVgrharZcaD2vuFupKuj6D2PPA18fTw80jXRfdtoKG20jaO3UdPR0zN8sMETY2N/E1oACCssWe4lcOxLV2mO9UNPdaLGXWuot0szWVMdRHH3ZYYj53Ujfh4dfQUiucNsybgPnslXFNisVjNmqq1rwYaKplp2saXu8GbdppJ8OU7VjX4zjclfUXB+P2l1ZUsMdRUGjjMkrT4tc7W3A+or31NHSVVE+iqaaGale3kfDJGHMc31Fp6EfMghridRfhJ2jOGDbG9stTYhW191mhdsU1M+NjWNeR4d47bQPE+cfAFaNWmswa0+6hwqyAXHFLpdG+2OHV2pWmolqBG9tMQSWS94T5g9W+oACsxaLRarPTmntFsorfC53MY6WBsTSfXpoA2umHHrBDWsrorJbY6qM8zJ20rA9p1rYcBsdEGS35myNdFV51FUZVW9pGw47Uw1FzrTTsp4opQXSkUxDmDR9Ja5n4+itEQCCCAQfEFY2gsNjt9T7JobPb6WfRHeQ0rGO0fHqACghuny3Hrx2QJpJZoTJ+DTrVLREgzNrWwdyKfu/fd4ZAAG62dg+lYz8AqSrwPhng18yGuxjPrbZn1NnudPKBJBJGImzQaJ/hAA9gLB4hh0dA7nZuPWFt3N4bZLaLkTs1gpWd8TrXv9c3/qu+5Wm13MNFxt1HWBnve/gbJy/i2DpBH3Z+yPK7za7/bMxZb6m52K7Pt0l0oG8sFw5WNPea8A8bDXAdARroQQNf7YNbR0mE4z7KqoIN5bbXDvJA3o2RznHr6AASfxKZqGjpKCkjpKGlhpaeMajihjDGNG99AOgXnudltF0ex9ytdDWuYNNdUU7JC0eocwOkEOdriso2WLAS+rp2A5vbZBzStG2hzyXdT4D0n0Ls4211FFx74MMkrKdjhcLi7TpWg6dTBrT4+kkAeslS1U47YKmOGOpsltmZC3kibJSRuDG+OmgjoPmCVOOWCplZLUWO2TPY1rGOfSRuLWjwAJHQD0BBDFsu1rsvbCys3e4UtAKvF6L2N7IlDO/IkA0zfvjvpobK7+AVXRzcceM8cVXTySOu9G4NZK0kgQuBOgfQQR+PYUzVVntNVcaa5VNroZ62lGqeokp2OlhHqY4jbf6l10FgsdBVeyqGzW6ln0R3sNKxj+vj1ABQQ12Yqz8G6zPsIyWeOkvdFkVVcyKh4Yamln05lQ3fvmnlOyPDY2tbwmzY3Jw84m3HMGPhwjLcvd7BkD+6AiknZFHVscfetMha4O9TAeoVibvYLFeJIpLtZrdcHw/wCKdVUrJSz/AMJcDr+peupo6SppfYlTSwTU/Qd1JGHM6eHQ9EELcK5s3w3ipFw4vl/izKyy2iSut11kaPZ1FG2Rre7nI3zNdsBrj1cW9PAge3ti0tzn4H181uppatlFW0lZWQRt5jJTxTNc/p6QNBx+ZpUrWu0Wq1d77WWyioe9IMnseBsfOR4b5QN6XtIBBBGwfEIK19pziDheRcOcOr7Nk1rq4pcottXqOoa58cTXPLnPaDtnL4Hm1o9PFdE11wuz9pLMo+I1ZDR0GRUtBXWC51FZJBSyxRw929neNc1vjsjZ9frG7CUOMY1QOe6hx+00rpJmzvMNFGwukG9POm9XDZ6+PUr0Xmy2e9QshvFqoLjFG7mYyrp2StafWA4HRQanwfjwdlHdJOH9rhhs81Vzvr6ckw10+tSPY4kmQDQBkHQnYBPKVo/aeq6SnzThCKiqgh5cxgeRJI1um8ut9T4bIG/nCnGGOOGJkMTGxxsaGsa0aDQOgAA8AvDcrHZrnO2e42mgrJWt5WvnpmSOA9QLgeiCDOP9babBxuwbIczjl/BCpt9XbJKwSSNio6l7mPa57mEEBwaB460Cf5K3Lh07hW7MKy44FDbrhVexOS5XqjqTPFGzbSyJ8xcQ5x5d8oJLQzZ103I9bbbfW2826soaWpo3NDTTywtfGWjwHKRrX9S66azWiltXtVTWuhgt+iPYsdOxsOj6OQDl/wDRBXrgVHNkPZUzC149Uxz3GqkvUNOIXgu55C/kHTw2HN1+MLH8M73wGv8Awls9FkjKOS709LDR1lgqamZ9VJVRgM5GUxft5Lm7aGt0Njw0dWUtlmtFre99ttdDROeNONPTsjLh6jygbXzDYbHDeH3mKzW6O5PBD6xtKwTOB8dv1zH6UEKyVdI3ti45DIYKKUYK+M0rp2udE8z7Efj1IAP4wCfBYvOq7Gce7UNa7iQ72HZb9YqaO1XKeokhp45YHv54nPa4Bu+cu87oNjw5lPsuP2KWv9nyWa3Pq+YP791LGZOYenm1vfzrtvFptV5pfYl3ttFcafm5u6qoGys369OBG0EFZp7ncXBTijVcP6Oi9g1NnnFZdqeYugrankeAxsjie9c3m6uaSNvA2TsDAcXK2jHZl4SudWUwDrhYdOMzdENj87rv0Dx9SspLaLVLbWW2W20T6KMAMp3QNMTdeGm60NfiXnkxvHpKaKmksVrfBCXGKN1HGWs346GtDeuukEJUWZWnh52nc3izm4Q2qhyijt9TZ7jVHkp3sgjLHxd4fNaQ5zj10PpG8zxlyLHb52eOINysHsf2tmoZ2sr2NbHDXTFoDnRnp3g3pvP4OIIBOlLFzsVkulHFR3Oz2+tpodd1DUUzJGM10GmuBA18y7a21WytpI6Sst1JUU8Wu7ilga9jdDQ0CNDoggjIM5ose4YcHqIm0QsvLKGBt7ro2TQWvkpmblaXeaJTstaSQB5xOwCF1cMrzj47V2TtpskZcG1mPUcdNUVFW17qyQSEu7o9GvA6/wCLHKNH1FTrPjtgntYtU9jtktvD+f2K+kjMXN6+QjW/n0u5lotLLhDcGWyibWQQ9xDUCnYJI4v9BrtbDfmHRBjsGzHGs3s8l3xa6xXOhjqH0zpo2uaBIzXM3TgD6Qd+BBBHis8vNbqChttOae30VNRwl7nmOCJsbS5x252gANk9SfSvSgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKzZt/nBcH/3dk/4KtWZVZs2/wA4Lg/+7sn/AAVasygIiICIiAiIgIiICIiAiIgIiICIiAh8CiHwKCjN2/zh1P8AlFv9wVeZUZu3+cOp/wAot/uCrzICIiAiIgIiICIiAiIgIiICIiAiIgLh3vT+Jcrh3vT+JBAPZ3/jC8cfylRf8Myn9QD2eQW9ofjgCNH2xoT9LJlPyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgJtCtS4YW64W+13QXDL63JzPdql8U9TA2M07Q/kMDdeLWOa4b9e9ADogxMnES53TMr1jmGYwy9e0LmRXOrqbi2kiZM5vMIY/MeXuA8SQ1oPTay3DTM35jDeRU2CvsVZaLk631FJWuaZA8RRyc3mkt5SJBykEgjR9KiXiFgfEvAeId54ncIpqe7U93LZr3jdT/+EPaOr4j6XeJ0CHAk65geUZOx8c8auPBbLeJ1nspo7zaowy6W6oGpG1YAZE15Gi5hJADuh0CNAjQCdNjetooIuXuuUldjt5xqkyy41fsuIX2kuc9AyiqaZw/hXRMbITE5p1y8vo8eb0zv6EDY9a12K9X93EKawvxeZljZbm1LL37JYWPnL9GDu/fA667+b5wofwTOqu/5JUY1fcsuOOcQ6O9F8lqq9R0tVRio82KBpbyva6AaDge8Ltu3pbHTZDk8XawkxCov0tRYX4pJc4qLuI2NilNS2MecBzO00dNn0lBK8NdRzVtRRQ1UMlTTBhnia8F0fMCW8w9GwCQtZ4j5vFilLBTUFqq8gyCu223WejI72oI8XOcekcTd+dI7oPnJAMVdniyzS8R+Kz5cgvshpskdAeesB70dzyhzzy7JaNa1oDQGui82CZNk947L+VZVW5DXm/2s3M01xYI2zAU5cYmu03TmjXUEdUFhqKSeWjhlqoBTzvja6SIP5wxxHVvN6dHpv0ru8VDdJesvunBbh1fDktFbYKynoanJblUzNhmdA6EOeIjyloe95A6AHr5uiuzhFldzquMGbYdJcLlX2ahpaKutrrjGWzxCVp7xm3APcwkAt5hsdfRpBIPELIKjFcNueRU9pkuvtdTSVMtPHM2JxjY0ucdu6dAD08V9cPsh/CzBbHk/sX2H7a2+Gt7jvOfuu8YHcvNob1vW9BeDjN/kfzT/AHfrv+Xeo/xqXJIezLw9kx2726zRi3Wv21rqyYRdxQ923vnRuc0tEmtAEjps+nSCbAQfBFDXDzLa48fbvhVPc7pcLBJj0N3pTcmO7yOTvu7d3bntD3RuGj52+oOui2jjxmtVgnD6a622OF90qqmC328TAmMTzPDGucB4ho27Xp5delA4vcQ5eH7LDL7QyXKC73antfetqmxiCSV2mkggucNBx6D0a6bWbvF6v9JmljtFFi01daK5k5rrq2pYxtCWN2wFh6v5z06eH0qE+0vjtdaLJgM82UXi6F2aWxlSytcxzJZOZ57xoDR3Z995rdN0fDoCtv4kZBk1o7QXDSyUd9lZZL7JXCroBBGGuMNOXNPPrnPV29b10CDcMtzGS3ZVbcQstFBX3+4Uk9ZHHUVBhhhhi5QXPcGuPnOc1oAafSToBZLBLvd73i9Jcr/js+OXGTnbPb5p2ymItcW9Ht6OB1sHp0IUN5JYJKjtfWyAX++QmoxOpqBJFUta6Ieyh/BsPIdM+br6OqyT8iv2aZHltrt34XxW/H64Wmlmsc1LG8zsia6WWZ0z2lx5ngBoHLpuzsnoE3psKunEHKOMGOdlStyLIqo4/mNrkbFNLFHTy+yo3TMjbJ5vM1hLX/yevMPAbWZza5Zrgz7fXPy+4Xyty+4UVrpaFtHA2O3vcHPmlgDiA48jS1rZD74guLvBBOQIPgU2PWobxuPibb+KVAyko8nnw2upZGXI32qo5JaKoAJjlhLHlxaegLNEDe9erV8Lnz7MqTidSVnEi80X4O5BWUtBPR09PHKe6jBYHnk0Yxrq1oaSS4l3hoLGJv1dVAeM8Uckv3CzhbEKyKmyPNah1LNXiJp7mOAPM8zWEcveObGA0Ecoc/eiBo79bsaza056yehyyWsxSotz2VNNcn9/Uw1YPmSwu5R5pBG2k66HQ69AzmD3m/3mG6Ov+LzY++luM1NStkqWTeyoG65Jxy+9DtnzT6lsWx61DHA3I82v1n4lw1V4jvF3tGR1tutUlXE2GId1EwRNc2MABvMdnXXqVrlxzHIMaqeG04yurvd1ud8p7RkYid31tkfM13eNicGBjXsePNDCCACHbQWKTY9a4eCWEBxadeI9CgHh4/N84u3EmyXHiJeqSGyX6Skop6KCninDRH5oLuQjlGt6a0Enez6EE/7HrRVgtGRcQMo7LcvE2fO7nb71aKKplhjoYYWQzupnuaXThzHGQvDOoBa0b6Dx3u944hXq83PCMat9LchNe8e9vbmbUYm1LY+WNrY43SuDWgvkJLurgGgDxJATQOvgtL4051Jw5wCvy5tkku8VDymaGOpbCWhzg0Hbt9OZw8ASo+t+U8QeHltz28ZXbbtWYnbKEV1iqLtUUxqzJoB1NIYXOJaXu81xGwB1JWu9oC036p7KF1yS8ZXcam51lvpaqugHIKN3eSwuMTIteY1pI5XA83m9SdlBNt0yK/xVmLNtWKTXOju8mrhVMqmsFtjMYcHkEbeCSR014esgLat9OvRQjxLv+TWG/wDCSntN+lpbbeLpTUVdRsgj1Mzuw47eQXDfgQCFseZS3ocQ2Q3fJDbcYltnJb6O2TObcKqtL/PdytaXua1mtBvmgnbvmCS0UZ9mjLLzmHC2C4X+odVXCmrqqhkqHxtY+YRSlrXOa3oHcut69IK+cwyavu3Ga08L7XcZrZF7Uy3q61NPoTviDxFFBG4g8m3Euc4DemgAje0GTs/EGWu4y3Ph1NYpKV1Fahc21rqprxMx0jWNAY0eb4u8Tvp4dVvexvW1XmxD8Fu1bltXX3StuNLR4KypD6ktdKyJs/MWFwA59acQT166JOl0G8cWMs4bW7NsTgyhmT1rIq+kpxLRNtD4nvDu4LHyc5b3Z1znTy4b6b0Asamxre1B+bXzOn8b+H+OUuRVNipcgtVXNXUIghl9iyxwgnldo8zgSQC4uaCAdEdF6OFFyyKDitxC4a3XJ7neqG2QUdTb66r7sVcIqIyXNL2tAdo6IOumkEwUdbR1jqhtLVQzmnlMMwjeHd3IACWnXgQHDp869Gx61Vrgey92vs95zlFpym7U9yoqy8TRuncypYXxkv53Ne3znuLerifSei2XHL5mNl4OW3jNkGa1t0jp8V9kzWT2NGynqZnMBjcXgcwdzEcx6+PTQGkFgNjetooRvEGcR8D2cQ7fmtwdk8VpbenxOaw0Eo7sSvp+41oR8m2hwIf0BLidqS+GWUR5nw+seVRwGnFzoo6h0W9924jzm79IDtjaDYZHFrC4DmIHQb1taNwo4gyZzW5RSTWOS0y4/dXWyVj6lsxke1oLnbaNAbPTqf8A7SwlmvVx4g8TswssV5rrVY8WkhoWx0Egilqqp7C+SR8miQ1nRrWjQJ5id9AIswTK6zhxifG+/wDe+2lyo8vkgp3zsa3vp5CyJjnhuh75wJ1oHR8NoLU7HrRQhUs4rW/LccuOPUmXXGlkq2xZDT3qooG076d2g6aFrJCY3tOyGs6EdOvpmW7xumtdTEJpoC6JwEkLuV7eniD6Cg9Wx60Va8bzPMLr2LKrOKnJbg3I6SnrahlfHyNe50U72tDm8vKRygDWlluImVZrSY9wcrLTk8tHNkNwt1HcGupo3snMsIe57ugd4/yWuaCgn7YRQrjtyyfF+0jHg9bllzyG0XfHn3PVxZFz01QybkPdmNjQGEA+brpv5lLt+bUvstY2krJKKfuXGOeNjXujIG9gOBaf6wg9ux602N62qr2XIOId67J7OKU3EK7wXu301RWRRwQQNhmMdQ8ETAsJk2BoAFoA108Sdlzq+5nY8awPiXFl9wfNdrlbYq+ziOJtvMFUBzMYzl5w5uxp5eT4n1ABYMkDxRRrmst6HEWKG7ZJ7WYtLbCyho7bM5txq67n853K1pe5jWeAb02du36Irr+JGdz9ke95hTZFNSX6yV09Eaw0kRkqGMqWxAvaRytfyP6kDxG0Fnk2PWoP4g12e8PeGmUcRm5ZVX6qfaacwWySjYKehmLmtdMzXnFrWu3p296JcT6PJlE+X2nNuHNLi/EK8T27LO9jrTOyCqc4MgEzaiLnZpjevnAebojQCCeyQPFFDd6ym85PxLybEKCLJhbschpIppLFLTxTSVM8ZkLnySvaQ1reUNa0aJLi7wAWk53kvGfF+z1dLnkFdV2e+Wy8xU1JWFtK+S4UUkzGMdKGcwY8BxB5dHoPxoLNbG9IoPyavy/CuNWAxS5lcLxQ5XUVNJcKCphibTxFkQex8Aa0Oj0SOhc4kDqTsqaLjWQ0FuqK+pdywU8TpZHeprQST9AQY7N73LjmKXO+w299xdQUz6h1OyVsbntY0udpzungCvLwyygZrgFlysUXsEXSlbUinMned2Hb6c2hv6Aonoqm/cQez9e+INfkVxt89ztdfUUdBTOZ7GpadrZWsicwt/hSWt25zuu3Hl5dBYjAcxuVq4T8HMMs0Vc6ryG3SPmkoREaiOnp4i94i71wYHuLmDmJ6N5iBvSCyQIPgiibhoOJNv4lXGguVFfKjCKiiE1JUXqppZKqkqgQHRbieXPjcNkF29Hp+Pf80uV9tVkdV47jbsirxI1raJtbHSktJ6u55PN6er0oPY28Wt1+dYRX05ujKYVbqTnHeiEuLRJy/wCjzAjfrC9yrNT5bxKHaQrK8cJJTdDiUMLrb+ENLtsIq3kTd7707dtvL49N+CsFh9wvV0sMFZkGPusFweXCShNWypMYDiGnvGeadjR6eG9IMFxi4g0vDbDKzJauy3O6Q0rA5zKRg03bg1pe9xAaOYgb6nr4FbRBcIDZmXSpcymg9jiokc93mxt5eYkn1Aen5lF/bF/i25h/s8P/ADES7uPU9VT9mLJZKMuEv4P8pLfHkcxof/8AelyDsHFqd2Cu4iMxaodhzZC/2T7I/wCmGkD+U1Yp+X/F/wArl5+fk87XoUmUNVT11FBW0kzJ6eeNssUrDtr2OG2uB9IIIKjCipaQdkyKlDGexjg4BHo17C2V6OytNU1HZ6wuSqLjILa1g5vHka5zWf8A3oagk1FGGH5NfK7tC51jNVXuktNst1umo6YsaBE+Vri87A2d6HiSvLwRy7Ib5DxHmutRJc32bKq+ioIQxrS2GJrSyIaA31JGzs9fFBLOx61q2SZe2gyu34lbKWKuvtfSzVkcM1R3ETIIy1rnufyuOy5wAa1pJ049ACVBldmGY1XZel4xU2YVtLkrXuqDBGGGjj/6V3PsTuHNI6NIGz55d1310pttFkoIqC1ZZk+rhfLZRSuFzqqZkU8Mcg5pGERgNGh06D0H1lB5+G3EGDLbvkGPVlrms+QY9UMhuFDJK2VoDxzRyRyN1zscBsEgH1gLd1GfBHFKyjqshz++RGG+5fVMq5af+aUrG8tNAfW8MILj/pEj0bMmICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCs2bf5wXB/93ZP+CrVmVWbNQT/AIQXCNDesdk3+ZVqzKAiIgIiICIiAiIgIiICIiAiIgIiICHwKIfAoKM3b/OHU/5Rb/cFXmVGbt/nDqf8ot/uCrzICIiAiIgIiICIiAiIgIiICIiAiIgIfBEQVjpK93Djtv3SO7vfT2fPKKIUczxqM1TWsa1pd6+Zr269crPWrOKNe0JwvpeJuHsp4Zn0d9tbzV2erZoGOcDYaSf5DiG7/ED6FpXBXj62sukmB8VKaPF8xodRO9kHu4azXTma5x0HHx8dHxB9CCf0XDHtewPY4OaRsEdQQuUBERAREQEREBERAREQEREBERAREQEREEbdpLNrlgnCysullDRdaueG30UrxtkEszuUSn0eaNkb6bA2sra7lYcGqsR4dar31Fwp5YqKcwl7JHwR88hlk9D3ec7r4nmWfyzHbJleP1VgyK3Q3G21bQ2aCUHTtHYII6gggEEaII2Fjsbwq12Wppqk1d1uc1HGYqN9xrX1BpmEaIZzekgAFx24jpvW0GrYtQcS8Phu1Ey3WfIrXJc6qe1R+2LqaopYJJnvbE8ujc1zRzdCDto6ddDWDxvgk6owziBR5XW0zLtnlQ+prva8F0FEdkxNj5gC/lceYuIHMfQFNaIIcwSxccae00uJZLd8XjtdIxtO+90L5nXCogb0AawgMZIWjlMhJ14gE9VMTGhrA0b0BobO1yiCEsw4bZTnOH2bH8rorKb1QVcErcmgqXOmgjjmDy6NpYHd65g5SCeTZLt9AFmDhmWntHjiL3Fo9pxYjZe69mv9kaM3e99y91y+jXLzf1qVUQRRw9wvMsT4qZlXRCyz45kVzbc/ZD55PZUTuTTou6DeU9fB3N0HoJOhqdj4XcS7Lg+YcN6Koxp2P3R1fJRXKSWX2Vy1DXaidFy8oPMdF/MdAkgOKsGiCBbxww4h02KcLY7TWY9XXHB5GiahqJJYqSsa2JsTJOblcRIwAkHl6FxI8NHO4bhef2vjneM0ukmOzW++W2mhqxTySh9M+EECONpHng9DzuLfT5o8FLqINa4o2y73zh9fbFY4qN9bc6CeiYaqZ0UcfexuZzkta4nW96A6qK7/AMMuIE/CTh7Y6CSxG74bW0U0lHNUyOori2nYGt5ncgcDvqAWnR+fSnlEEO2bC+IsPHqDiFcDjT6assTbZXQwzTc1IGzd5qPbf4Un/SdyDqenQb2njlgI4kcPKvHI6826t7yOqoasN5hDURu5mEj0jxB+Y7W8oggbOsM4y5/jeOW6+R4Zbqyy3uluMlRFVTzMq3Qh/n8nI3uwSR5myTvxbrrsOf4Zmd84tYFl1HDZHUmL+yXVDZKySOSodPEI3cjRG4NDepG3dfmUsIgiq64jmc/aDt+f09LZjZ6OzSWkwvrnioeHymTvQO6LR/JHLv19ViKzBeJmHcT7/k/Depx64WjJpWVFwtl4llh9j1IGjLG+Nrjo+JHz60dAibEQQ7xe4e5xmXBm6Yl7Z2utvt6mjlqqmaWSnpKUMkY8RwsDXu5AGcvXqSS4nrpZLizw+vef8O7XSRVtNYMps9ZBcbdUxyGaGGpiBA27lBLCCf5Ox06HWjKCII4wyk4t3KopJM8nxu201GRI6CySTPfXSNHTne8ARx787laCXEAEgbBwnDnBc0xuDiM+sprJJNk90qrnRNir5C2MzN5RHITECNDqXNB34aUxIgrzS8E8wbwUw+wQXa2WrMsLrXVdpr4ZHzU0pL3OLXhzGuDXBwBGj730gkKSMHg4pVbm3DOpceo3Usbu4t1lklLKmUjXPNLIOjR10xoI2dknQA35EEHYjwwzejw/idYa2stVuqMwr624UVXRVkkhpnTtDRG8GNp6a6uafSdBYav4a8WLhguA26WmwylqcMulFUwUkFTMI6tsDSzmdJyfwex15WtdvZOx4KxS65KiCOZkL5o2ySb5GFwDna9Q8Sg+YPZIo2d+InVPdjnDCQwv111vrrfrUWcK8NzLFL3n1zuFJZpjkd0fcqSOC4PPdkjlEchMQ1068w3+JSq+eFkscT5WNkk2GNcdF2up0PSuxBA2J8Ls4s/ZmunC2ZthkulVDV08VSyuk7jlqHvcXu3FzAt59aAO9eIX3fuF+ex0GBZPi1dZqHM8StrbZNTzyvlobhT8jWuYXhgc3ZaSOnTm8dgFTsiCMKnDMvzvEr1bOJFdbaFtyt8lFDQWV0kkNPz6PfvfJoyyAhuhoNaAfEu2NIvnD7jJf+CNZwqusmIuZHTwUkF5FVPz1EMcjCzmi7vzHBrBt3M7eug67FhkQQ1n2CZ5fazh1PAzHpH4rXxV1Y51VLCKgtaG8kbe7eR09Lj4ruqsO4iW7jtcc2scmP1ltvFsp6J7bjNKJbb3Wi4RBjfPa47cW7bsnqRrZl9EEXdnXC8swLHbnYMiktM9OLnUVNJUUkjzJO2WQvLntLQGeI80F3p6+vo4n4FlT+J1l4n4DUWx15oaJ9urrfcXujhrqVzuYASNBLHtcSQdEdB6tGWEQQzaOHucV/GW45tkpxyC2XXH22eroKaWaWRjC4uIa8taCfDziBvZ83ps+DhxhnGzBLY3BbZd8TrsapnuZbrvWiY1lLA5xIaYWgNkc3fQFwHz66KdUQRNfsCyiTjHg+VUDqKrteNUVRSzvra9/supM7OV0mhGW7B69SN7OtdF6MOwzKbZx4y/N66K1C032mpaeBkNW988XsdnKHOaYw3zvHQd0+dSiiCBcV4bcRMf4fZtgcMWOVNvus1wdb6x9bKyRwqgQO8YIyGcm9nRdvwGvfLc8NwKqk4E0/DXMoaTTLQLVPJQ1DpGyMDOUSNLmNLXeB0QdEKR0QQ5acP4kU3CiThbUTWaSEUTrXFkAnfzCjI5A403LvvhGeUDn5dgHfoUn4lYbfjGL2zHbWxzKG20sdLAHHbuRjQASfSTrZPrKyiIIcfg2d4dxav2XYJ7SXS05P3UlztlyqpKZ0FQwcoljkax+wQSSCN9fxLB23gjklzxriXYcsutmZT5hcn3GnloI5TJTT8wdG48xA5QWtPL4+Pndek/ogiPCrRxvmo6WwZldcXp6Cl5Y6i6Wx8zq6ujb6AHBrYnOA05/U9TygEgiWpWCSJ0bvBwIP8AWvpEFc7Pwm4nW7g5f+EcVTjAsz46plvuZllNRM2V5kax8fLys6uIc7btDwBPVbBlnDjN7jYuGNBTmwTzYfcKStrJHVUsLZxAzuwyMd28glvXbvAqbEQRbcsMyqq7RFq4gMhtLbPR2V9rfGax/sgl7y8yBvd8ugTrXN11vp4KRr22rdaKplBDFPVOic2KOWUxscSNdXAO0P6ivYiCBce4V5tbOy3VcJ3ixyXWSnnpWVTa2T2PyyyOeXn+C5gRza5dHfrCyGe8Ps4v/CbDcUo4LDFX2SqoJ6uSWvk7l/sQAaYRDzHnI31A186mpEEP1eH8R6LjnWZzZjj1VQXa0wUMsdwqJe8tvdkFwi5G/wAI1x24jbOYnrrQK0wcHuJPuGZbwzdJjUpul0knpa91XLHtj6hsxe9gjdynzQA0E9SevTrZNEEZ8TrpfLPweFvbU2y15RchDabdGSamGaqkIYI27a0nmaH9SNNHnHwWlY3BxE4cxi5VXCnBILVRxiOols9ze2eODY5hEJW9fXybHOQB4qYs8w7Hc4sRsuS28VlIJWzR6e6N8Urd8sjHtIc1w2eoPpWHxfhhjljqoap9VfrzNTvD6c3m8VFa2AjwLGSOLAR6DrY10KDT8swPiFYuLldxD4Z1djqG3unigvVpu75Io5HRDljmY9gJBA6aPz+O+nxxY4ecQ834WV1iqrnZJ77c6unmmHfSw0NFHDIHtjiHI97ySDt7tEk76ANaJqXxPNFBH3k0jI2Agcz3ADr4dSgiviTh2Y5LnnD3I6Gks0UGNVMtVWRTV7+eR0jAwsjIiIOgN7Ot71oKUK6lhraGeiqWc8M8TopG+trgQR9BXftdcs8MT42SSsY6Q6Y1zgC4+oD0oIHxTh7xVxLALxwvt82NXTHpKergtV0qqmWOpp4pQ/UckLWEPILzohwA36daXRPwYzmn4cYG2036yUma4O53tfO2OQ0lRE5oa+KQnzvOAAJA149BvYn988MckcckrGPkJDGudouIGzoHxXYg0bB6TiPXV0NzzyoslvZTsIhttlklkZI8jRkmkk0Tob5WAaBOySQNZ7NXZWyxudhsFmmuveN5W3WWSODk352zG1zt+ros2iCFGWXjezLJMrbjvC0XmShbQPqfbW49adrzIGcvd8vviTvW/nUp4c7Jn2CB2XQ2mG8bd3zLXLJJTgcx5eUyAO97rex47WYRBHfaHxTIs74X3TDsdZbWTXNrGPqK6pfGyINkY/emscXE8uvQtkgsz7vgr8eyWigaypoTRVcMM5kY5jo+R2nFrT1G/QtgRBDMeEZ/FwjdwmZLbTTexTa2X8znYoCeXZg5d9+IvM1zcu/O5v5KlXGbNQY7jtusNsi7qht9NHTU7CdkMY0NGz6ToLIogr/RQ5wztMZ5dsNo7BcKZ8Fvt1e2vrHwupXinbIyXTWOL26e4co0SfSPFZjhtj+T8MavO63Jayzsx6pulXkEt4a88zg+MbYYNeYGlpcTzHegBve1I2O4bYrDlOQZLbYJo7hkEkMle50znNc6Jha3laejehPgszdbfQ3W2VNsuVJDV0VVE6KeCZgcyRjhotIPiCEFbMHw3jHTWehucWNcMr77Km9tfZVfLVR1FRLIS9s0kYBibLojq0eb0APRTBBfMoyvg3PdbLZ7XBkdTSzQx0VdN31IZmSOicOdvv43cri0+DgW76ErG23gbglveIqT8IY7aN8trF/rPYYB/k913mi3/unp8ykqmggpaeOmpoY4IImBkccbQ1rGgaAAHQADppB5ce9s/aGg9uo6WO5+xo/ZjKUkwtl5Rzhm+vLvet+he5EQEREBERAREQEREBERAREQEREBERAREQEPQL4mljhifLK9scbGlznOOg0DxJJ8Aq48YeNN0yq7s4Z8EDFer3WiSG4XONpdDb4+jS5r/e799t3UDXTZI0Hm4YCbiD2x8rzeKYVVjxmkFroKhgBjLy0BzQ4dD1dMd/OFZpaTwT4fUPDTh/RYzSSmomaTNWVThp1RO/q95/8AQD5gFuyAiIgIiICIiAiIgIiICIiAiIgIiICHwKIfAoKM3b/OHU/5Rb/cFXmVGbt/nDqf8ot/uCrzICIiAiIgIiICIiAiIgIiICIiAiIgIiIC1DiPw0wniFbzSZVYKWtdrTKgN5J49eHLIPOA+bevmW3ogrfWdmbIKKR8WHcb80sNATuOldPJK1g9W2ys/wDZebycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95UY9ovCuKHCLEaS/+7rlt59kVYpu59kVEHLtpPNvvnb8PDSvOqxf4RX/ACSWn8rt/u3INY4RcI+KGf8ADqz5f5QOW2/2yiMnsbnqJe704t1zeyBvw9QW1+TlxQ+Ujl35s/7ypC7In8XXEP8AZHf3jlK6Cs3k5cUPlI5d+bP+8p5OXFD5SOXfmz/vKsztEFZvJy4ofKRy782f95TycuKHykcu/Nn/AHlWZRBWbycuKHykcu/Nn/eU8nLih8pHLvzZ/wB5VmUQVm8nLih8pHLvzZ/3lPJy4ofKRy782f8AeVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/AHlWZRBWbycuKHykcu/Nn/eU8nLih8pHLvzZ/wB5VmUQVm8nLih8pHLvzZ/3lPJy4ofKRy782f8AeVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/AHlWZRBWbycuKHykcu/Nn/eU8nLih8pHLvzZ/wB5VmUQVm8nLih8pHLvzZ/3lPJy4ofKRy782f8AeVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/AHlWZRBWbycuKHykcu/Nn/eU8nLih8pHLvzZ/wB5VmUQVm8nLih8pHLvzZ/3lYm99kvLb3W0tbeeOd6uNVSb9jTVVFJI+HfjyOdUEt3oeCteiCqVF2T8woqxlZScdb3BUxgiOZlHKHsB8eV3sjY38yynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8p5OXFD5SOXfmz/vKsyiCs3k5cUPlI5d+bP8AvKeTlxQ+Ujl35s/7yrMogrN5OXFD5SOXfmz/ALynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8p5OXFD5SOXfmz/vKsyiCs3k5cUPlI5d+bP8AvKeTlxQ+Ujl35s/7yrMogrN5OXFD5SOXfmz/ALynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8p5OXFD5SOXfmz/vKsyiCs3k5cUPlI5d+bP8AvKeTlxQ+Ujl35s/7yrMogrN5OXFD5SOXfmz/ALynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8p5OXFD5SOXfmz/vKsyiCs3k5cUPlI5d+bP8AvKeTlxQ+Ujl35s/7yrMogrN5OXFD5SOXfmz/ALynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8p5OXFD5SOXfmz/vKsyiCs3k5cUPlI5d+bP8AvKeTlxQ+Ujl35s/7yrMogrN5OXFD5SOXfmz/ALynk5cUPlI5d+bP+8qzKIKzeTlxQ+Ujl35s/wC8rx3nsu57eaF1Dd+0BkdwpHOa8wVNPNKwuaQ5p5XVBGwQCPUQrSogrM3s48T2tDW9pDLQANABk/T+0rGXzso5lfZKWS9cd77cn0jzJTOqqSWUwuOtuYXVB5T0HUepWsRBVGj7J2X0dZHWUvHS9w1MQIjmZRyB7N+PK72Rsb+ZZXycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFZvJy4ofKRy782f95TycuKHykcu/Nn/eVZlEFcaHsw3C4SNbnXGLM8lpQCHU3sh8THg+IPM9/QjoVNmC4PiWD20W/FbDRWuHlDXuhjHeS68Od5855/GStiRAREQEREBERAREQEREBERAREQEREBERAQ+BRD4FBRm7f5w6n/KLf7gq8yozdv84dT/AJRb/cFXmQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBVi/wAIr/kktP5Xb/duW99pvi7fOEFrtN3osWhvVvrJXwTyvqTF3EgALAdNOw4c35qqB2gu0XWcXMUpLDUYvT2ptPVipEsdWZS7TSNaLR60FyuyJ/F1xD/ZHf3jlv8Am90qbHhl7vVHTipqaC3VFVDCQT3j443Oa3p16kAKi3CftY3DAeH1pxGHDKWuZbojGKh1c5hftxdvl5Drx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" width="643.5"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Pesaje del filtro de muestreo: se seguirá el procedimiento descrito a continuación para realizar el pesaje del filtro tanto antes como después del muestreo.</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">i)</p>
                  </td>
                  <td>
                    <p class="parrafo">Se pesará el filtro dos veces y se consignarán los pesos corregidos en función de la flotabilidad en el archivo de medición de masas.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">ii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Si la diferencia entre la primera y la segunda mediciones es igual o inferior a 10 μg, se utilizará la media aritmética para calcular los pesos Pe(Uncorrected) y Pe (Corrected) de conformidad con la letra h) del presente apartado.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Si la diferencia entre la primera y la segunda mediciones es superior a 10 μg, se realizarán dos pesadas adicionales y se consignarán los pesos corregidos en función de la flotabilidad en el archivo de medición de masas.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">iv)</p>
                  </td>
                  <td>
                    <p class="parrafo">Cuando la diferencia entre los pesos mínimo y máximo de las cuatro mediciones sea igual o inferior a 13 μg, se utilizará la media aritmética de los cuatro pesos para calcular los pesos Pe(Uncorrected) y Pe(Corrected) de conformidad con la letra h) del presente apartado.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">v)</p>
                  </td>
                  <td>
                    <p class="parrafo">Cuando la diferencia entre los pesos mínimo y máximo de las cuatro mediciones sea superior a 13 μg e inferior o igual a 15 μg, se utilizará la mediana de los cuatro valores para calcular los pesos Pe(Uncorrected) y Pe(Corrected) de conformidad con la letra h) del presente apartado. El valor de la mediana es la media aritmética del segundo valor más bajo y el tercer valor más bajo de los cuatro pesos medidos.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">vi)</p>
                  </td>
                  <td>
                    <p class="parrafo">Cuando la diferencia entre los pesos mínimo y máximo de las cuatro mediciones sea superior a 15 μg, la sesión de pesaje quedará invalidada y el filtro se pondrá en cuarentena en la sala de acondicionamiento. El centro de ensayo podrá decidir invalidar el filtro y sustituirlo por otro nuevo para una sesión de pesaje anterior al muestreo, o bien desecharlo y repetir el ensayo de emisiones de los frenos para una sesión de pesaje posterior al muestreo.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">vii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Después de un mínimo de veinticuatro horas, se sacará el filtro de la cuarentena y se pesará dos veces, de conformidad con los incisos i) y ii) del presente apartado.</p>
                  </td>
                </tr>
              </tbody>
            </table>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="4%"/>
                <col width="96%"/>
              </colgroup>
              <tbody>
                <tr>
                  <td>
                    <p class="parrafo">viii)</p>
                  </td>
                  <td>
                    <p class="parrafo">Si la diferencia entre las dos nuevas mediciones es superior a 10 μg, se invalidará el filtro y se desestimará la sesión de pesaje. Se utilizará un filtro nuevo para una sesión de pesaje anterior al muestreo, o se desechará y se repetirá el ensayo de emisiones de los frenos para una sesión de pesaje posterior al muestreo.</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Corrección de flotabilidad: se corregirán los pesos de la muestra y del filtro de referencia en función de su flotabilidad en el aire. La corrección de flotabilidad depende de la densidad del filtro de muestreo, la densidad del aire y la densidad de la pesa de calibración de la balanza. No tiene en cuenta la flotabilidad de las propias partículas depositadas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se utilizarán los siguientes valores para la densidad del material filtrante (pf) cuando esta no se conozca: a) Filtro de fibra de vidrio recubierta de fluorocarburo: 2 300 kg/m3. b) Filtro de membrana de fluorocarburo: 2 144 kg/m3.</p>
    <p class="parrafo">Se utilizará una densidad (pw) de 8 000 kg/m3 en relación con pesas de calibración de acero inoxidable o la densidad conocida en relación con pesas de calibración de distintos materiales. Se seguirá la Recomendación Internacional OIML R 111-1, edición 2004(E) (o equivalente), de la Organización Internacional de Metrología Legal sobre las pesas de calibración.</p>
    <p class="parrafo">Se utilizará la medición de la masa media del filtro sin corrección para calcular la medición de la masa media del filtro con corrección de flotabilidad en el caso de los filtros de PM2,5 y PM10 (antes y después del muestreo) aplicando la ecuación 12.5. Se consignarán los pesos corregidos en función de la flotabilidad en el archivo de medición de masas:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
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" width="391.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.5)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="data:image/jpg;base64,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width="117"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la masa corregida de cada filtro, en mg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
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width="134.1"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la masa sin corrección de cada filtro, en mg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">pa</p>
          </td>
          <td>
            <p class="parrafo">es la densidad del aire en la sala de balanzas conforme a la ecuación 12.6, en kg/m3;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">pw</p>
          </td>
          <td>
            <p class="parrafo">es la densidad de la pesa de la balanza de calibración conforme a la letra e);</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">pf</p>
          </td>
          <td>
            <p class="parrafo">es la densidad del filtro de muestreo (sin usar) conforme a la letra e).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para calcular la densidad del aire, se aplicará la ecuación 12.6 utilizando las condiciones de la sala de balanzas en el momento del pesaje.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="60.300000000000004" src="data:image/jpg;base64,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" width="171"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.6)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">pa</p>
          </td>
          <td>
            <p class="parrafo">es la densidad del aire en la sala de balanzas, en kg/m3;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">pb</p>
          </td>
          <td>
            <p class="parrafo">es la presión atmosférica en la sala de balanzas, en kPa;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Mmix</p>
          </td>
          <td>
            <p class="parrafo">es la masa molar del aire en la sala de balanzas, 28,836 g mol– 1;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">R</p>
          </td>
          <td>
            <p class="parrafo">es la constante de masa molar, 8,3144 J mol–1 K–1;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Ta</p>
          </td>
          <td>
            <p class="parrafo">es la temperatura del aire en la sala de balanzas, en K.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">Carga del filtro: el valor medio de la medición de masa del filtro anterior al muestreo se restará del valor de la medición de masa del filtro posterior al muestreo. Se utilizarán los valores medios de las mediciones de masa del filtro con corrección de flotabilidad calculados en la letra h) del presente apartado. Se calcularán y se consignarán ambas cargas de los filtros de PM2,5 [Pe(2,5)] y PM10 [Pe(10)] en el archivo de medición de masas. Se consignarán las cargas de los filtros de PM2,5 y PM10 como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Condiciones de almacenamiento y transferencia: los filtros ya pesados se mantendrán en cajas diseñadas para alojar filtros del tamaño específico. Se utilizarán fórceps o tenazas de acero inoxidable para manipular los filtros. Se reducirá todo lo posible el movimiento de los filtros dentro de las bolsas o cajas de Petri, así como su transporte. El filtro de muestreo de partículas deberá alojarse con cuidado en el portafiltros. Una manipulación brusca o abrasiva causará errores de pesaje.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.1.5.   </p>
    <p> Cálculo del factor de emisión de PM</p>
    <p class="parrafo">El centro de ensayo consignará las emisiones de PM en valores de masa por distancia recorrida. Se calcularán los factores de emisión de referencia (o iniciales) de PM2,5 y PM10 del freno sometido a ensayo (FEref) aplicando las ecuaciones 12.7 y 12.8, respectivamente.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="83.7" 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" width="389.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.7)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="83.7" 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" width="373.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.8)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">PM2,5 FE ref</p>
          </td>
          <td>
            <p class="parrafo">es el factor de emisión de referencia de PM2,5 para el freno sometido a ensayo en masa por distancia recorrida, en mg/km;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">PM10 FE ref</p>
          </td>
          <td>
            <p class="parrafo">es el factor de emisión de referencia de PM10 para el freno sometido a ensayo en masa por distancia recorrida, en mg/km;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="data:image/jpg;base64,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" width="67.5"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la carga de masa del filtro de PM2,5, en mg, conforme al cuadro A4/11;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="33.300000000000004" src="data:image/jpg;base64,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" width="62.1"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la carga de masa del filtro de PM10, en mg, conforme al cuadro A4/11;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQ</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en el túnel de muestreo, en Nm3/h, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQPM2,5</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en la tobera de muestreo de PM2,5, en Nl/min, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQPM10</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en la tobera de muestreo de PM10, en Nl/min, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">d</p>
          </td>
          <td>
            <p class="parrafo">es la distancia total recorrida durante el ciclo de frenado WLTP, en km, según el cuadro A4/10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán las masas de PM [Pe(10) y Pe(2,5)] como se especifica en el apartado 12.1.4, letra i), después de corregir los valores en función de la flotabilidad como se especifica en el apartado 12.1.4, letra h).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán el caudal medio normalizado en el túnel (NQ), los caudales medios normalizados de muestreo (NQPM2,5 y NQPM10), y la distancia total del ciclo de frenado (d) en el tramo de medición de emisiones a partir de los parámetros consignados en el archivo de tiempos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán los FEref de PM2,5 y PM10 del freno sometido a ensayo aplicando las ecuaciones 12.7 y 12.8, respectivamente. A continuación, se utilizará el coeficiente de reparto de frenado por fricción que figura en el cuadro 4 o que se haya medido con arreglo al anexo 5 del presente Reglamento para calcular los FE de PM2,5 y PM10 finales del freno sometido a ensayo. En caso de que el coeficiente de reparto de frenado por fricción se tome del cuadro 4, se aplicará el coeficiente correspondiente al tipo de electrificación del vehículo cuyos parámetros se hayan utilizado en el ensayo del freno. Se utilizarán las ecuaciones 12.9 y 12.10 para el cálculo de los valores finales de PM2,5 y PM10, respectivamente:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="243"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 12.9)</p>
                  </td>
                </tr>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="233.1"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 12.10)</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se consignarán los FE de PM2,5 y PM10 finales como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.   </p>
    <p> Medición de la concentración del número de partículas suspendidas (PN)</p>
    <p class="parrafo">En el presente apartado se describen las especificaciones para la medición de las emisiones de PN durante un ensayo de emisiones de frenos. Los sistemas de muestreo y medición de PN permiten cuantificar el número de partículas generadas por el freno durante el ensayo. Las emisiones de PN medidas, junto con los parámetros obtenidos del ensayo, proporcionan los factores de emisión del freno sometido a ensayo en número de partículas emitidas por unidad de distancia recorrida.</p>
    <p class="parrafo">Gráfico A4/18</p>
    <p class="parrafo">Configuración indicativa del sistema de muestreo y medición de PN</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="160" 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width="509"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">1 – Plano de muestreo. 2 – Tobera de muestreo. 3 – Sonda de muestreo de PN. 4 – Reservado. 5 – Tubo de transferencia de PN. 6 – Separador ciclónico de PN. 7 – Entrada con filtro HEPA para el aire de dilución. 8 – Etapa de dilución. 9 – Eliminador de partículas volátiles. 10 – Contador del número de partículas suspendidas con controlador de caudal interno y medición de la masa o del flujo volumétrico. 11 – Bomba</p>
    <p class="parrafo">En general, la configuración (piezas y conexiones separadas) debe estar constituida por materiales conductores de electricidad que no reaccionen con las partículas de los frenos y estén conectados eléctricamente a tierra para evitar efectos eléctricos o electrostáticos. El gráfico A4/18 ilustra una configuración indicativa de muestreo y medición de PN. El sistema de ensayo deberá ser capaz de medir el número de partículas suspendidas sólidas con un tamaño nominal de aproximadamente 10 nm de diámetro de movilidad eléctrica o mayor (SPN10). Se indican la ubicación y las dimensiones de los diferentes elementos a título ilustrativo; por lo tanto, no se requiere una conformidad exacta con el gráfico.</p>
    <p class="parrafo">Los sistemas de muestreo y medición de SPN10 constarán de los siguientes elementos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Una sonda de muestreo de PN que extrae una muestra del túnel de muestreo. Las especificaciones de diseño de la sonda de muestreo de PN se describen en el apartado 12.2.1.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">Una tobera de muestreo de PN adecuada instalada en la punta de la sonda de muestreo de PN. Las especificaciones de diseño de la tobera se describen en el apartado 12.2.1.3.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Un PTT adecuado que transfiere aerosol de la salida de la sonda de muestreo a la entrada del preclasificador de PN. Cuando el preclasificador de PN esté montado directamente en la salida de la sonda de muestreo, podrá utilizarse el PTT para transferir las partículas de la salida del preclasificador de PN a la entrada del sistema de eliminación de partículas volátiles. Las especificaciones de diseño del PTT se describen en el apartado 12.2.1.4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Un preclasificador de PN que se aplica para eliminar partículas más grandes. Las especificaciones del preclasificador de PN se describen en el apartado 12.2.2.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">l)</p>
          </td>
          <td>
            <p class="parrafo">Un eliminador de partículas volátiles (VPR) que diluye la muestra y elimina partículas volátiles antes de medir el PN. Las especificaciones de diseño del VPR se describen en el apartado 12.2.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">m)</p>
          </td>
          <td>
            <p class="parrafo">Un conducto de transferencia interna que transfiere el aerosol de la salida del VPR a la entrada del PNC. Las especificaciones de diseño del conducto de transferencia se describen en el apartado 12.2.2.3.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">n)</p>
          </td>
          <td>
            <p class="parrafo">Un PNC que mide la concentración de SPN10. Las especificaciones del PNC se describen en el apartado 12.2.3.1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El muestreo de SPN10 utilizará diferentes sondas, tal como se especifica en el apartado 12.2.1.1, letra a). Podrá utilizarse la misma sonda de muestreo siempre que el separador de caudal aplicado cumpla los requisitos especificados en el apartado 12.2.1.1, letras b) a e).</p>
    <p class="parrafo">12.2.1.   </p>
    <p> </p>
    <p class="parrafo">Extracción de muestras</p>
    <p class="parrafo">12.2.1.1.   </p>
    <p> Plano de muestreo</p>
    <p class="parrafo">El diseño del plano de muestreo se ajustará a las especificaciones descritas en el apartado 7.6. Se aplicarán las siguientes especificaciones adicionales al plano de muestreo para la instalación de las sondas de muestreo de PN:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se aplicará una sonda de muestreo para la medición de las emisiones de SPN10. Los puntos negros del gráfico A4/7 indican las sondas de muestreo de PN.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.1.2.   </p>
    <p> Sondas de muestreo de PN</p>
    <p class="parrafo">Se utilizará una sonda de muestreo de PN adecuada para extraer la muestra desde el túnel hasta la entrada del tubo de transferencia de partículas o del preclasificador de PN. La sonda de muestreo de PN cumplirá los siguientes requisitos de diseño:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán sondas diseñadas adecuadamente para minimizar las pérdidas de partículas desde la boquilla de la tobera hasta la entrada del tubo de transferencia de partículas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán sondas hechas de materiales conductores de electricidad que no reaccionen con las partículas de los frenos. Las sondas estarán conectadas eléctricamente a tierra para evitar efectos eléctricos o electrostáticos. Se utilizarán toberas de acero inoxidable con un acabado electropulido (o equivalente) para conseguir una superficie ultralimpia y ultrafina.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se seleccionarán sondas con un diámetro interior constante (dp) de 10 mm como mínimo y 18 mm como máximo que garantice un flujo laminar (10 mm ≤ dp ≤ 18 mm).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">La longitud total de las sondas desde la boquilla de la tobera de muestreo hasta la entrada del tubo de transferencia de partículas o del preclasificador de PN no será superior a 1 m.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El tiempo de permanencia desde la entrada de la boquilla de la tobera hasta la entrada del tubo de transferencia de partículas o del preclasificador de PN será inferior a 3 segundos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse como máximo un codo de 90° a las sondas siempre que el radio de curvatura rb sea al menos cuatro veces el diámetro interior (4 dp) de las sondas de muestreo de PN.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.1.3.   </p>
    <p> Toberas de muestreo de PN</p>
    <p class="parrafo">Se utilizarán toberas adecuadas para garantizar el muestreo isocinético basado en el flujo de muestreo extraído total y en el caudal medio de aire de refrigeración. El centro de ensayo seleccionará toberas para el muestreo de SPN10 que cumplan los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán toberas de acero inoxidable con un acabado electropulido (o equivalente) en la parte interna para conseguir una superficie ultralimpia y ultrafina.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán las toberas adecuadas para lograr una relación isocinética en el intervalo de 0,6 a 1,5.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se seleccionará el tamaño de la tobera en función del caudal aplicado para mantener la relación isocinética (apartado 12.1.2.4) dentro de las especificaciones definidas en la letra b) del presente apartado. No se utilizarán toberas con un diámetro interior inferior a 4 mm.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Las toberas tendrán un diámetro interior constante a lo largo de una longitud igual, como mínimo, a un diámetro interior o a 10 mm desde la boquilla de la tobera, si este último valor es mayor.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán toberas con boquillas de pared delgada, para minimizar la distorsión del flujo. La relación entre el diámetro exterior y el interior será inferior a 1,1 en la boquilla de la tobera.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Toda variación del diámetro interior de las toberas deberá ser decreciente con un ángulo cónico inferior a 30°.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Se colocarán las toberas con su eje paralelo al del túnel de muestreo, comprobando que el ángulo de aspiración sea inferior o igual a 15°.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo limpiará frecuentemente las toberas siguiendo las especificaciones de su fabricante en cuanto al método y la frecuencia. Si no se facilitan tales especificaciones, se limpiarán las toberas antes de cada ensayo de emisiones de los frenos siguiendo las especificaciones definidas por su fabricante en relación con los medios de limpieza.</p>
    <p class="parrafo">12.2.1.4.   </p>
    <p> Tubo de transferencia de partículas</p>
    <p class="parrafo">Cuando el preclasificador de PN no esté conectado directamente a la salida de la sonda, se utilizará un tubo de transferencia de partículas adecuado (PTT) para transferir aerosol desde la salida de la sonda hasta la entrada del preclasificador de PN. Cuando el preclasificador de PN esté conectado directamente a la salida de la sonda, el PTT se utilizará para transferir aerosol desde la salida del preclasificador de PN hasta la entrada del sistema de acondicionamiento de muestras. En cualquier caso, solo podrá utilizarse un único PTT, y su diseño deberá cumplir los siguientes requisitos para el muestreo de SPN10:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán tubos de transferencia diseñados adecuadamente para minimizar las pérdidas por transporte de partículas entre la salida de la sonda y la entrada del preclasificador de PN o entre la salida del preclasificador de PN y la entrada del sistema de acondicionamiento de muestras.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Cuando se produzca un cambio de diámetro entre la salida de la sonda y la entrada del preclasificador de PN o entre la salida del preclasificador de PN y la entrada del sistema de acondicionamiento de muestras, se utilizarán tubos de transferencia con cambios graduales de diámetro.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán tubos hechos de materiales conductores de electricidad que no reaccionen con los componentes del aerosol de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se seleccionarán tubos de transferencia con un diámetro interior (dtt) de al menos 4 mm que garantice un flujo laminar en todas las condiciones de funcionamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">La relación entre la longitud de los tubos de transferencia y el caudal de muestreo será inferior a 60 000 s/m2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">El tiempo de permanencia de las partículas en el interior de los tubos de transferencia será inferior a 1 segundo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse un codo a los tubos de transferencia siempre que el radio de curvatura rb sea al menos veinticinco veces el diámetro del tubo (25 dtt) del conducto de muestreo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.2.   </p>
    <p> </p>
    <p class="parrafo">Tratamiento y acondicionamiento de muestras</p>
    <p class="parrafo">12.2.2.1.   </p>
    <p> Preclasificador de PN</p>
    <p class="parrafo">El centro de ensayo utilizará un separador ciclónico para proteger el sistema de dilución y el VPR frente a una posible contaminación. El centro velará por que el preclasificador de PN para el muestreo y medición de SPN10 cumpla los siguientes requisitos:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Reservado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Reservado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se colocará el separador ciclónico en la salida de la sonda de muestreo o en la entrada del sistema de acondicionamiento de muestras.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán separadores ciclónicos disponibles en el mercado cuyo punto de corte permita capturar con una eficiencia del 50 % partículas de entre 2,5 μm y 10 μm de diámetro dado el caudal volumétrico de muestreo que pase por el separador ciclónico.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El ciclón deberá alcanzar una eficiencia de penetración mínima del 80 % para partículas de 1,5 μm de diámetro.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">El ciclón estará hecho de materiales conductores de electricidad que no reaccionen con las partículas de los frenos. Estará conectado eléctricamente a tierra para evitar efectos eléctricos o electrostáticos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo inspeccionará y limpiará frecuentemente las paredes interiores de los ciclones, siguiendo las especificaciones de su fabricante en cuanto a frecuencia y medios.</p>
    <p class="parrafo">12.2.2.2.   </p>
    <p> Acondicionamiento de muestras</p>
    <p class="parrafo">El aerosol que entre en el sistema de PN será acondicionado antes de entrar en el PNC. El centro de ensayo garantizará que el sistema de acondicionamiento de muestras cumpla los siguientes requisitos, en función del parámetro medido:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a) a j)</p>
          </td>
          <td>
            <p class="parrafo">Reservado</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">SPN10</p>
    <p class="parrafo">El eliminador de partículas volátiles (VPR) incluirá al menos un diluidor inicial del número de partículas (PND1) y un tubo de evaporación. Podrá instalarse un segundo diluidor (PND2) conectado en serie con el PND1 y el tubo de evaporación. Las siguientes especificaciones se aplican al VPR para acondicionar el aerosol en la medición de SPN10:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Todas las partes del VPR que entren en contacto con la muestra estarán hechas de materiales conductores de electricidad, estarán conectadas a tierra para evitar efectos electrostáticos y estarán diseñadas para minimizar el depósito de partículas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">l)</p>
          </td>
          <td>
            <p class="parrafo">Será capaz de diluir la muestra en una o varias etapas para alcanzar una concentración de PN por debajo del umbral superior del modo de recuento partícula a partícula del PNC. El sistema en su conjunto deberá ser capaz de proporcionar un factor de dilución de al menos 10:1.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">m)</p>
          </td>
          <td>
            <p class="parrafo">Deberá ser capaz de mantener la temperatura del gas por debajo de la temperatura de entrada máxima permitida según las especificaciones del fabricante del PNC.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">n)</p>
          </td>
          <td>
            <p class="parrafo">Podrá incluir una etapa de dilución calefactada inicial que produzca la muestra con una temperatura de pared de entre 150 y 350 °C. El valor de consigna de la temperatura de pared no será superior a la temperatura de la pared del tubo de evaporación. Se suministrará al diluidor aire filtrado a través de un filtro HEPA como mínimo de clase H13 (EN 1822:2008) o eficacia equivalente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">o)</p>
          </td>
          <td>
            <p class="parrafo">Incluirá un tubo de evaporación catalíticamente activo que se controle a una temperatura de pared superior o igual a la del PND1. La temperatura de pared del tubo de evaporación permanecerá a una temperatura de funcionamiento nominal fija de 350 °C.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">p)</p>
          </td>
          <td>
            <p class="parrafo">Controlará las etapas calefactadas a temperaturas de funcionamiento nominales constantes con una tolerancia de ±10 °C. Además, el sistema VPR indicará si las etapas calefactadas se encuentran a la temperatura de funcionamiento correcta.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">q)</p>
          </td>
          <td>
            <p class="parrafo">Alcanzará un PCRF para partículas de 15 nm, 30 nm y 50 nm de diámetro de movilidad eléctrica según el método y los requisitos descritos en el apartado 14.5.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">r)</p>
          </td>
          <td>
            <p class="parrafo">Supervisará la variación del factor de dilución en tiempo real para indicar la media aritmética del PCRF (fr-SPN10) a una frecuencia de 1 Hz. El cálculo de la media aritmética del PCRF se regirá por el método descrito en el apartado 14.5.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">s)</p>
          </td>
          <td>
            <p class="parrafo">Indicará las concentraciones de SPN10 con corrección de PCRF en condiciones estándar con una frecuencia de envío de datos igual o superior a 0,5 Hz.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">t)</p>
          </td>
          <td>
            <p class="parrafo">Alcanzará una vaporización superior al 99,9 % de las partículas de tetracontano (CH3(CH2)38CH3) con un diámetro mediana superior a 50 nm y más de 1 mg/m3 de masa, mediante calentamiento y reducción de las presiones parciales del tetracontano.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">u)</p>
          </td>
          <td>
            <p class="parrafo">Alcanzará una eficiencia de penetración de partículas sólidas de al menos el 70 % en relación con partículas de 100 nm de diámetro de movilidad eléctrica.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">v)</p>
          </td>
          <td>
            <p class="parrafo">Deberá ser capaz de funcionar con presiones de muestreo del orden de 85 a 105 kPa y con diferencias de presión relativas con respecto al ambiente del orden de ± 5 kPa.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.2.3.   </p>
    <p> Conducto de transferencia interna de PN</p>
    <p class="parrafo">Los conductos que transfieran el aerosol del VPR a la entrada del PNC deberán cumplir las especificaciones que se describen a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán conductos de transferencia interna diseñados adecuadamente para minimizar las pérdidas por transporte de partículas entre el VPR y la entrada del PNC.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizarán conductos de transferencia interna hechos de materiales conductores de electricidad que no reaccionen con los componentes del aerosol de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se seleccionarán conductos de transferencia interna con un diámetro interior constante (dtl) de al menos 4 mm que garantice un flujo laminar en todas las condiciones de funcionamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">La longitud total de los conductos de transferencia interna desde la salida del VPR hasta la entrada del PNC no será superior a 1 m.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">El tiempo de permanencia de las partículas en el interior de los conductos de transferencia interna será inferior a 1 segundo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Podrá aplicarse un codo a los conductos de transferencia interna de PN siempre que el radio de curvatura rb sea al menos diez veces el diámetro interior (10 dtl) del conducto de transferencia interna.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.3.   </p>
    <p> </p>
    <p class="parrafo">Medición de partículas suspendidas</p>
    <p class="parrafo">12.2.3.1.   </p>
    <p> Contador del número de partículas suspendidas</p>
    <p class="parrafo">Para medir las concentraciones de SPN10 se aplicarán contadores de número de partículas (PNC). El centro de ensayo garantizará que el PNC cumpla los siguientes requisitos en relación con el SPN10:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Funcionará en condiciones de flujo total.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Tendrá una exactitud de recuento del ± 10 % en el intervalo entre 1 #/cm3 y el umbral superior del modo de recuento partícula a partícula del PNC conforme a una norma concreta.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Tendrá una legibilidad de al menos 0,1 #/cm3 a concentraciones inferiores a 100 #/cm3.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Tendrá una respuesta lineal a las concentraciones de partículas en todo el intervalo de medición en el modo de recuento partícula a partícula.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Tendrá un tiempo de respuesta t90 en el intervalo de concentración medido inferior a 5 segundos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Incorporará un factor de calibración interno obtenido de la calibración lineal con una referencia relacionable que se aplicará para determinar la eficiencia de recuento del PNC. Se consignará la eficiencia de recuento, incluido el factor de calibración, con arreglo a las especificaciones establecidas en el apartado 14.6.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">El material de calibración del PNC será polialfaolefina 4 cSt (aceite para esmerilado), partículas similares al hollín (por ejemplo, partículas de hollín o grafito generadas por llama) o partículas de plata.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">En el recuento de partículas de tamaño nominal de 10 y 15 nm de diámetro de movilidad eléctrica, tendrá eficiencias del (65 ± 15) % y superiores al 90 %, respectivamente. Estas eficiencias de recuento pueden lograrse por medios internos (por ejemplo, control del diseño del instrumento) o externos (por ejemplo, preclasificación de tamaños).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">Si el PNC utiliza un líquido de trabajo, este deberá cambiarse con la frecuencia especificada por el fabricante del instrumento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.3.2.   </p>
    <p> Caudal de muestreo de PN</p>
    <p class="parrafo">El sistema de medición de PN deberá cumplir las siguientes disposiciones para la regulación y medición del caudal de muestreo (es decir, el caudal en la sonda de muestreo de PN):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El método de medición del caudal del sistema de muestreo y medición tendrá un error máximo admisible del ± 5 % del valor medido en todas las condiciones de funcionamiento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará un caudalímetro calibrado para indicar el caudal en condiciones estándar. Cuando el caudalímetro no esté calibrado para indicar valores en condiciones estándar, deberá incluir un sensor de temperatura instalado antes del medidor. Para garantizar una conversión adecuada, el sensor de temperatura deberá tener una exactitud de ± 1,0 °C y las mediciones de presión deberán tener una exactitud de ± 1,0 kPa; esta medición se utilizará para convertir los valores de caudal.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">El caudal de muestreo normalizado real (NQSPN10) no deberá desviarse más del ± 10 % del valor medio del ensayo de que se trate. Se utilizará un dispositivo con una función de control que garantice un caudal estable (por ejemplo, orificio crítico, regulador de presión, controlador de realimentación, u otro elemento).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se registrará el caudal de muestreo normalizado real y se consignará con una frecuencia de 1 Hz en el archivo de tiempos. Se consignarán los caudales de muestreo normalizados reales medios, tal como se especifica en el apartado 13.4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se comprobará que la relación isocinética media durante el tramo de medición de emisiones de un freno específico sea de entre 0,60 y 1,50.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará la ecuación 12.4 para calcular la relación isocinética media de SPN10. Se utilizarán los valores correspondientes a los diámetros interiores de las toberas isocinéticas para el muestreo de SPN10. Se utilizarán los datos del caudal medio normalizado del túnel (NQ) y los caudales medios normalizados de muestreo (NQSPN10) consignados en el archivo de tiempos. Se consignarán los valores calculados como se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">En caso de que no se cumplan el caudal de muestreo o los requisitos isocinéticos establecidos en el presente apartado, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Los dispositivos de muestreo de PN funcionarán de manera continua durante el tramo de medición de emisiones de los frenos. Esto incluye también los tramos de refrigeración entre los trayectos individuales del ciclo de frenado WLTP, en los que el caudal de muestreo de PM no se interrumpirá ni se desviará del conducto de muestreo principal. Los dispositivos de muestreo de PN funcionarán hasta que finalice la verificación de la concentración de fondo posterior al ensayo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.4.   </p>
    <p> Cálculo de las emisiones de PN</p>
    <p class="parrafo">El centro de ensayo consignará las emisiones de PN en número de partículas por distancia recorrida. El factor de emisión de referencia (o inicial) de SPN10 del freno sometido a ensayo (FEref) se calcula aplicando la ecuación 12.12.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.11)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="54.9" 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gIabHwtNNjISlI+SR5IAH9wBrtmTIlPiuzZ0pqPHYQXHXXVhCEJHzKlHwAPvOuIc2JUYrU6BKZkx3khbbrKwtC0n5FKh4I/uNdNZrNHt2lS67cFVh0ymwGlSJUyY+llhhpIypbjiyEpSB5JJAGjFao0qpPUaLVob1Qjx2Zj0VD6VPNsOlaWnVIB7BCy04EqIwS2sAnqcep0uJbUWkhSwD1BOAT9mTrSW23KS1a3QLna3ajsbdXdt80XbvotTlgpgtD+mYy8QBIiODBbdSPJISR2wDKNjN0bg3itiXfc+w5ts0KfOUba+sF9ZlRpgQn05rrBAMf1VdyhByfT6KP9WtVc6NrLP3bt/bqxrupiHYlyX5T6RJfbSESEMriTVDo6B2HVYSvGcEjB8E6gHE+95FRbungNylo8Cu3LY8QIgLqsdL8a56CMFh9KVghSm0+lnJKsFPnu25iEbj7nyOOH0XFgVPbOmR6JXL3olFobU6nNIjKjypkRTj8xSmwCXShp3C/Ku60qz4zq4GznHjbzabZ6DtJGtilTIa4KGq4qRHS+KxKUge0PySsZeU4sqPxjwCAAAABXTh5VJG0PLLerhxSpsp+zLdYjXRa8RxxTiKQxISwt6I2paivp2mNkDyMoWfBUe2x9mS5tfyz3U2PjOpbt+5KVB3KoUBps+lBXIdXEqKUnOEByS0h4IAx2ccUMZObL66pMiPDjuy5T7bLLKFOOOOKCUoSBkqJPgAAZJOtWxOVvG+oOVluBvVaUn6hivzZimakhaCww16r62lDw+G0eV+kV9PAVg+NZO6ORWwlkVJFGvTeiyaBUHI7cpMOqV2NFfLLieyF+m4sK6qHkHGu6z9/tjdwqp9R2HvFZVxVIp7CHS69FkvlP3htCyoj/AJa7a9vrsra11osW5d2rPpVxuLZbRSZtajszFLex6SQypYWSvsnqMecjHz1lr53I2+2ypTNd3Gvig2vTpEgRGZdYqDUNlx8pUoNpW6oArKULPUHOEk/Zrssy/rH3GoouPb+8KLctKLq2BOpE5qWwXE47I9RslPYZGRnxnWWg1Kn1Ntx2nTo8pDTq2HFMupcCHEHC0EpJwoHwR8wfnrxyrqtmDWo1tzLhpjFWmJ7x4LsttEh5Pnyhoq7qHwq8gH5H7te2fUIFKgSKpU5rESHDZXIkSH3AhtppCSpS1KPhKQASSfAA1qz3uuK//qQ2y/VUL/uazVtchdhrzFSNob0WPWxRoLtUqJp1fiyPY4bePUkO9Fno2nIytWAMjJ1hfe64rH5ckNsj/wDKoX/c1KbD3l2j3SflxdtN0LUut6AhDkpui1iPNUwlRISVhpaikEggE/dqZaaaaaa4Jxrzw6nTqguS1BnR5C4bpYkJadSssuAAlCwD8KsEHBwfI145l02zT6zFt2fcNMjVWantGgvS20SHhkjKGyrsofCfkD8j92tBctuTDuztZsfbK3bot23a9fsiWXK3WWzJZo9OjNhTz6YyVJVIkLUpLbDP+scyMKx1Of4mX9uPuFaFwVW97vtS7qZHr0iLblw0JTaFVGnAJKFSo6CRGkJKihbR6qSQQpIwFK3npqtXMSY3Qbr4/wB11BJTTKdupT48p0KSPSVLiSYzJPYj4fUdT2P+UZP2ayvJrfGfsfdm0s6QuqO21W7gm024Y1Opxmuri/Vz60vFtCFultlxKXV+mM9EKzkAg165Dsccd5b72hqPFpVo1vdFV+UyrPVKzg0X4lKbUt2a/UHWE4bb8o/xsLUs4TnCxrB8g9w7Il/SQ7TXxJVMk2vY1KqlJuOcaFNejQpXWegNKwwQs93GwCgKGVA5x519EaRFo7UREujw47DMpCHQWWA13SRlJIAB+R+35Z1W6197tuanzTuelxKpUVOz7To9tR3VUSciO5UodRqjkhgPqZDeUokNHt26nscKPU40lv8A8fLx2d5Y2RuNtNCeO3u7t920L1pcaN3bh1aJU25TM0JQMoS51dJXjqlSn+5/mIxuTn1ZVtz7KtS95sSQ7Vqbetrw4q1TpHoNtuVdjufZwv0SvBUPUKCsJUpIUASNY/lZOFzcqeNWzNwxGKjZ9yVG4KpVqXIClR5z0KCVRkvN56OoQtZX0WCCR5BHjWS4vR4tlcl+Rm0NpUQUuzaHVKBVaZAiIS3BgSZtMQ5KQ0j5t+osBzokBA+wJzgwLlhunyUu8Qdgl8TGXKfe1ztwIT38fU8uV2mwXvbZCA0W8xg9GiqBW4SGw5jyrqDm+KN/b537u7eW51xcc10mg3lVPqhVd/jCHJapUSkNORkxGmEthyQj2wTD6iCEEvZA+EqVcd1xLLanV56oSVHAycDVGL22EvvnPWWd9KhDi2BTrYb/APLeDWaG0/KrCkPoeEusNOpKhCcU2A3F+YSsunzgLtDsVudcW5VryxfFizrQu23pyqRX6W+glhMtCEL9WK98n4ziFoW2sZ8KwfIOtV8wd1rJs+6tp6LXJtQEym3tTLimNxaRMlhinIZmNKkLUy0pISFqAIz285xjzqP82tla9uHalrcotgllvc7bVtFaoshljq5VaYUeo7DWlQClZQpSkIV/tvIxl04j138bri5D/Rt7ebcUaK3Du2k21QazSI87sylE+PGALK+2OhU2462O/gFQJxjI/K/pKbeojLUe56RS6TUrUpECRfNHr1SNKrbc11xTUqPTojrYRLXH9MvKT6iPUQ62G8qOvZxDtqrXryS3O5d3nSnLXO5LaaRZNHqKVRZ06hw0xwagY7h7YcS1FV8spyT/AErSVTyjqVWPpF7lqFOZcdi0DaCm0uoPdcIZlP1d+Qy3k/MqaClAjI+EgkEY1ZjWjebtqX5e/FTcW2NtI8qTcM2lo9CNFcUl2Uyh9pciOnr8SvVYS830H9YWU/5tVRq3KTh3y82Pb4zXsxH26vOXTxS6PTK5SXGItCrbbYbjll9KSltCXcJAJQpTfZCgM4OY+lXg06hbabJy6p7CldNvynNPzVNpAQ0iMv1PjPkI/lgkZx8Iz8hrq567h7B7x7Xwabx/uC2rv3mXXaYLRdtIok1iM63IC1qQ9H+NltLZcJUtQQCQfngiecqdj078jZDaPc14tVeswKymXUEEFyNVmaKFok5bKQvpIT265CVDI+RGIdZe8s/dTi1vXxz5E0OG5urtHalXj1NmoNJeFQbZhO+y1RnugAnIQfUT5yW3AQHBq1MLaS0792cs+057tYpFIjQoEpcW3qrIo6ZA9BPZl0xFNqU0rsSpGQCcH5jWiPozqjCtriJUavJbdMWmXHcMlxLfxrLbTxUQOxypXVP2nz9p1EOOW2lrbw8Nb2323SsylVO8Nw1XJci628yhc5nqXURfZ3zlyKln0E+mhCh0KcjySTY/hZf9z7p8Vdu73vaf9YVqpUbrNlLHxSFtOuM+ovPzWpLYKj9qio4Gcap9s1uTtNsxz85N1ncJxmlwlqiBh5mhyJaWhhLj6j7My56ST4Uoq6hRGSSR4sVx/saibmy9tOWVm2pbNluVu2arFuGBSIfopqjEl1tUTt1SAv01MKWS4M5XgfLVcuOO6eyGyPMfljV90rntq2Y31wyYAmhtDjyUOyVvojtgdnFf4ZKEAlRKPBONWk462BZ90121eWNhWXRrOYvyw2o9Uo0FlCAFrfakR3OzbaEuKCfUQpRSkken88eLIa4zj56itm7r7ZbiT6rSrDv+3rhmUJ30KmxTKi1JchudlJCXUoUSnyhY8/ak/drDbxcg9nNgYVNqO719QrbYq7rjMEyG3XFPrbSFL6paQpWEhScnGB2HnyNau/0kHCn/AH8Un/6+d/2NbL2b5HbLcgU1ZWz99xLkFCLAqBYjvteh63f08+q2jPb0l/LP9PnHjUm3BsWm7jW0/a1Xq1dp8SStBdcotWfp0hSQfKPWYUlYSoEhQBGRqpn0dzVKsyh8i2IrDyKbQ93riQ236q3nEsMNt4T3cUVrV1TjstRUT5JJydR3jHtxae+PFG+t+d1bKpNWubcmZcdaFYkMNrnMsI9RmMmO8ezkUM+gQ2lCgUFPYHJzrGbTUrdfdOy+MXM5+3Je4dZtWj1ejXHT2JDCKjJjuOOx2J0cSFJbcfbLZW4C4lSyoFOPOrIcXbCveg1ndHcm9LPRaR3IuoV2DQlyGnpUSOmI0wFSSyS0l5wtlxSEKX1KiCpRydZG1uRbMTdS49nN4qTFsuuw3JdStyU/LHsFw0NslQksPLwA+03j2hg+UYKxlHke/ZLe6qb5Ve4Ljtu1FR9tohbiW9cElakO199C1iRIYZI8RBhKW3D5WQsjx8pLvPtZb29e21b20uVb7MWrspDcqP4ehyELS4xIaP2ONuoQtP8AdOD4J1+tpnNyHLHpzG79NgM3XALkObIp7gcjTi2ooTMaAALSXkgOemoBSCopOcZMuZYixyosR0N9v6ujfXP/ABwNdnwH/b//AFrnuPuV/wBJ1xlOc/H+R1yVJP2K/I61fvlsRTN+aZT6JXr/ALvoNOp02NUkx6EuI16sqO6HWHVqejOqJQtKVAAhOUjIOurcbYaHuFT7TmPXxcEG77Flrn0G6Gm45ltPraU076rQaDDrbjauq2/TSFAeMec+zZzZam7TuXJXZlzVW6brvOe3Urgr9TaaQ/LdbaS0y2lDKEoaZabSEttgEJBPk51XrdXiPadf3hv/AHIpfHa3qlEothSnKJEcp0dH8Q3VLdefcdJUsgqQlqOgLcQPjkuHJA1tjYfiHsps7bNmvMbaW0u8bdpsZp+4EUxAluzQyEPP+rjt2WouHPzwrzre3ZPywr/pOgUkfYr8jp2T9yvyOuCUn59/+QOueycYwr8jp2TjGFfkdYO8LQoN8WzWLUrsQrh1yBIpspSE4c9F5tTa+qsZB6qOD9mqx8cuF918aqvVNwazvBcO7tXpFsvUG0qRUWxEagxuwd9mZW866GlOKaabCgUISntkEY67f48bT1zbqiVi59w5sWpbiX1UTW7qnRUq9AP9Q2xDYKvi9njMJQyjJ89VrwO+BtvWmeYF/wB27W8fq9ftjNTn6zSKhRHGI0FHd+WhVWiIdjIHVXl1pbjXhJPx+MHzqvHLXcni9yI2OuG16NRIlxbpViIIdAt9dCW3c8WrZw2hTK2vWYLZK+5UQjoFnsUqBMI57sXE9tXsVtU5S7luO8bJrFBqVyqp9BqM5tLbUItvSPaUMFt3+YCSAor8+U6+hNnXRQ72tyHdNuqlKp9QC1sKlQH4TpCVqSezL6EOo8pPhSRkeR4IOq8b+7rWtbnJLaZE+BdT7VrSKw7WJMC1anNjQ0S6b6ccqdYYUhfZagMNlXXz2641rn6R3jbd9ZpauSOxcB1V80WkS6HXYMRgrXW6JKZWw8hTafLrjaHVYGCop8Dy2gatMu97f2p2ooVbvBNVZixYEGKtEOkS58gOeikBPoxmnHP8pBPXAPzI1V36OWo0pzYmpbI3bSLpo1eqNSr0x6HOt2oQusKQ5gLEh1gMBRSvIT3Kv7HB1E9iNw6dx04hXzx33UlT4m4NpGu0mm25IS6qXWESi77CaanqTIaeU4UoUgYCu+QkedWg4l2NWdjeKFjWlfbamKjb9AMipNNMrcXHUsuSFtdEAqWtAc6EJBJUk4ByBqqHHrc23bK5mb/7pXXRr1hWne3sP1JOVZNaWmb6eO/8tEQrTjyPjSnP2Z1t+2N17Lh3ttntfsdSb9pe31hR6zX7gmybdrMaK7CagSEtwAH2EuSVl6UHwjqrBjJCQpRSBqjiNddCpXLbkJW7stu6o9C3UrkFi3H5tnVUMVJCnpCVBZVGwyjDyAS90ThWScAkXGm27K2D48uW7tSYrqrGt4t0oV5bjramorfbDymeqiShChlIHnHjHjVe0cxuQNr8eRyL3A2ltl2j3DQaZKtin0aZIXLcqU6QGWWZCD2JaKVJeBbBVhYbwVgnXXXeTe7l8WVuzaVHp8UuU3biVcFOuyPbNdo8KPJbR0mRFiahC/aAhRcjqbUQeuVgdSNbR4OWZOo+wNi3NcVv2bHqdRtChsQ51DgLZkPUtMNtxhuW44SVuhbrqj1IR2WogAk62LvBTt9ajEprWyFx2XR30uOKqDtyUqTOC0YT6aWksut9fPYqKs/JOMedax/hbn3/AL1dk/0hUf3Wtl7PU3fqms1RvfC5bJrC1qaNNctqkyYPQYV6oeDzrgV/qykpxj4s58Ylt4XbRLFtyZddxuS0U6AEKfVEgSJroClpQOrMdC3V/Eof0pOBknABIpXwQueirqu89kXJRrupErcjcu4K5RW59r1KIJFMkNBSXi84wGWSUJXhLi0qyMYyQDgePW4NK4x8XL/497rzJ8K9bPlVyHR7fkhxUmtR5Xcwfq0dT7Q2+4tSUlA8LKuwT89Wc4Uba3JtFxY272+vCP6FZp1KLsyOUkKjuPvOSPRUD/nQHghX/uSdbu+Q8DVP95tnLk513NUrIvCkVCy9qrGqMqNFnvQGxV6/WW0rZL8b1kK9GC0on4gP/EEY/o8p2rxzuvc6K3UdmN4bQTDuCyI8ZmNXqXB9GjV+nK7IjyY4SOrDoDZS7GH+GoAp+BSQG4PEDZzc28KhfF0fxf8AWdTLan/YbwqkJjKG0tp6ssvpbR8KE56pGTknySdR33BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nUN3H40cKtoI0KZuff1xWuxUVrbiu1TcqsMIeUgAqCSqTgkBSfzGvRt3xX4b7tUZ+4dtLzua5qZHkqhuy6ZuRWH2kvBKVFsqTJx2CVpOP7jUdsvZ36P3cW5mrMsTeCpV6uPhxTdPp+6NWefUG0lSz0TJz8IBJ/wCGtme4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c6e4Lx9/H36/rX7nT3BePv4+/X9a/c674PBHYOnTY8+N/HfqxnUPN978rKk9kkEZBkYIyPkfGrDAY1zrjGhSD9/56AY8aFIJz5/PTQjOgAH3/AJ6Y1zr89R95/M65CQPv/PTqP7/mdYS97UjXzaNXs6ZU6hT49ahuwXpNPdS3IbbcSUr9NakqCVFJIzgkZ8YODqAxuM+3Z2Na4912RWa9asSM1Egmoy0mZBbZ6+zei+0hCkqZKEltflSSB5I8axqeMEGo0S4KTeW7m4dyvVyhOWs3NnVRpD0GkuKBdZaS00lpTrgShLklxC31hI+MY1sLa/b2n7VWJR9vaPWatUaZQYrcCAupvNuvNRm0BDTXdCEdkoSkAEgqwPJOpVpprgjPjQJA8+fz0xrnTXGmPt1zppppppppqNblWFQd0dv7h26udhLtLuOnP06SChKyhLiCkOJCgQFoJC0n7FJSR5Gqo/Rx7iu2vsrd+xm40pMGt7FVifSqop1QITA9R15t7IJJSOr4Bx8kJx89bY4f26zLsOo73VGix4Vc3bqsi7XgIbTLjEB7qinxyUDOExGY61JJP81x1RJKiTvvTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTXzr5PbLbiweaEWj7ZJnRba5K0AW7ej7ba3GWERFtmY6QkdUqVAR6acqBJedORnz9DokZiFFaiRWktMsoS222kYCEgYCQPuAAGu7TTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTXGBnOudNNNNNNNNNNf//Z" width="350.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12.12)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">SPN10 FEref</p>
          </td>
          <td>
            <p class="parrafo">es el número de SPN10 por distancia recorrida para el freno sometido a ensayo, en #/km;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">SPN10 #</p>
          </td>
          <td>
            <p class="parrafo">son las emisiones medias de SPN10 normalizadas y con corrección de PCRF, en #/Ncm3, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">NQ</p>
          </td>
          <td>
            <p class="parrafo">es el caudal de aire medio normalizado en el túnel de muestreo, en Nm3/h, conforme al cuadro A4/10;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">V</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad real media del ciclo de frenado WLTP, en km/h, según el cuadro A4/10.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán las emisiones medias de SPN10 normalizadas y con corrección de PCRF a partir de los parámetros consignados en el archivo de tiempos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se calcularán el caudal medio normalizado en el túnel (NQ) y la velocidad media del ciclo de frenado WLTP (V) en el tramo de medición de emisiones a partir de los parámetros consignados en el archivo de tiempos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará el FEref SPN10 del freno sometido a ensayo aplicando la ecuación 12.12. A continuación, se utilizará el coeficiente de reparto de frenado por fricción que figura en el cuadro 4 o que se haya medido con arreglo al anexo 5 del presente Reglamento para calcular el FE SPN10 final del freno sometido a ensayo. En caso de que el coeficiente de reparto de frenado por fricción se tome del cuadro 4, se aplicará el coeficiente correspondiente al tipo de electrificación del vehículo cuyos parámetros se hayan utilizado en el ensayo del freno. Se utilizará la ecuación 12.14 para el cálculo del SPN10 final:</p>
            <table class="sinbordes" width="100%">
              <colgroup>
                <col width="80%"/>
                <col width="20%"/>
              </colgroup>
              <tbody>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo">Reservado</p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 12.13)</p>
                  </td>
                </tr>
                <tr class="oj-table">
                  <td class="oj-table">
                    <p class="parrafo"> </p>
                    <img class="oj-formula" height="29.7" src="data:image/jpg;base64,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" width="256.5"/>
                    <p class="parrafo"> </p>
                  </td>
                  <td class="oj-table">
                    <p class="parrafo">(Ecuación 12.14)</p>
                  </td>
                </tr>
              </tbody>
            </table>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">FE SPN10 según se especifica en el cuadro A4/14.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">En caso de que las emisiones de SPN10 medidas estén fuera del intervalo de medición especificado del PNC, el ensayo no será válido.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.2.5.   </p>
    <p> Procedimientos de verificación del sistema de PN</p>
    <p class="parrafo">El centro de ensayo aplicará los siguientes procedimientos de comprobación del sistema de PN para verificar que todo el sistema está plenamente operativo:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">El caudal introducido en el PNC tendrá un valor medido con una tolerancia del ± 5 % del caudal nominal del PNC cuando se verifique con un caudalímetro calibrado. Aquí, el término «caudal nominal» se refiere al caudal indicado en la documentación de la última calibración del PNC. El centro de ensayo llevará a cabo esta comprobación mensualmente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Una comprobación del cero del PNC con un filtro de eficacia adecuada en su entrada deberá indicar una concentración de ≤ 0,2 #/cm3. Al retirar el filtro, el PNC deberá mostrar un aumento de la concentración medida, y al volver a colocarlo, deberá regresar a 0,2 #/cm3 o menos. El PNC no comunicará ningún error. El centro de ensayo llevará a cabo esta comprobación en cada ensayo de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">El PNC indicará una concentración medida inferior a 0,5 #/cm3 (sin aplicar ninguna corrección de PCRF) cuando en la entrada del sistema de acondicionamiento de muestras se instale un filtro HEPA como mínimo de clase H13 (EN 1822:2008) o eficacia equivalente. El centro de ensayo realizará esta comprobación antes de cada ensayo de emisiones de los frenos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Antes de iniciar un ensayo de emisiones de frenos, el centro de ensayo confirmará que el sistema de medición indica que el sistema de acondicionamiento de muestras ha alcanzado sus temperaturas de funcionamiento correctas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">12.3.   </p>
    <p> Medición de la pérdida de masa</p>
    <p class="parrafo">La pérdida de masa del freno sometido a ensayo proporciona información útil acerca de si el procedimiento de ensayo en general es fiable y correcto. Puede servir de indicador de posibles problemas durante la ejecución del ensayo de emisiones de los frenos.</p>
    <p class="parrafo">El centro de ensayo medirá la masa inicial y final del conjunto de freno antes y después del ensayo. Es preciso asegurarse de que el conjunto de frenos no sufra perturbaciones durante el ensayo de emisiones de los frenos. Dado que se utilizarán piezas nuevas después del ajuste del aire de refrigeración, la masa inicial corresponde a la masa medida antes de comenzar el tramo de asentamiento y la masa final corresponde a la masa medida después del tramo de medición de emisiones. Todas las mediciones se llevarán a cabo con arreglo al procedimiento siguiente:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se pasará un aspirador para limpiar las piezas antes de efectuar las mediciones con el fin de eliminar cualquier posible contaminación.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se inspeccionarán todas las piezas de freno para detectar rebabas, grietas, cavidades o desprendimientos y se consignarán en su caso. Si no existe ningún problema de este tipo, se procederá a realizar las mediciones iniciales.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se pesará cada pieza por separado con el termopar instalado sin su conector (en el caso de discos y tambores). Se consignará la masa inicial en el archivo de medición de masas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Se pesará el material de fricción del freno —incluidas las cuñas antirruido, los muelles de las cuñas de las pastillas y otros elementos— cuando forme parte del conjunto del producto. Antes del pesaje, se retirará la cinta adhesiva de las pastillas de freno, la grasa, si está presente en los topes del material de fricción, los conectores y otros componentes extraíbles pertinentes. La masa de los componentes extraíbles deberá reflejarse de la misma manera (incluida o excluida) durante las mediciones de masa tanto antes como después del ensayo. Se consignarán las masas iniciales en el archivo de medición de masas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">Se utilizará una báscula de resolución igual o superior a 0,1 g para piezas de menos de 20 kg de peso total. Se utilizarán pesas de calibración certificadas para verificar la estabilidad y el correcto funcionamiento de la balanza periódicamente (cuadro A4/15). La microbalanza deberá cumplir los requisitos de calibración descritos en el apartado 14.4. Se recomienda instalar la báscula en una sala con unas condiciones controladas de (22 ± 2) °C de temperatura del aire y un (45 ± 8) % de humedad relativa, respectivamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">f)</p>
          </td>
          <td>
            <p class="parrafo">Una vez finalizado el ensayo de emisiones de los frenos, se verificará que las piezas de los frenos se enfrían a una temperatura igual o inferior a 30 °C manteniéndolas durante un máximo de 24 horas en una sala con condiciones controladas de temperatura del aire y humedad.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">g)</p>
          </td>
          <td>
            <p class="parrafo">Una vez se hayan enfriado las piezas de los frenos, se limpiarán para eliminar cualquier rastro de grasa o contaminación antes de realizar las mediciones de masa finales.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">h)</p>
          </td>
          <td>
            <p class="parrafo">Se pesarán el disco o tambor de freno y las pastillas o zapatas de freno por separado. Se consignarán las masas finales en el archivo de medición de masas.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">i)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará la pérdida de masa del disco o tambor de freno y de las pastillas o zapatas de freno restando la masa final de la masa total inicial, respectivamente. Se consignará la pérdida de masa de cada pieza en el archivo de medición de masas siguiendo las instrucciones definidas en el cuadro A4/13.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">j)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará la pérdida global de masa del freno sometido a ensayo sumando los valores de las distintas piezas calculados en la letra i) del presente apartado. Se consignará la pérdida global de masa siguiendo las instrucciones definidas en el cuadro A4/13.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k)</p>
          </td>
          <td>
            <p class="parrafo">Se calculará el factor medio de emisión basado en la pérdida de peso dividiendo la pérdida de masa total calculada en la letra j) del presente apartado por la distancia total recorrida durante los tramos de asentamiento y medición de emisiones (es decir, 6 ciclos de frenado WLTP). Se consignará el factor de emisión medio basado en la pérdida de peso siguiendo las instrucciones del cuadro A4/13.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.   </p>
    <p> Productos del ensayo</p>
    <p class="parrafo">En esta sección se describen los cuatro productos principales de un ensayo de emisiones de frenos. Se trata del archivo de actas de ensayo, que es el acta principal del ensayo de emisiones, y sus actas complementarias (es decir, los archivos de eventos, de tiempos y de medición de masas). Dichos productos se resumen a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Archivo de eventos. En el apartado 13.1 se ofrece una descripción detallada de este archivo y de los parámetros requeridos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Archivo de tiempos. En el apartado 13.2 se ofrece una descripción detallada de este archivo y de los parámetros requeridos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Archivo de medición de masas. En el apartado 13.3 se ofrece una descripción detallada de este archivo y de los parámetros requeridos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Archivo de actas de ensayo. En el apartado 13.4 se ofrece una descripción detallada de este archivo y de los parámetros requeridos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Los laboratorios llevarán registros de las mediciones originales, incluida la información pertinente de la estabilización entre ensayos, a fin de demostrar coherencia y poder volver a calcular los resultados de los ensayos a petición de la autoridad responsable.</p>
    <p class="parrafo">13.1.   </p>
    <p> Archivo de eventos</p>
    <p class="parrafo">El centro de ensayo generará un archivo ODS como archivo de eventos para el ensayo de emisiones de los frenos. El archivo se denominará «Test ID_EBF» e incluirá los datos necesarios para cada evento de desaceleración en frenado a lo largo de todo el ensayo de emisiones de los frenos. Este formato de archivo es independiente de la tecnología y el software de control. Cada tramo del ensayo de emisiones de los frenos se consignará en una pestaña distinta, de la forma siguiente:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 1, titulada «Refrigeración», incluirá los datos de los parámetros especificados en el presente apartado durante el tramo de ajuste de la refrigeración. Cuando haya múltiples iteraciones del trayecto #10, solo se consignarán en esta pestaña los datos de la iteración correcta. La pestaña 1 incluirá 114 filas con datos representativos de los 114 eventos de frenado del trayecto #10 del tramo de ajuste de la refrigeración. En el caso de los frenos traseros, se consignarán los datos del ajuste de la refrigeración del freno delantero correspondiente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Las pestañas 2 a 6, tituladas «Asentamiento 1 a 5», incluirán los datos de los parámetros especificados en el presente apartado durante el tramo de asentamiento. Cada pestaña corresponderá a una repetición del ciclo de frenado WLTP. Cada pestaña incluirá 303 filas con datos representativos de los 303 eventos de frenado del ciclo de frenado WLTP para cada repetición del tramo de asentamiento. Las pestañas 2 a 6 no incluirán datos de los tramos de estabilización aplicados entre los 5 ciclos de frenado WLTP.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 7, titulada «Emisiones», incluirá los datos de los parámetros especificados en el presente apartado durante el tramo de medición de emisiones de los frenos. La pestaña 7 no incluirá datos de los tramos de estabilización aplicados entre los trayectos individuales del ciclo de frenado WLTP. La pestaña 7 incluirá 303 filas con datos representativos de los 303 eventos de frenado del ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo muestreará o calculará de forma continua y automática los parámetros enumerados en el cuadro A4/9. Todos los datos del archivo de eventos se calcularán utilizando los datos muestreados en bruto. El cuadro A4/9 presenta detalles relativos a las unidades aplicadas, al número de decimales y a la frecuencia de muestreo de cada parámetro. En el contexto del presente Reglamento, la frecuencia de muestreo es la frecuencia con la que el sistema de automatización toma muestras y registra los diversos parámetros. Si no se presenta el archivo de eventos como se ha descrito, el ensayo no será válido.</p>
    <p class="parrafo">Independientemente de la frecuencia de muestreo, en el archivo de eventos se consignarán los parámetros de cada evento de desaceleración en frenado. Todas las evaluaciones para su uso en el archivo EBF, excepto el cálculo de los valores del trabajo de fricción [véase el apartado 9.4.3, letra h)], se basarán en el evento real de desaceleración en frenado.</p>
    <p class="parrafo">Tanto el tiempo real de inicio como el tiempo real de finalización del evento de desaceleración se determinan sobre la base del par de frenado real rápido. El evento real de frenado comienza en el primer momento en que el par de frenado real supera el 15 % del par de frenado nominal del evento de frenado. El evento real de frenado termina en el primer momento en que el valor real del par de frenado baja del 15 % del par de frenado nominal.</p>
    <p class="parrafo">El par de frenado nominal puede calcularse aplicando la ecuación 13.1.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="82%"/>
        <col width="18%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="59.4" 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ImGSp4/6zhinHhEEUTwiaydrrffYisOSZLwNMtApuOGSCICicqqqvhERP1XX0Bg6AuNmJASIQkK8oqL8lRdfWmmqXFzFj6ZlmXg+PWnVvKDR0r71PKDIEUgq4DaOi8QI0fxuAnAmqoq+U8LxdNNNNNNNNNNNNNNNNNNNNNNNNNUrL2UIuH7Lk31ULRua4YMFSOYzb8IJUiOwLZuG+TZOB+WKAvKiqlyqcIvnjHmMd3lp5exLW8zWLjPI8+g0jj2cEojaSqtw4oO+xNI8vr+kol38p5RUHsSKOvft63UWZuWoVYufH1nXpHpNHMmFl1altxm5cgUVTZY4dJTMfh7c8Iikic88okLYm8ig5Hp92TrWwhmF5yzjSPUIr9riw+cr1QA4rQm+iOPtofqG3yiiCc/NRQu3b5vIsjcvLL3b48yF+EMyHocmuVCjsx6fHkNto4rJueuRd+CDwIrwpjzxzrP2mtUd8GPsxZOrGKIeNMVTLiiWRfFJvWfNCswIgG3FJ1DiAMh0TV1UUSQuOnC8KvPKJLb3qjV6vsZyPUqvb8mh1CTbfqyKa++087FNXm+WyNkibJU/cSVP++tdshnlG4bU2sY7zU3bFOsS4bjt4YMu1npUirpNZhisEXRkiDbbZKao6QdyHnkeeOC/RIKzSHpg0tmqRDlmBPDHF8FcUAc6GSCi88CfwqvHCL4XzrQHEFy5ixJsxuDN9r5DpaQLUuC4Kqzbk6jNpHlxWa1L9pYdldle9Z5SX0zDqgqgD1LlS1v3bdYS4beplfSI7FSpQ2JiMOpw416jYn0JP0JO3C/901Jaaaa4VOU41o1R9od50nf3XLxiU92LiKruQsgPtMkCRX7kjg6y00QqvbsLr70teE45UF58IiZ83V5ByVjiyLfqWL6Y7UqhOuaFBmwoaRjqUiArbzr4QG5JI27JUWkVBVDXqjioPw8prZUd5eYVtKDbtq0+6Jd03FkX+nharFoswK9RKb7AzMVkoDjjceTK6et0P1BAwUS6oSoKQG5S9tyF17Z8yRrxkVu2KPQ6lRiprlXodPjVCtUqoS2GSiyGGHnEZ9F0XE9UeEfEuvUeCRN4bAmz7coMml31lKHc9Vh1RYD09yAxTEF9wGzbjemBdFPq4CpwqqXdNasXnumzBZ+T6/EuiNc1PtemX4xAiV2kW3Fq1ufg4SIzTsWZJZIpMWYXqOIpkvAOKI9E/T3bfIORqVuezLLurOQSY8G7KJSprDlsxmlrBnSGljtCYEqx+iH1Tryi9VJeFJdVSg7vs5T7mtGt02pxbjtq48rlZQz4dCBu359MfddFooUwyCSUloWT5Lo4wXC/Gqjwt/qt9bmb/3D3PYOGMx2i1ardn0q86LOl0BuW04kx8m2o4utny7HcaadP105JF9PhFTnmHwrCyVTd4mcX7kziKw6PWLSp8tp23YyJVG5EBTixRJC5joJPqCKHPYiUl4Ul1mLd7k27cf7eL0yPii7qfErdmgkl5ViNTwIgIUOM4Cl+Wqo4Kqv9w8J486reN73z1bu4K1MVZTvak3E3ctgTbnnhDoYQ24E9mXHb9KOYkpG0gyFD8zkl6oXKKXCbITaXTal0/EKfGk+nz09ZkT68/Pjsi8fJNeZLYtwVRUoNORU8+Ijf/t1JcfprR/IG0S9arvuhX3b0M42LbyiQK3e6MkAtS6lSnvVjMONL4NHHm4jhePiRHuePPbYjc7euQLBxPIrmMYrMu4DqtKhMR1KOjz7b81pp1uOkghaKQTZmjQkqopqidS+WtV65vayrSbOrcGh0e7Cu2qXfblt0yk3TaTVNrNFaqbEglc9Ds3HnkpQpHor3aEiVEPhB+P5zTf25S5MG5zo1wSLitqhU21PxWnzq9btNiVKbHKO+xOpzjDEhwfTMlbMZIoJCimHBL51tRgyXNtTHwwr8yxBuF6A1BUn3aZHpQU5l6M16MckAuhc8oqEq8r3RP21h3Me4TMx7jqxhjHNBuNuk2zbDNSlzbcoUKsTXp0zskdXWpb7Itx2+hKqByRqiipB2FUrdnZT3h39lHGNg1O6KPZL1z2fOrN0Q3aHFmvU56nTBiOrHMXFBTkOK2StmpIyjpp8RAiakG91WWaftptm4JM2gO3vdmS38aw6zPg+hAir+IymBnPsC4iKotRi+ASRFcUefHOpSzaFeVB/1EIka8r8K6njwrJJiQVLZgkzxWIouios/CSE6hGn6ihdVUuOy2zd9lDKdoWPZ10YCvKhNzaxeFOtn05kFufDlnNkJHHu4JITaNuIvPReV5VPCpqSwleuVAzxkfDOQryjXTFtSi2/U4dRGjN091XZgyUeFRaJRUOWEUU+acqnK8c6z/ppppqq5OqWQ6VZU+Ziq26XXboQmG4MKqT1hxF7vALjjroiRILbZG4qCikXTqnlU1r7ZGVt8N33RcdATHGGWgs+uM0Wrn/UdS5UziRpakz/AMdeyejLbT4uvxoSccJyudMeZksfJ9bu23rUlTzn2TVPwesNS6c/EVmT1UkQfVEe4qKcoY8iqKioqoqKt401R7jzJY1q5PtPENZmTmrjvVqW7R2xp75R3kjNE66iyEH0hJAAl6qXPy8fEnN4000000001VMm3hcNj2q7XbXx1W72qIvNtNUmkux2njQl+I1OQ4ACIoiqvlV+SInnlMOf7ls7/wDkgyV/M0b/APp1ccV5iybfdyuUW79tt42JBGK4+lUq1Qp77BOCQojSDHeM+xISqi8cfCvK/LWWZDLUhk2XgQ2zFRIVTnlF8Kn/ANtfnZtsyHL2oUHcxgB9g35eLZ0m4rPhuKSlLhzkRIbQiqIvCvFF5QVXkpC9UVfJcbPqo9s2y9mzb9kqvnKhU+3mMmMTXlBPaekQCqRog+ee3jqiL4YJU8eS3D2x2hUrSwxQ1uOILFw3Csi5q6PHxDUai8Ut8FXlefTJ5Gk8lwLQp2VERdaz/wCjuif7bbuXjz7wqn/+pC1vDLrNJgMPSZ1UiR2ozoMPOOviAtuGooAEqrwhEphwi+V7jx801zVKrTKJTpFXrNRiwIMRtXZEmS8LTTQJ8yMyVBFE/dV41Tvf3g76x2N/kcL7uqlk659qmY7WfsnI2S7Lq1DlEJyISXi3Gbf6qiojnoyAUxRURepKo8oi8comqvc1v7Lrqx5QsY1DI9rt0a1pcefQTj34gTKTIY8MuRpXtKvNqCLwKIfCJwiJ4TirUa2NuNqZjxzd1oZPx5TqNj+g1WEk169GpVTqD810iVl31HFEm+70iSbqmrhOmKIiD25kG8YbD2XHIrN8WoFDky/xGZbn9edqLOmeojiSZEEpKsvOoQivJivKiKqiqicZ8oOW8U3NU2KFbOSbUqlQkdvRhwa1Ffec6ipF1bA1JeBRVXhPCIq69NzZMxzZc1um3fftuUOW60j7bFSqseK4baqqIaC4Yqo8iSc8ccov7aiPf3g76x2N/kcL7unv7wd9Y7G/yOF93T394O+sdjf5HC+7p7+8HfWOxv8AI4X3dce/vBvPPvjsb/I4X3NU3KVe2qZko9Ood+5Rs+XGpNTZrMFY14sxHY81oDFp8HWXxMTD1CIVRfBIi/pqsJauySVaFRs24r9s+4mKxUGKtUJ1avYJlSkzWBEGJCzTkeuLjYAIAQGPUU6pwirz2x7d2T/0Rctg1m+rKr8C9CaO5JNZvFqbOq5tIKMlIluPq8at9A9P4kRvj4UHzzTMp2PtquDCw4cszKVhm3PuSFWZlVrd9BJlx3hcD1qgLhumb8oWm+rYGotqqj2VEThbJLsfZPOuGpXA/k6gda9Vjrtbpg5CUaZV5yuC4DsqGkn0XlAgDqij14AUVCRNSrtI2Xu5YczSl/2Y1c8h+PMkus3m23HlS47Rsx5LscZCNOPNNOvNgZDygun+/KVR3DH+n1IhTKNLuu0n6JJqCVZijHkA0p9PncqpSYjAy0GM6Sr5JvhfmicIqotxtODsusW8mr/tG+LKpVaZpceiA7HvZBaSAw2LbMb0PavR9IBAeodOEVOyfFyuuqqUrZjVspJmOTkCzRuY3okqU8xebbTE2REHrEfkMDIRp5xkVIWyIVUUJfn44pFFsfa9W6rmD3lX/jd63smXDGqJ0WDeoo1IbjN8JJkmLzZes86RmbQqrQoDSJ2VFXV7hwNmkG8qHkKPke2VuK24A0um1BzITrjjMMVVfQXtMVDbVV+ITQkLx254TWSvf3g76x2N/kcL7unv7wd9Y7G/yOF93T394O+sdjf5HC+7rj394N5598djf5HC+5qq5NuvaxmC1XLKyDk2yalRnpMeU5GG7GI/ZxhxHGl7tPiadTES8EnlE1T2LV2Uu2vcNqXPkS07tj3YEdqtSblvgKpMmhHIyjCUh6QrgIyrhq30UeikRJ8Sqq+qiUbZfR6JclDk5Bs6theEP8Orkqu3o3Upk6GiELcY5D8gnEabElQAEkQfmnxKpLRsgY92tObcLxwTjrIuP30u0YzRu3DfftHpG2rDLEhXSdNwliMMMqy0nAr7M02vCKRavt5Qtol+SaLWbgyrazNw0GD+GQ6/Sb1bplSGKvX1GVfjSAImzQV5AuUTuXXhV515qTa+xq36/Qrnt67bIpFRtml/g1Jcp17+yjEhckpMg21KEOpEZGfIqpmqkSkXnXxTbR2KUrHlYxRHuaw3rSrzyyZ1Kl3mkpkn1LsrwetKImXFL4lcbUSUkQueURdeGxrG2ZY/yLFy3SsxwJ93xaYdJ/Fqvkw57z0ZS5QHfWlELiCnAihJwiIi8dkQtVXG2MdqDGNls3J9947cZ/rCoXhApFKvtRh0h9138gWXQfacdMGxEu5p8LhudOE41lO339oVr5DqGVqLkq1WbpqzDcWfUHL8V5ZbTYIDYOg5LJtxBRPh7CvVeVThVVdX7394O+sdjf5HC+7p7+8HfWOxv8jhfd09/eDvrHY3+Rwvu67oWbsNVKbHp1OyzZkqXKdBhhhmvxDcdcJUQQERcVSJVVERETlVXV21xrXSnUXcTYm52vR7TsegVTGGQahHuOr1+XUPTlUp9qnswnowMivZwjSLGJteqinLnYvPwUCwLcyBW9wW6OVaGX3bMSLWaX6ahSockEk/g0VRfkFJA/yhEFHoKB8yVSXhEGqW1uB3I5yqO3uVaN/M2Izl627gerMYaBFmtQpFLQeJcVXhUyR43A/LMuqAnhefiWSy5nTP9o3dcOPKBkOTXatY2Lo1YuB22regklPrrbaunKnlNQWgivgKqjDBK8IkiiHjlYDJWfKxW7i2l5hjWnJvO64sCszqtblr9TfWoy7VakoyIuEnporcpt5UVSIWi5RHF4QpOXuSzXae0GiZdp2UafkO68i1+lUKGTNIhwWbakSyIHowgXQHH2SRW+ZRAHqIJEghyK5ewrkrMkfJV2UrLzFZplmR7di1mnTLyOgwKlEdaJW5ndunPmJxiRQdR40BALsC8+FWOztd2bXtxuILBxLl5miWzkamVeTPJKNDnCy1T22XvXiumBKTjoyBD41JtEQSRFXlFoEfcvmluwTtl27IP9QVTPk7EcS55dOYA4VPbdcUJRRxFGHZHRpWxRREFIxVRLhUK5XLlDMVpbhqzt3bvybVYlbxw/eFKrx0aH+IUSWw6rJAQg2LDzLitqqd2kJDcQeypxrGFrZT3hVDGO3+95GaKY7WcyV5mmy4jtrxFgU+A7EfdR4egi6chG2PV4U0bVwuvHROVzVgDNN2PZdztiXJ13/ikHFUqkyY9fqMaLBVIcuD6xo96IttIgG2Zd1FPhLyvjx59zV45pYyRhu38I5Ui0Sn5EqsikzDKkRagwkcIjkopbRmKkriNAXQe3pkqCpIqc82rbVfF/3HcOWbQvu5XK//AEPeS0Wmz3oDEV5yMsGM+iOIwINkqE8XCoKLxxzrIuUcerk+03rT/ri7bUF55p0qha9T/D56IC89BfQSURJeO3HCqicc8KqLhf8A2RMf+a/cp/8AkV37WrviTboOJbifuFvOOXbvR+IUVYF23UVTiDyQkjgtk2ii4nXhCRfkRIvPOsv604y7tGuC7t9lhZwozLrdoyaWiXmjLoNjKkU50H4Db488uibwRC46kiLCFVUVQFT73X7RLhzJuSxBku2mSGkRyfot9GEgW0eo4f8AIBpwVLs4LpI6wqCKr+YCqooiEO0l71e57ftiTU7OtBbnqzRN+jSxqDUL1kI0Ql9Z34B6iql5+fXhPK60u2W493T7UsX1nHtX29x7heqtxyq6MmHecBkAF5lhtG1Q05VUVlV5+XlNVzMVhbiaZgWo3Lla8G7PrF45jptVm0akrFqcZIkidTGIQG863/8ALJEQkEeBPwriLyqJu/YdNaqdkv21dV4f1+ceTLp1Tm1GmRmUkGLpIbLjDTYsqgf2eB4XryvK8rqiXG/s9tO86Jjyv0nGke57iljBptIGkQ3ZbzxISpy022RNivVfjNBHnxzyqJqWv+2NsmLbZfvG/wCy7CotJjkDavyKDFVTcNeAabAWlN1wl8C2AkRL4RF14MdRNquVRnJZFk2bLkUxW0mwpNqtwpkVHOfTJ2NJYbeAT6l1IgRC6rwq8arYX3sfcup6z26XYZTY9R/B3pCWqP4e3P7IHspT/Z/ZUe7kIemrvbsqDxyvGrRkmm7V8RUyJVsg2ZZFLaqEkYUJkbaZkSZj6+UaYjssm88fHlUACVERVXhPOpXErW3y72/6yxLbtq+vTnziuvw6G3CmwX1D4mnWyaB+O4oGnIGIkomnjhdSuUqfhim0t6+suUa1SiU9sGCqFZp7D5AJHw20KmBEqkZ8C2PKkRcIiqusfY9rWznKVdk2rZtt2Q9XojSvvUedaoU6oCynX832WVHbeVv4x+NBUeV458LrI3uSw39J7N/gIn29Vy/LW2yYxoa3HflmWBRoCujHbckUOJ2feL+xlltGlN50l8C2AkZL4RF148c03azliHNmWHZVlVBaY8kefFdthqLLhuEPYRfjPsA8ypD8Q9wTsPlOU867cmW7txxLaMq8ruxjaYxWCBiPGjW3Felz5ThdWYsZlG+zz7pqgA2PlVX9ERVT3UjG2HTtqkVu7cNWTbUypNxRdgTaZTyKPKf6oMVXEDobnckDgVXsXgefHM57ksN/Sezf4CJ9vT3JYb+k9m/wET7enuSw39J7N/gIn29Pclhv6T2b/ARPt6e5LDf0ns3+Aifb09yWG/pPZv8AARPt6e5LDf0ns3+Aifb09yWG/pPZv8BE+3p7ksN/Sezf4CJ9vT3JYb+k9m/wET7enuSw39J7N/gIn29Pclhv6T2b/ARPt6e5LDf0ns3+Aifb09yWG/pPZv8AARPt681MxLgmtU+PVqPjexJ0KW2jrEmNRoTrToL8iExBUJF/dF416fclhv6T2b/ARPt6e5LDf0ns3+Aifb09yWG/pPZv8BE+3p7ksN/Sezf4CJ9vT3JYb+k9m/wET7enuSw39J7N/gIn29Pclhv6T2b/AAET7enuSw39J7N/gIn29Pclhv6T2b/ARPt6e5LDf0ns3+Aifb09yWG/pPZv8BE+3qPuHD+L6ZQ59QomD7Oq0+NHN2NBGjwmVkuCnKNoZNdRUl8Iq+OVTnhPOonEVK2/5Mtak5HsXG1tRe59ladoEWPOpc1ouHIz4IHLMllwVEx55Eh8KqcKuXNNccIusUXZtbwfedwVa6axZzjVUuBUStyKfVJkFaw0jYt+hNSO6CSmeginpOoQcc+PK8yc7b1huoXHbd2OWHAZqlnRQg0B6KbsZKZHBFRGmAaMQbDhVFRQeFHwvKIia6Ly234av68Tv257PSRWpEJKZNfZnSY4VGEnyjTGmnBblNIvC9HRIeUTx41D25s/222jU6HWLYxNSKZNtuWU+lvRTfAosguvZweHPmqNgK888iIivwpxqWh7Z8EQYl4wGMY0X2S/3CeuSO42TjVScIyNXHAIlHv3Mi7CiKi8Ki+E4jntuGPLasS86HYdkUudU7por1Kd/qSozJbcxr0zFiHIkuE5ICIHfqjba8AKr1HnXlsnani+3qDjgLio4Vq5MbUCHQqXXFefYeaFlpAIm0bcFAQ17cpx8SKiFyialKbtcwLSbcr9owscU9KNdD6S6tCcdfdalSUJDSQSG4vD3YRL1R4PkRXt4TXfbu23DlsQ7hi0+1HH3brhpTq1On1KXNnzoiIojHclvOk+rQivUQQ0RBRE44RNeAdpu39umW9Rm8eRwhWnJOZQmAnSxGmPGQkRx0R38peRRfh4488ccrz8VjbZjWm0rINRsbHlBO5L9pcuJVPxWXLSJV3HQPqE1RIiVvsaopCKkIkSBxzrz2ztVxhDsnGluXlRwuCqYxo8SmUiqG8+w4w402Ak80jZj6ZEoJ5TzwiIqqiauFjYUxnja4a3dVk2w3S6pcjpSKtIbkvks14i7K46JmokfKr8XHKIqoi8Lxq8aaaaaaaarGR8aWNly0J1h5FtyNW6HUOnrxH+yIpASEBiQqhAYkiKhCqKi/Jdd1iWFbGNrbZtW0oLsaA069JL1pLsl5595wnXnnXnSJx11xwzMzMlIiJVVeV1qJuosSyLO3P7ZJ9pWdQ6JJrmQajOqb1Op7MdydIJhpSeeIBRXDVVVVIlVVXU7ubnTbp3k7Y8WuvtNUpqoVa7XweXu3IkwoyqwnRU47gqGoFz4I+eOUTVH3j3tWcW7sbcvq2Xzjz42HbyekEySAcsIkZ+Sw2Z8KvUHgFwfn1LynzXn0UK0YNI/wBIeXAmJDqHtuNJtddP0kUSkSBcmIZIvPLoGY8mvnuHbwvHEPgev3Dk/dXgONc1ZWX/AEft/g3QJzC9RyTPqLTLLzw+E6uqJjyflVEVTxyusnWNKfg/6m+RqRCcViHVcX0uozmW0QRkymZbbTTzn6kYtmQIS+eq8fJE4zTn7BFpZ7tyjUe7ahX4gW5XYdxw1o832d05MYlIQXn4SQkUhTnhRVUIVFU51rHbdZjZW/1L49yXfEk2DMsKz3qdb1Cr0UGKlcSvE+j0tkx7tuRgF1zqIuqXI8oKJ6vG9mtBMhXveF/f6mTNj2vZse5pmLbLKXRo9VnrBplOqEtGTfnPONtvOKix322Q6tKXqkHhBRT1mXazcVjzMqZloL+OVsvKsarwpF7Rm6w9UYtQ7sqsSbFccQeGTbIlQfTbVOU5TymvrNCSby3fYNx/LJpKLQYlcvp9k0UllTIzbcWKicf2q2UsnEXlUX5KnKIqY6363Vm2m5BwdbFt0y0ltqq5NoRQ/aKrLblTqgwaOstSUBhQZjI4nZSH1jVRbJBFR4XcK1Hrqft+G7e0Ckwq2QL7YxSpjkqK2fZeEbddbaM069fKgPlVTjxystpqiX1me0Md3rZdh3EzVkqF+TnadSXo9Pcdi+0AHdQdeT4GyUeyoiryqCSonCKur2ioqIv6LpppprnXGoi6bxtKxqSVfva6aRb9MAxaKbVJzURgTJeBFXHSEUVV+Sc+dUr/AHPba18JuExp/ltP+7qv7lMi31TNuly5KwLOtGrjFoM6q/icqqO+gMNuK44r8QowGj7vw/AKmAKvlTTjha7sFk5Ee2z4/bu6i21Cozdq0r8EeplTfkSpDXpL2KU04w2DJ8dF4A3EVSLynCc7HEQiKkRIiInKqq+ETXmplUptap0WsUaoRp8CayEiNKjPC6y+0aIQGBiqiQqioqKiqiovjXp11yZMaHHdly5DbDDIE4464aCAAicqRKvhEREVVVdfMCfBqkGPU6ZMYlw5bQPx5DDiONvNmiEJgQqqEKoqKiovCoqLru1zrjTnXOuNFRFTj9F1rZhJgrN3cZ3sOnPulR60xQb3CMpcBEmy2nY8ronnn1Sig4Rcp5XhE8crsppppppppppppppppppppppppprhdadbnbZz7f2fMSXTZu3quVOgYsuOVVZU9K/R2VqTbjbYD7M05KE0/tVfzei/9v11L7k8V39elyYT3K2vjKXJuHGdWKbWbWKTFWpuU18ER9tlwHVYdfZUVMW0c6mpKiFzwixFew5dG6PcUWQLnsmuWlYVvWFVLTi/jkRpmZVJ1SBxqQvs6OkXs7bLqKikgKTiKicoirqjUmzc+WrsrqWzBjCFck3t7HLtSJV2lYK35MOS+4ZVBZiuirYow4a9CD1EcQR6LyurhX9uVz4KzJhbNFjWtPvikWJZIY9uJmng3+K+zNsI1GnNMkQo+iKqibYqhCPkULzxcsIY9ve6N0+Q90F1WnU7VpFRoMG0LZptTBtubKitGLsiXIaEzVrl9vq2iqKq2vJCi8amd3tt7halT7LufA93VyA1bVeCdctIorUY5tVpvwqSMjIIAdMOhcMkYiaOF/cQiK4sqOP8nbi95uM82tYyuOyLOxdAlLIk3S0zHk1OS/34Zjxm3DJEHuKq4aoPgv1RELMuMcv5eq24K/sOZNx7SKPS6TFbrNqVSnT/AGgp1KKQbAFJHlfTdIgUuFQOOpoiEg91puSLFvHFu7qn7n7bsCt3nQq5Zj1n16HRG2XJ1OdCQ2/GkgyZgr4H19MkRVUOO3y4TXq21Y3v6RnbMO5S9bVl2lGyI5S4NFoc82ynDDgMI0kmQLZELROcIqNdlIfPPHjn7zQ/IszeLgu+JjHajXDBr1kPSVEkGJLkNtSovJJzyTpRibEVRE8EvPhE1xvSxtfN3O4jyBZVtyrhbxrf9OueqUuB1WfJhNr1c9mA1EHHB556KQ8pzwvjjWNL8zTuRs+pYpsZmmXEzOyrdd1Vl2L7RS2a7DozL6vQKW0U4lhtvKy80hgpEYg2QgqlyqRV9ZR3c0TFtQ6X/Itm7KflGmW5TEqI0KpSTptTNhGGaq1CF1ttxr1l4VtWzMFElT4k1brlzdl7BNZzvS6pelQyA1jzHlKuaknV6fEYP29/2oHFNYbLSKypMgagqcogkiEnz1CXlTb2lXLtOvS6c4TL1cr14NTn2W4UJmnOuPUqQ6L8NGmQdFpsVNsUMjUhcFTXsic7P5Qu1iZj2/IFiZCZp9z2xSnX5DlMciyplLfFhX2kdZdFwQUxH5OB5ElVP0VNZsR5K3FRI+2S578zHMuM8xuyHK3TfwaAxCailSXJccWvTYF4XB6ARl6ioREfCIPVE+FzZmqv7Y8n7oI2WypNWtqqVhaZbMemwnKbT2qbKJhIUpHWvaHHHxDuZq6BJ6oK2Ip8JTFMvzPuUdzVoWhTMsVuybWufFlPyHVqI3SKc7JgPm8DBQ47z8YjBFMkI1d7knxoPXkeuMKLuI3KUHbdjjcpdOW5VZdrmQolvSKGzRafHjyqSM+TEeR4kYU0lOKwpeo2QAKdEQOeyluple7mHLIvmiWZkFmlXdb9DeqRJAciyJ9P4bJxlw47wuIguemqIphwqKXHnhU1mxFkncTFj7ZLnv3Mcy4zzE7IcrdN/BoDEJqKVJclxxa9NgXhcH0wIy9RUIiPhEHqibqT6bTqvF9kqkCPLYJUJWn2hcBVT5LwSKmov+grI/8Ao+ifxzP/ALdQWY7Cl3xhK9sZ2uEKHKuC2alRYCOJ6cdp1+M40326IvUEI054ReE58a1UxLI3FY6wVUElUqq4+axXh92htjcxRhp79xsKZDOZ6E4LjDbbKcunwKo8KdV4PiNZyvni5aNe9h5BqGUscVtccVWtRUnM0aZHkvwCD134FSjsILgGD7QGPRFFHANohVe2vu28i1vCWwGm1ym7hagxcjlhWlKog1OiRJjVFKUHpsxYzUaOBPK76L7Iq8TpArSGS+C7WGyM3Ze/r/IeLsi3dX7QI7cpMu3PxtKO9WYVWmrJEI7XsrZx3QP2UiEXe5DzwSqpJ1qkVvc1f+xm4c237uVqbgVrFVUrD1Jp9Bp0ZQkiy8430kIwhi25HQQdFE7o4pG04CcIme9sdbomP8G0V29c0v1KJTbVoFRku172CFFokWRDFGWheZZZD016qiK6Rn4HkvKc1y/6vm2v7ybcxbZWb6nQLKrFmP3VUY0alU6QYDHlNR0CI87HNR9UnQIicU0QVPp1VR4o9K3G5mkbbMZzZd5tMXLfmUHsfS7qkU+OLsGGNRmsjJFlASOr6hEBoewdO7iL1VeEXszbl/NWLcm37iKgZMrVRht4kqGQqdV3abAcqFEmwDL8slSP6Lkd/wBHqSONdkV5ehj8PEXSLx3TPz9tlFkbh5jlRzZS6jUa88Vu0z0IDDVPYmgkIEjoovCBGCG6rgKZKSgoogayztdzdcdblZvt3K13JMiYrvadTWLgqiRoiDShbQw9oJoG2kVvo4pOqgooknPHCqsdnK68u1Pcdhey8S5wk0K08kUusyqiUKm06c0rEBth4X4brrDi+o6MhB7ERNoKCSDzz2uG0fIF8XzbuQ4l+XC7XJFoZIuK1oU5+Kyy87BhviLHqoyANkaIqopIA88J4/XUFhdx+7N4Odb2p0dFodGh2/ZgzBPsEqfGadkyRBUThPSWWDZjyqoSf9+E2U000000000000000000000000001wqc+F0RETwiImnUee3Cc/voqIqcKnOiIiJwicaKnPhdEEUThEROf21XLdsC3bYuW5Lup7clyrXVIYeqEmTJN4lBhr02WG+y8NsgimQtjwKE66XzNVWxqiKnCpzoiIicInGqZl/FVvZlsSfY1wvSogyFbkQqjCJAmUya0SHHmRnFRfTeacESEk/ZU+Sqmp61YdwwLapkC7qxFq9ZYiNNT50aIsVqU+gohuiypn6aEqKvXsvHPz14L+xtYuUaGNuX9bEKtQGnwlstyAXtHkBz0eZMVQ2nR5Xq4CiQ8+FTVTf2w4DmWnDsefi2hzqLBnOVRuPMaKQRzjT45brjhK49ILleXnCJxeV5LUpS8D4ho13yL+ptg0lm4pkb2OVU0bVZElj00b9J01VVcDoIj1LlPCftqmxdlO2CFU6VV4uJoDcigz/xOkCk2X6NNf7Kf/Ga9X02AU17q02ItqSISj2RFT2UnbxQJORsr3jd9FoEqm5JjUylSabGjmgzIkRpzl2apL+Y+ZyHG168B6LLI+V7LqQTa7t/GPRIo4poAtWyZuUURYJEppGQkSx+C/JVVEV+Dj5JrsuDbLgi6rpfvK4MZ0iZU5khuXNU0NI86Q319N6THEkZkuB1TqboEQ+eFTleZOr4KxHXbzeyHVbCpMi5pEX2J2qq2qSij9Ono+oiovp9fHX5frxz51A/7TtuP4BFtX3OWx+DQZi1CLT/AGP/AI7ElU4V5tvnqB8f+JERfK/vqNTbVbVXy/d993TRKFIolftSFaSU5tpwnJ8YDQ3inEX/AFOPTZabEV4RsT7qXZEGZTa7t/GPRIo4poAtWyZu0URYJEppGSESx+C/JVVEV+Dj5JrKemmoq57XoF525U7SuemNT6RWYrsGfEcVUCQw4KibZcKi8EKqi+fkuqZY+3XC+OpUyZadhw47k2EdMNJDz0sGoJqilDYB8zFiMvUeWGkBv4U+HwmvBRtqu3ug2nXrFp2K6N+AXMrP4pT30ckMvgy4TrDSI6Rem004Zk20HUG1MlER5XXnZ2i7bW3WJT+H6BPmx4pQgqFRbObOJlQUOpynyN4/gVRRSNVQfCcJq42viTGtmWZJx3bFlUmn2xMB5t+jtMJ7GYOj1dD0l5HoSKvIonC8r48rrHd17WcfwsJ3rinE1lW3S1u+GMVwaqkiVF5TgWiNFMnFBgfLLQkIAoAI9B+Vjpm23DsGdRa7KsyDPuChUiNQ41ckh/z1isMo0IK6PXhFFF5FEQVUlXjzr00bbrg+3rMq2O6Ni63otsVxRKoUcIaexyCFeUIml5Hsioi9kRF5RF55ROPJSNseCKLRK7b8TG9MeiXO00xWSnE7MfqLLRdm2n33zN11sPCCBGoiKIKIgoia+mts2BmH6DJZxdQgetYVCiOCySFTRUuyjHXty0nP6DwnHj5eNeeXt5xvblo3tTcZ41tCFUrwp0tiYzNjOewVJ90C49uFtezoERfGqfGoqSIvnXksvazia3LesCHXbYp9fr2PKFColLrsljrLaCO317NkK/loSqSqifoXC86mKbg61Me25ckPBlFoVjVyvMuqlQZp5PNDLJFQZLrCOCjxoq8+SRS4RFXjUxiPFlu4bsOnWJbjkmS1EQ3ZU+YaOS6jMdJTflyXERPUedcIjMv1VePkiJq5aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa/9k=" width="479.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ecuación 13.1</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">τ brake,nom,n</p>
          </td>
          <td>
            <p class="parrafo">es el par de frenado nominal del evento de frenado n, en Nm</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">WL t</p>
          </td>
          <td>
            <p class="parrafo">es la carga de ensayo (o aplicada) por rueda, en kg</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">r R,b</p>
          </td>
          <td>
            <p class="parrafo">es el radio de rodadura dinámico del neumático en el freno b, en mm</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Vset,start,n</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad lineal nominal al inicio del n-ésimo evento de frenado del ciclo de frenado WLTP, en km/h</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Vset,end,n</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad lineal nominal al final del n-ésimo evento de frenado del ciclo de frenado WLTP, en km/h</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t start,nom,n</p>
          </td>
          <td>
            <p class="parrafo">es el tiempo nominal de inicio del n-ésimo evento de frenado del ciclo analizado, en segundos</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t end,nom,n</p>
          </td>
          <td>
            <p class="parrafo">es el tiempo nominal de finalización del n-ésimo evento de frenado del ciclo analizado, en segundos</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El valor de τ brake,nom,n se consignará en el archivo de eventos, tal como se indica en el cuadro 13.1, en la línea correspondiente.</p>
    <p class="parrafo">Algunos de los parámetros consignados en el archivo de eventos se definen por el tiempo real de inicio y finalización del evento de frenado, ya que representan sus valores instantáneos en estos sellos de tiempo (es decir, hora de parada, duración hasta parada, temperatura inicial del freno y temperatura final del freno). El resto de los parámetros se promediará (en función de la distancia o del tiempo) a lo largo del evento de frenado a fin de consignar un valor único por cada parámetro. El promediado de estos parámetros se realizará utilizando los datos de 250 Hz muestreados entre los puntos reales de inicio y finalización del evento de frenado.</p>
    <p class="parrafo">Cuadro A4/9</p>
    <p class="parrafo">Parámetros necesarios para el muestreo y la consignación de datos en el archivo de eventos de un ensayo de emisiones de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="16%"/>
        <col width="12%"/>
        <col width="11%"/>
        <col width="20%"/>
        <col width="12%"/>
        <col width="9%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Mensurando</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Símbolo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Frecuencia de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Columna del archivo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tramo del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Un código de identificación «ABC» de tres dígitos para cada evento de desaceleración. «A» representa el número de serie del ciclo en un ensayo de emisiones de frenos determinado (A = 1 para el ajuste de la refrigeración, A = 2-6 para el asentamiento, A = 7 para la medición de emisiones). «BC» representa el número de serie del trayecto (B = 01-10). No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de parada del trayecto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El número de serie del evento de desaceleración dentro del trayecto individual (puede tomar valores de entre 1 y 114). No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Número de parada del ciclo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El número de serie del evento de desaceleración dentro del ciclo de frenado WLTP (puede tomar valores de entre 1 y 303). No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Duración hasta parada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">tbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">s</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La duración total del evento de desaceleración. Se define por la hora al inicio y la hora al final del evento de desaceleración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">D</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hora de parada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm:ss</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hora al inicio del evento de desaceleración registrado por el dinamómetro de frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">E</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de parada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">aaaa-mm-dd</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha al inicio del evento de desaceleración registrado por el dinamómetro de frenos. Se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">F</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor de consigna inicial de la velocidad de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La velocidad lineal nominal al inicio del evento de desaceleración, tal como se define en el ciclo de frenado WLTP. No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">G</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad inicial real</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La velocidad lineal medida al inicio del evento de desaceleración real en frenado, tal como se define en el apartado 3.4.16 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor de consigna de la velocidad de desaplicación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La velocidad lineal nominal al final del evento de desaceleración (desaplicación del freno), tal como se define en el ciclo de frenado WLTP. No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad de desaplicación real del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">La velocidad lineal medida al final del evento de desaceleración real en frenado (desaplicación del freno), tal como se define en el apartado 3.4.16 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">f</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">rpm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación del freno promediada por tiempo registrada por el dinamómetro de frenos. La velocidad de rotación muestreada durante el evento de frenado a 250 Hz se consignará a nivel de cada evento de frenado como promedio por tiempo. El promediado se realizará entre los momentos reales de inicio y finalización del evento de desaceleración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">K</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor de consigna de la tasa de desaceleración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración nominal del evento, tal como se define en el ciclo de frenado WLTP. No se muestrea, pero se consignará automáticamente a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración calculada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración del evento de frenado de que se trate calculada a partir de los parámetros de las columnas D, H y J.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">M</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de frenado: promediado por distancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado promediado por distancia registrado por el dinamómetro de frenos. El par de frenado muestreado durante el evento de frenado a 250 Hz se consignará a nivel de cada evento de frenado como promedio por distancia. El promediado se realizará entre los momentos reales de inicio y finalización del evento de desaceleración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión de frenado: promediada por distancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión de frenado promediada por distancia registrada por el dinamómetro de frenos. La presión de frenado muestreada durante el evento de frenado a 250 Hz se consignará a nivel de cada evento de frenado como promedio por distancia. El promediado se realizará entre los momentos reales de inicio y finalización del evento de desaceleración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">O</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eficacia del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μ o C*</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de fricción promediado por distancia en función del par de frenado, el radio efectivo del freno y el área del pistón. El coeficiente de fricción calculado a partir de estos parámetros se consignará a nivel de cada evento de frenado como promedio por distancia. El promediado se realizará entre los momentos reales de inicio y finalización del evento de desaceleración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">IBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del freno al inicio del evento de desaceleración, medida como se define en el apartado 3.4.22 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura final del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del freno al final del evento de desaceleración, medida como se define en el apartado 3.4.23 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">R</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura máxima del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">PBT</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura máxima del freno del evento de desaceleración medida como se define en el apartado 8.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Trabajo de fricción específico</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">wf,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trabajo de fricción específico del evento de desaceleración en frenado calculado como se define en el apartado 9.4.3, letra h).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">T</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de frenado nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">τ brake,nom,n</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado nominal del evento de desaceleración en frenado calculado como se define en la ecuación 13.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">U</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración: promediada por distancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración promediada por distancia calculada a nivel de cada evento de frenado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.2.   </p>
    <p> Archivo de tiempos</p>
    <p class="parrafo">El centro de ensayo generará un archivo ODS como archivo de tiempos para el ensayo de emisiones de los frenos. El archivo se denominará «Test ID_TBF» e incluirá información sobre parámetros de ensayo específicos muestreados a lo largo de todo el ensayo de emisiones de los frenos. Cada tramo del ensayo de emisiones de los frenos se consignará en una pestaña distinta, de la forma siguiente:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 1, titulada «Fondo antes del ensayo», incluirá los datos consignados de los parámetros especificados en el presente apartado durante el procedimiento de verificación de la concentración de fondo anterior al ensayo. Aunque el modelo es el mismo que para otros tramos del ensayo de emisiones de los frenos, el centro de ensayo solo podrá consignar los parámetros pertinentes necesarios para el cálculo de las emisiones de fondo, tal como se especifica en el apartado 7.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 2, titulada «Refrigeración», incluirá los datos consignados de los parámetros especificados en el presente apartado durante el tramo de ajuste de la refrigeración. Cuando haya múltiples iteraciones del trayecto #10, solo se consignarán en esta pestaña los datos de la iteración correcta. La pestaña 2 incluirá 5 272 filas con datos representativos de los 5 272 eventos de frenado del trayecto #10 del tramo de ajuste de la refrigeración. En el caso de los frenos traseros, se consignarán los datos del ajuste de la refrigeración del freno delantero correspondiente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Las pestañas 3 a 7, tituladas «Asentamiento 1 a 5», incluirán los datos consignados de los parámetros especificados en el presente apartado durante el tramo de asentamiento. Cada pestaña corresponderá a una repetición del ciclo de frenado WLTP. Las pestañas 3 a 7 no incluirán datos de los tramos de estabilización aplicados entre los trayectos individuales del ciclo de frenado WLTP. Cada pestaña incluirá 15 826 filas con datos representativos de los 15 826 segundos del ciclo de frenado WLTP. Las pestañas 3 a 7 no incluirán datos de los tramos de estabilización aplicados entre los 5 ciclos de frenado WLTP.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 8, titulada «Emisiones», incluirá los datos consignados de los parámetros especificados en el presente apartado durante el tramo de medición de emisiones de los frenos. La pestaña 8 no incluirá datos de los tramos de estabilización aplicados entre los trayectos individuales del ciclo de frenado WLTP. La pestaña 8 incluirá 15 826 filas con datos representativos de los 15 826 eventos de frenado del ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">e)</p>
          </td>
          <td>
            <p class="parrafo">La pestaña 9, titulada «Fondo después del ensayo», incluirá los datos consignados de los parámetros especificados en el presente apartado durante el procedimiento de verificación de la concentración de fondo posterior al ensayo. Aunque el modelo es el mismo que para otros tramos del ensayo de emisiones de los frenos, el centro de ensayo ha de consignar los parámetros pertinentes necesarios para el cálculo de las emisiones de fondo, tal como se especifica en el apartado 7.2.2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo muestreará o calculará de forma continua y automática los parámetros enumerados en el cuadro A4/10. Todos los datos del archivo de tiempos se calcularán utilizando los datos muestreados en bruto. El cuadro A4/10 presenta detalles relativos a las unidades aplicadas, al número de decimales y a la frecuencia de muestreo de cada parámetro. En el contexto del presente Reglamento, la frecuencia de muestreo es la frecuencia con la que el sistema de automatización toma muestras y registra los diversos parámetros. Si no se presenta el archivo de tiempos como se ha descrito. el ensayo no será válido.</p>
    <p class="parrafo">Independientemente de la frecuencia de muestreo, en el archivo de tiempos se consignarán los parámetros a 1 Hz. Por lo tanto, los valores muestreados se promedian para calcular los valores consignados a 1 Hz. El cuadro A4/10 también ofrece una breve descripción de cada parámetro y el símbolo utilizado a lo largo del texto.</p>
    <p class="parrafo">Cuadro A4/10</p>
    <p class="parrafo">Parámetros necesarios para el muestreo y la consignación de datos en el archivo de tiempos de un ensayo de emisiones de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="24%"/>
        <col width="13%"/>
        <col width="10%"/>
        <col width="11%"/>
        <col width="20%"/>
        <col width="13%"/>
        <col width="9%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Mensurando</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Símbolo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Frecuencia de muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Columna del archivo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sello de tiempo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">segundos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sello de tiempo en el ensayo de emisiones de los frenos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Vset</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal nominal en el momento definido en el ciclo de frenado WLTP. No se muestrea, pero se consignará a 1 Hz.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal real</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad lineal real registrada por el dinamómetro de frenos en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Distancia recorrida</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia total recorrida en el ciclo hasta el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">D</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">α</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m/s2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración registrada por el dinamómetro de frenos en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">E</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">τbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de frenado registrado por el dinamómetro de frenos en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">F</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">pbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión de frenado registrada por el dinamómetro de frenos en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">G</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eficacia del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μ o C*</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de fricción instantáneo calculado en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tbrake</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del freno en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración preestablecido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Qset</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración (nominal) preestablecido para el ensayo de emisiones de los frenos de que se trate. No se muestrea, pero se consignará a 1 Hz.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración real</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración medido en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">K</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real normalizado de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">NQ</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración normalizado en condiciones estándar en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">T</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire de refrigeración en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">M</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">RH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire de refrigeración en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad específica del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SH</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica del aire de refrigeración en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">O</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión del aire de refrigeración en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM2,5 preestablecido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">QPM2,5-set</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal (nominal) preestablecido de muestreo de PM2,5 para el ensayo de emisiones de los frenos de que se trate. No se muestrea, pero se consignará a 1 Hz.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real de muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">QPM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM2,5 medido en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">R</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real normalizado de muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">NQPM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM2,5 normalizado en condiciones estándar en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM10 preestablecido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">QPM10-set</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal (nominal) preestablecido de muestreo de PM10 para el ensayo de emisiones de los frenos de que se trate. No se muestrea, pero se consignará a 1 Hz.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">T</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real de muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">QPM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM10 medido en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">U</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real normalizado de muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">NQPM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM10 normalizado en condiciones estándar en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">W</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">X</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de SPN10 preestablecido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">QSPN10-set</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal (nominal) preestablecido de muestreo de SPN10 para el ensayo de emisiones de los frenos de que se trate. No se muestrea, pero se consignará a 1 Hz.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">AA</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudal real normalizado de muestreo de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">NQSPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo relacionado con el SPN10 medido en el momento dado y consignado en condiciones estándar. El centro de ensayo especificará si la frecuencia de muestreo es diferente de la nominal.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">AB</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">SPN10: PCRF medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">fr-SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Media aritmética del factor de reducción de la concentración de partículas suspendidas para la medición del SPN10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">AC</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Concentración de SPN10 normalizada: con corrección de PCRF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">SPN10#</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de SPN10 normalizada en condiciones estándar medida por el PNC con corrección de PCRF en el momento dado.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 Hz</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">AD</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.3.   </p>
    <p> Archivo de medición de masas</p>
    <p class="parrafo">El centro de ensayo generará un archivo ODS como archivo de medición de masas para todo el ensayo. El archivo se denominará «Test ID_MMF» e incluirá información sobre el pesaje de los filtros, tal como se especifica en el apartado 12.1, así como sobre el pesaje de las piezas de freno, tal como se especifica en el apartado 12.3. Los datos de masa de PM se consignarán en una pestaña como se especifica en el cuadro A4/11. La información sobre los filtros de referencia se consignará en una pestaña diferente como se especifica en el cuadro A4/12. Por último, la información relativa a la pérdida de masa de las piezas de freno se consignará en una pestaña separada como se especifica en el cuadro A4/13.</p>
    <p class="parrafo">13.3.1.   </p>
    <p> Datos de medición de PM</p>
    <p class="parrafo">El centro de ensayo consignará y calculará los parámetros relacionados con la medición de la masa de PM que figuran en el cuadro A4/11, que ofrece detalles sobre las unidades aplicadas y el número de decimales de cada parámetro, así como una breve descripción de cada parámetro. Los datos de pesaje de PM se consignarán en la pestaña titulada «masa de PM» del archivo de medición de masas.</p>
    <p class="parrafo">Cuadro A4/11</p>
    <p class="parrafo">Parámetros necesarios relacionados con el procedimiento de medición de la masa de PM para su consignación en el archivo de medición de masas de un ensayo de emisiones de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="25%"/>
        <col width="17%"/>
        <col width="15%"/>
        <col width="32%"/>
        <col width="12%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Mensurando</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Columna del archivo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ID del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Un código único que permite al centro de ensayo identificar el freno sometido a ensayo. Será el mismo que figura en el «ID de ensayo» del cuadro A4/14.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Material filtrante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Especifica el tipo de filtro utilizado para el muestreo de PM con arreglo al apartado 12.1.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Especifica si los datos de entrada se refieren al muestreo y medición de PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Especifica si los datos de entrada se refieren al muestreo y medición de PM10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">D</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">aaaa-mm-dd</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha en la que tiene lugar el pesaje del filtro sin carga.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">E</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hora de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hora en la que tiene lugar el pesaje del filtro sin carga.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">F</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo de estabilización antes del pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de estabilización del filtro sin carga antes de ser pesado y utilizado para el muestreo con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">G</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo transcurrido desde el pesaje hasta el inicio del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo transcurrido desde que se pesa el filtro sin carga hasta que comienza el ensayo de emisiones con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición sin carga 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro sin carga medido en el primer pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición sin carga 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro sin carga medido en el segundo pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición sin carga 3</p>
            <p class="parrafo">(si es necesario)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro sin carga medido en el tercer pesaje con arreglo al apartado 12.1.4 (solo si la desviación entre las dos primeras mediciones es superior a 10 μg).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">K</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición sin carga 4</p>
            <p class="parrafo">(si es necesario)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro sin carga medido en el cuarto pesaje con arreglo al apartado 12.1.4 (solo si la desviación entre las dos primeras mediciones es superior a 10 μg).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor medio sin carga: corregido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El peso medio corregido del filtro sin carga tras aplicar la corrección de flotabilidad con arreglo al apartado 12.1.4. [Pe(Corrected)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">M</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire ambiente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura de la sala de pesaje: se consignará la temperatura media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire ambiente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa de la sala de pesaje: se consignará la humedad relativa media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">O</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">aaaa-mm-dd</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha en la que tiene lugar el pesaje del filtro con carga</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hora de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hora en la que tiene lugar el pesaje del filtro con carga</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo de estabilización antes del pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de estabilización del filtro con carga después del muestreo y antes de ser pesado con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">R</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo transcurrido desde el final del ensayo hasta el pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo transcurrido desde el final de los ensayos de emisiones hasta el pesaje del filtro con carga con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición con carga 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro con carga medido en el primer pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">T</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición con carga 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro con carga medido en el segundo pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">U</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición con carga 3</p>
            <p class="parrafo">(si es necesario)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro con carga medido en el tercer pesaje con arreglo al apartado 12.1.4 (solo si la desviación entre las dos primeras mediciones es superior a 10 μg).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">V</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medición con carga 4</p>
            <p class="parrafo">(si es necesario)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del filtro con carga medido en el cuarto pesaje con arreglo al apartado 12.1.4 (solo si la desviación entre las dos primeras mediciones es superior a 10 μg).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">W</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Valor medio con carga: corregido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">El peso medio corregido del filtro con carga tras aplicar la corrección de flotabilidad con arreglo al apartado 12.1.4. [Pe(Corrected)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">X</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire ambiente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura de la sala de pesaje: se consignará la temperatura media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Y</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire ambiente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa de la sala de pesaje: se consignará la humedad relativa media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Z</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Masa con carga</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Pe(2,5) y Pe(10): Diferencia entre el valor medio corregido del filtro con y sin carga: el valor de la columna M se restará del valor de la columna X.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">AA</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.3.2.   </p>
    <p> Datos de los filtros de referencia</p>
    <p class="parrafo">El centro de ensayo consignará los parámetros relacionados con los filtros de referencia utilizados para la medición de la masa de PM de un freno determinado. En el cuadro A4/12 se ofrece información detallada sobre los parámetros, las unidades aplicadas y el número de decimales de cada parámetro. Los datos del filtro de referencia se consignarán en la pestaña titulada «Filtros de referencia» del archivo de medición de masas.</p>
    <p class="parrafo">Cuadro A4/12</p>
    <p class="parrafo">Parámetros necesarios relacionados con los filtros de referencia utilizados en el procedimiento de medición de la masa de PM para su consignación en el archivo de medición de masas de un ensayo de emisiones de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="19%"/>
        <col width="17%"/>
        <col width="31%"/>
        <col width="13%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Mensurando</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Columna del archivo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ID del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Un código único que permite al centro de ensayo identificar el freno sometido a ensayo: debe ser el mismo que el «ID de ensayo» del cuadro A4/14.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Material filtrante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de filtro utilizado como referencia con arreglo al apartado 12.1.4: deberá ser el mismo que el utilizado en el ensayo de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">aaaa-mm-dd</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha en la que tiene lugar el pesaje de los filtros de referencia. En el caso de que los filtros de referencia no se pesen periódicamente, se consignará la fecha en la que se haya efectuado el pesaje inicial del filtro.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hora de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hora en la que tiene lugar el pesaje del filtro de referencia. En caso de que los filtros de referencia no se pesen periódicamente, se indicará el momento en que se realice el pesaje inicial del filtro.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">D</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del primer filtro de referencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso corregido del primer filtro de referencia medido en las 12 horas siguientes al pesaje de la muestra o al comienzo de la sesión, tal como se define en el apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">E</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Media móvil del primer filtro de referencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Media móvil de los pesos específicos del primer filtro de referencia desde su colocación en la sala de pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">F</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del segundo filtro de referencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso corregido del segundo filtro de referencia medido en las 12 horas siguientes al pesaje de la muestra o al comienzo de la sesión, tal como se define en el apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">G</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Media móvil del segundo filtro de referencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Media móvil de los pesos específicos del segundo filtro de referencia desde su colocación en la sala de pesaje con arreglo al apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diferencia media con la media móvil</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia media entre los pesos de los filtros de referencia y su media móvil. Se utilizarán los pesos consignados en las columnas E, F, G y H para calcular la diferencia media. En caso de que los filtros de referencia no se pesen periódicamente, esta medición refleja la diferencia entre el pesaje anterior al ensayo y su media móvil según el apartado 12.1.4, letra f), inciso iii).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire ambiente antes de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura de la sala de pesaje: temperatura media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire ambiente antes de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa de la sala de pesaje: humedad relativa media de la sala durante la última hora anterior al procedimiento de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">K</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fecha de la sesión de pesaje final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">aaaa-mm-dd</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Fecha en la que tiene lugar el pesaje final del filtro de referencia en el caso de que los filtros de referencia no se pesen periódicamente. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Hora de la sesión de pesaje final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">hh:mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Hora en la que tiene lugar el pesaje final del filtro de referencia en el caso de que los filtros de referencia no se pesen periódicamente. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">M</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del primer filtro de referencia al final de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso corregido del primer filtro de referencia medido al final de la sesión como se define en el apartado 12.1.4. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Peso del segundo filtro de referencia al final de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso corregido del segundo filtro de referencia medido al final de la sesión como se define en el apartado 12.1.4. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">O</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diferencia media con la media móvil al final de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia media entre los pesos de los filtros de referencia y su media móvil al final de la sesión en el caso de que los filtros de referencia no se pesen periódicamente. Se utilizarán los pesos consignados en las columnas O, F, P y H para calcular la diferencia media. Esta medición refleja la diferencia entre el pesaje posterior al ensayo y su media móvil según el apartado 12.1.4, letra f), inciso iii). Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Diferencia media entre las mediciones inicial y final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia media entre los pesajes inicial y final de los filtros de referencia en el caso de que estos no se pesen periódicamente. Se utilizarán los pesos consignados en las columnas E, N, G y O para calcular la diferencia media. Esta medición refleja la diferencia entre los pesajes anterior y posterior al ensayo según el apartado 12.1.4, letra f), inciso iv). Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire ambiente al final de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura de la sala de pesaje: temperatura media de la sala durante la última hora anterior al procedimiento de pesaje. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">R</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire ambiente al final de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa de la sala de pesaje: humedad relativa media de la sala durante la última hora anterior al procedimiento de pesaje. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.3.3.   </p>
    <p> Datos de las mediciones de pérdida de masa</p>
    <p class="parrafo">El centro de ensayo consignará los parámetros relacionados con la pérdida total de masa del freno sometido a ensayo en una pestaña separada como se indica en el apartado 12.3. En el cuadro A4/13 se ofrece información detallada sobre los parámetros, las unidades aplicadas y el número de decimales de cada parámetro. Los datos de las mediciones de pérdida de masa se consignarán en la pestaña titulada «Pérdida de masa» del archivo de medición de masas.</p>
    <p class="parrafo">Cuadro A4/13</p>
    <p class="parrafo">Parámetros necesarios relacionados con la pérdida total de masa del freno para su consignación en el archivo de medición de masas de un ensayo de emisiones de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="24%"/>
        <col width="13%"/>
        <col width="20%"/>
        <col width="28%"/>
        <col width="15%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Mensurando</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Columna del archivo</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">ID del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Un código único que permite al centro de ensayo identificar el freno sometido a ensayo: debe ser el mismo que el «ID de ensayo» del cuadro A4/14.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">A</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Frenos de disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Especifica si el acoplamiento de freno sometido a ensayo está formado por un disco y un par de pastillas.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">B</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Frenos de tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Especifica si el acoplamiento de freno sometido a ensayo está formado por un tambor y un par de zapatas.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Temperatura del aire ambiente antes de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura de la sala de pesaje: temperatura media de la sala durante la última hora anterior al procedimiento de pesaje.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">D</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Humedad relativa del aire ambiente antes de la sesión</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa de la sala de pesaje: humedad relativa media de la sala durante la última hora anterior al procedimiento de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">E</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje inicial de la pastilla interior / zapata primaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso de la pastilla interior o de la zapata primaria antes de iniciar el tramo de asentamiento. La zapata primaria es la primera que va después del cilindro de la rueda en el sentido de rotación de esta.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">F</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje inicial de la pastilla exterior / zapata secundaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso de la pastilla exterior o de la zapata secundaria antes de iniciar el tramo de asentamiento. La zapata secundaria es la que está detrás del cilindro de la rueda en el sentido de rotación de esta.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">G</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje inicial del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del disco o tambor antes de iniciar el tramo de asentamiento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">H</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje final de la pastilla interior / zapata primaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso de la pastilla interior o de la zapata primaria tras finalizar el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje final de la pastilla exterior / zapata secundaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso de la pastilla exterior o de la zapata secundaria tras finalizar el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pesaje final del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Peso del disco o tambor tras finalizar el tramo de asentamiento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">K</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pérdida de masa de la pastilla interior / zapata primaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia entre los valores de peso de la pastilla interior o la zapata primaria: el valor de la columna F se restará del valor de la columna I.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">L</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pérdida de masa de la pastilla exterior / zapata secundaria</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia entre los valores de peso de la pastilla exterior o la zapata secundaria: el valor de la columna G se restará del valor de la columna J.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">M</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pérdida de masa del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diferencia entre los valores de peso del disco o tambor: el valor de la columna H se restará del valor de la columna K.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Pérdida total de masa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Pérdida total de masa del conjunto de freno: se sumarán los valores de las columnas L, M y N.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">O</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Distancia total</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia total recorrida durante los tramos de asentamiento y medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">P</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tasa de pérdida de masa promediada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Promedio de la tasa de pérdida de masa del conjunto de freno: se dividirán los valores de las columnas O/Q.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Q</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">13.4.   </p>
    <p> Archivo de actas de ensayo</p>
    <p class="parrafo">El centro de ensayo creará un conjunto de datos único, completo y trazable como archivo de entrada para la generación del acta de ensayo del freno específico sometido a ensayo. El cuadro A4/14 contiene toda la información necesaria que debe incluirse en el acta. Todos los datos incluidos en el archivo de actas de ensayo se calcularán directamente utilizando los datos de muestreo en bruto. Los datos numéricos se consignarán tal cual y no como desigualdades. Toda la información consignada en el acta estará correlacionada con el freno específico. El centro de ensayo presentará el acta en formato PDF o equivalente. Cada índice (1, 2, 3,...) que figura en la primera columna (N.o) del cuadro A4/14 corresponde a una línea del acta; las letras (a, b, c,...) corresponden a columnas separadas en la línea correspondiente.</p>
    <p class="parrafo">Cuadro A4/14</p>
    <p class="parrafo">Parámetros de ensayo que deben consignarse tras un ensayo de emisiones de partículas suspendidas de los frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="7%"/>
        <col width="14%"/>
        <col width="24%"/>
        <col width="28%"/>
        <col width="15%"/>
        <col width="13%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Parámetros y datos de entrada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Breve descripción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Unidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Decimales</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">ID del ensayo de emisiones de los frenos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Un código único atribuido por el centro al ensayo de emisiones de los frenos de que se trate; este valor se utiliza en todos los archivos producto del ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Marca y modelo del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignarán la marca y el modelo del vehículo en el que esté montado el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3.7.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de electrificación del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el tipo de electrificación del vehículo en el que esté montado el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de reparto de frenado por fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el coeficiente de reparto de frenado por fricción del vehículo en el que esté montado el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eje (delantero o trasero)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la posición del eje en el vehículo para el freno sometido a ensayo (FA o RA).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Orientación del freno (posición de montaje en el vehículo)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la posición del freno sometido a ensayo en el vehículo, en la esquina derecha o en la esquina izquierda (RHC o LHC).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa de ensayo del vehículo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la masa del vehículo simulada en el dinamómetro de frenos durante todos los tramos del ensayo de emisiones de los frenos (Mveh). En caso de frenado sin fricción, se consignará el valor Mveh del vehículo de origen de la familia de emisiones por esquina de freno aplicado durante el ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distribución de la fuerza de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la relación entre la fuerza de frenado aplicada al eje sometido a ensayo y la fuerza de frenado total aplicada al vehículo (FAF o RAF). En caso de frenado sin fricción, se consignará el FAF o el RAF del vehículo de origen de la familia de emisiones por esquina de freno aplicado durante el ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de dispositivo de fijación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el tipo del dispositivo de fijación del conjunto de freno (L0-U o L0-P).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Código de identificación del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el código etiquetado por el fabricante del freno en el disco o tambor.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Código de identificación del material de fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el código etiquetado por el fabricante del material de fricción en las pastillas o zapatas.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga nominal por rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la carga nominal por rueda del freno sometido a ensayo (WLn-f o WLn-r) aplicando la ecuación 8.1. En caso de frenado sin fricción, se utilizarán los parámetros del vehículo de origen de la familia de emisiones por esquina de freno para calcular y consignar la carga nominal por rueda.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Carga de ensayo (o aplicada) por rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la carga de ensayo por rueda aplicada al dinamómetro de frenos (WLt-f o WLt-r) utilizando la ecuación 8.2. En caso de frenado sin fricción, se utilizarán los parámetros del vehículo de origen de la familia de emisiones por esquina de freno para calcular y consignar la carga de ensayo por rueda.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio de rodadura dinámico del neumático</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el radio de rodadura dinámico del neumático relacionado con el freno sometido a ensayo (rR).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Radio efectivo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el radio efectivo del freno sometido a ensayo (reff).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia nominal de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el momento nominal de inercia para el freno sometido a ensayo (In) aplicando la ecuación 8.3. En caso de frenado sin fricción, se utilizarán los parámetros del vehículo de origen de la familia de emisiones por esquina de freno para calcular y consignar el momento nominal de inercia.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">17</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Inercia de ensayo de frenado (o aplicada al freno)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el momento de inercia aplicado al dinamómetro de frenos durante el ensayo (It) utilizando la ecuación 8.4. En caso de frenado sin fricción, se utilizarán los parámetros del vehículo de origen de la familia de emisiones por esquina de freno para calcular y consignar el momento de inercia aplicado al dinamómetro de frenos durante el ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg·m2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro exterior del disco o tambor</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro exterior del freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Masa del disco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la masa real del disco no utilizado para asignar el freno a un grupo de ratio entre la carga nominal por rueda delantera y la masa del disco.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de pistones por lado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el número de pistones a un lado de la mordaza de freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diámetro medio (o hidráulico) del pistón</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro del pistón del freno sometido a ensayo aplicando la ecuación 8.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">22</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta la mordaza al dispositivo de fijación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par recomendado para el apriete del tornillo de la mordaza, especificado por el fabricante del freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo que sujeta el disco o tambor al cubo de la rueda</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Par de apriete del tornillo del disco o tambor, especificado por el fabricante del freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">N·m</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eficiencia de la mordaza de freno o del tambor de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la eficiencia para computar las pérdidas por fricción, la carrera del pistón, etcétera.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Presión umbral</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la presión mínima para superar la resistencia interna antes del inicio del par de frenado, tal como se define en el apartado 3.1.19 del presente Reglamento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">26</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor real de alabeo del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el valor medido de alabeo del freno conforme al apartado 8.2, letra g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal operativo mínimo del sistema</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal mínimo de aire de refrigeración que el centro de ensayo puede alcanzar cumpliendo todos los requisitos pertinentes de acondicionamiento y medición del aire de refrigeración definidos en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">28</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal operativo máximo del sistema</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal máximo de aire de refrigeración que el centro de ensayo puede alcanzar cumpliendo todos los requisitos pertinentes de acondicionamiento y medición del aire de refrigeración definidos en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración: tramo de ajuste de la refrigeración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la temperatura media del aire de refrigeración medida durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» en el archivo de tiempos para calcular la media del trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la temperatura media del aire de refrigeración medida durante el tramo de asentamiento. Se consignará por separado la temperatura media del aire de refrigeración para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» en el archivo de tiempos para calcular las medias de los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">31</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la temperatura media del aire de refrigeración medida durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">32</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura media del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen las especificaciones relativas a la temperatura media del aire de refrigeración definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">33</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias y su porcentaje en el trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">34</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C durante el tramo de asentamiento. Se consignará por separado el porcentaje para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias y su porcentaje en los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de temperatura del aire: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas de la temperatura del aire de refrigeración (1 Hz) con un valor inferior a 18 °C o superior a 28 °C durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Temperatura del aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias y su porcentaje en el ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">36</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura instantánea del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen las especificaciones relativas a la temperatura instantánea del aire de refrigeración definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad relativa media del aire de refrigeración medida durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">38</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad relativa media del aire de refrigeración medida durante el tramo de asentamiento. Se consignará por separado la humedad relativa media del aire de refrigeración para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular las medias de los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">39</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad relativa media del aire de refrigeración medida durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa media del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen las especificaciones sobre la humedad relativa media del aire de refrigeración definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">41</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior al 20 % o superior al 80 % durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias y su porcentaje en el trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">42</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior al 20 % o superior al 80 % durante el tramo de asentamiento. Se consignará por separado el porcentaje para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias y su porcentaje en los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">43</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de humedad relativa del aire: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas de la humedad relativa del aire de refrigeración (1 Hz) con un valor inferior al 20 % o superior al 80 % durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Humedad relativa del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad relativa instantánea del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen las especificaciones sobre humedad relativa instantánea del aire de refrigeración definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">45</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad específica media del aire de refrigeración medida durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Humedad específica del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad específica media del aire de refrigeración medida durante el tramo de asentamiento. Se consignará por separado la humedad relativa media del aire de refrigeración para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Humedad específica del aire de refrigeración» consignados en el archivo de tiempos para calcular las medias de los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la humedad específica media del aire de refrigeración medida durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Humedad específica del aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg H2O/g de aire seco</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">48</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Humedad específica media del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen las especificaciones sobre humedad específica media del aire de refrigeración definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtrado del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el aire de refrigeración que entra en el sistema cumple las especificaciones de filtrado definidas en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">51</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Verificación de la concentración de fondo del sistema: SPN10 con el caudal de aire operativo mínimo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la concentración de fondo de SPN10 de la configuración medida con el caudal de aire operativo mínimo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">52</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">53</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Verificación de la concentración de fondo del sistema: SPN10 con el caudal de aire operativo máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la concentración de fondo de SPN10 de la configuración medida con el caudal de aire operativo máximo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">54</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Verificación de la concentración de fondo del sistema: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la concentración de fondo de SPN10 medida con diferentes caudales de aire está por debajo del límite máximo admisible definido en el apartado 7.2.2.2.3, letra c).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">56</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Verificación de la concentración de fondo a nivel de ensayo: ajuste del PCRF para el SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el valor certificado del ajuste del PCRF aplicado durante la verificación de la concentración de fondo anterior y posterior al ensayo para el SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de fondo anterior al ensayo: concentración de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la concentración de fondo del SPN10 medida durante la verificación de la concentración de fondo anterior al ensayo (SPN10b#). Se utilizarán los datos de 1 Hz del parámetro «Concentración de SPN10 normalizada: con corrección de PCRF» consignados en el archivo de tiempos (concentración de fondo anterior al ensayo) para calcular la media de 5 minutos como se describe en el apartado 7.2.2.2.2, letra d).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">59</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de fondo posterior al ensayo: concentración de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la concentración de fondo del SPN10 medida durante la verificación de la concentración de fondo posterior al ensayo (SPN10b#). Se utilizarán los datos de 1 Hz del parámetro «Concentración de SPN10 normalizada: con corrección de PCRF» consignados en el archivo de tiempos (concentración de fondo posterior al ensayo) para calcular la media de 5 minutos como se describe en el apartado 7.2.2.2.2, letra h).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/Ncm3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">61</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Verificación de la concentración de fondo a nivel de ensayo: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la concentración de fondo de SPN10 medida con el ajuste de caudal de aire definido para el freno sometido a ensayo está por debajo del límite máximo admisible definido en el apartado 7.2.2.2.3, letra c).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">62</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">63</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de fondo anterior al ensayo: número SPN10 por distancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la concentración de fondo del SPN10 medida durante la verificación de la concentración de fondo anterior al ensayo en # por distancia recorrida aplicando la ecuación 7.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">64</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.2.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Concentración de fondo posterior al ensayo: número SPN10 por distancia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la concentración de fondo de SPN10 medida durante la verificación de la concentración de fondo posterior al ensayo en # por distancia recorrida aplicando la ecuación 7.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudalímetro de aire: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará la conformidad del caudalímetro de aire con todos los requisitos definidos en el apartado 7.2.3, letras a) a h).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor nominal (o preestablecido)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal de aire de refrigeración nominal (o preestablecido) del freno sometido a ensayo (Qset).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor nominal (o preestablecido)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se ha aplicado el mismo caudal nominal de aire de refrigeración durante todos los tramos del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">69</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio de aire de refrigeración medido durante el tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Caudal real de aire de refrigeración» consignados en el archivo de tiempos para calcular la media del trayecto #10. En caso de que haya varias iteraciones del tramo de ajuste de la refrigeración, se consignará solo la que haya dado lugar a la definición de Qset.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">70</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual entre el caudal medido medio y el caudal nominal de aire de refrigeración durante el tramo de ajuste de la refrigeración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">71</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio normalizado de aire de refrigeración medido durante el tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de aire de refrigeración» consignados en el archivo de tiempos para calcular la media del trayecto #10. En caso de que haya varias iteraciones del tramo de ajuste de la refrigeración, se consignará solo la que haya dado lugar a la definición de Qset.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">72</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio (tramo de asentamiento)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio de aire de refrigeración medido durante el tramo de asentamiento. Se consignará por separado el caudal medio de aire de refrigeración medido para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Caudal real de aire de refrigeración» consignados en el archivo de tiempos para calcular las medias de los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">73</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal (tramo de asentamiento)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual con el caudal nominal de aire de refrigeración durante el tramo de asentamiento. Se consignará por separado la diferencia porcentual para los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">74</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado (tramo de asentamiento)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio normalizado de aire de refrigeración durante el tramo de asentamiento. Se consignará por separado el caudal medio normalizado de aire de refrigeración medido para los cinco ciclos de frenado WLTP. Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de aire de refrigeración» consignados en el archivo de tiempos para calcular las medias de los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">75</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio (tramo de medición de emisiones)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio de aire de refrigeración medido durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Caudal real de aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP (sin incluir los tramos de estabilización).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">76</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: diferencia con el caudal nominal (tramo de medición de emisiones)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual con el caudal nominal de aire de refrigeración durante el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de aire de refrigeración: valor medio normalizado (tramo de medición de emisiones)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio normalizado de aire de refrigeración medido durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de aire de refrigeración» consignados en el archivo de tiempos para calcular la media del ciclo de frenado WLTP (sin incluir los tramos de estabilización).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nm3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">78</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal medio del aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todas las partes del ensayo cumplen los requisitos establecidos en el presente Reglamento en lo que respecta a la diferencia entre el caudal nominal y el caudal medido medio de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">79</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de caudal de aire: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de las lecturas instantáneas del caudal de aire de refrigeración (1 Hz) con una diferencia del 5 al 10 % en comparación con el valor nominal durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz del parámetro «Caudal real de aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias en el trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de los valores instantáneos de caudal de aire: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el número de lecturas de caudal de aire de refrigeración (1 Hz) con una diferencia del 5 al 10 % en comparación con el valor nominal durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz del parámetro «Caudal real de aire de refrigeración» consignados en el archivo de tiempos para calcular el número de tales incidencias en el ciclo de frenado WLTP (sin incluir los tramos de estabilización).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">81</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal instantáneo de aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los tramos de ajuste de la refrigeración y medición de emisiones cumplen el número máximo admisible de lecturas instantáneas de caudal de aire de refrigeración (1 Hz) con una diferencia del 5 al 10 % en comparación con el valor nominal definido en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal instantáneo de aire de refrigeración: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las lecturas instantáneas de caudal de aire de refrigeración (1 Hz) no superan una diferencia del 10 % con respecto al valor nominal de caudal de aire de refrigeración en ningún punto de los tramos de ajuste de la refrigeración y medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">83</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Control de fugas del sistema: caudal medio de aire medido</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el caudal medio de aire medido durante el control de fugas.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">m3/h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">84</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Control de fugas del sistema: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el caudal medio de aire medido durante el control de fugas cumple los requisitos establecidos en el presente Reglamento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dinamómetro de frenos y sistema de automatización: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen las especificaciones obligatorias para el dinamómetro de frenos establecidas en el apartado 7.3, letras a) a e).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dinamómetro de frenos y sistema de automatización: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen las especificaciones obligatorias para el sistema de automatización, control y adquisición de datos establecidas en el apartado 7.3, letras f) a h).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">87</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño de la carcasa del freno: número Reynolds a la entrada de la carcasa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el número Reynolds del caudal de aire a la entrada de la carcasa para el freno sometido a ensayo. Se calculará el número Reynolds únicamente durante un tramo de medición de emisiones utilizando la ecuación 7.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño de la carcasa del freno: verificación de uniformidad de la velocidad con el caudal de aire operativo mínimo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la velocidad del aire en cada posición del plano C utilizado para la verificación de uniformidad de la velocidad no varía en más del ± 35 % de la media aritmética de todas las mediciones del caudal de aire operativo mínimo de la configuración de ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño de la carcasa del freno: verificación de uniformidad de la velocidad con el caudal de aire operativo máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la velocidad del aire en cada posición del plano C utilizado para la verificación de la uniformidad de la velocidad no varía en más del ± 35 % de la media aritmética de todas las mediciones del caudal de aire operativo máximo de la configuración de ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">90</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño de la carcasa del freno: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la carcasa del freno cumple todas las especificaciones definidas en el apartado 7.4.2, letras a) a l).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: longitud</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud del plano A1 (IA1: longitud de la carcasa), tal como se define en el apartado 7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">92</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: altura</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud del plano D (hD: altura de la carcasa), tal como se define en el apartado 7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">93</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: profundidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la profundidad axial máxima de la carcasa en el plano D tal como se define en el apartado 7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">94</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: diámetro de la entrada y la salida</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro (di) de la entrada y la salida de la carcasa.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: longitud de transición de la entrada y la salida</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud de transición (li) de la entrada y la salida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">96</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: altura de transición de la entrada y la salida</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la altura de transición (hB) de la entrada y la salida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">97</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: relación entre la altura de la entrada y la altura de la carcasa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la relación entre la altura de la entrada (hB) y la altura de la carcasa (hD).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Dimensiones de la carcasa del freno: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las dimensiones de la carcasa del freno cumplen todas las especificaciones definidas en el apartado 7.4.3, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">99</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del túnel de muestreo: diámetro interior del conducto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior del conducto (di) en el túnel de muestreo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del túnel de muestreo: presencia de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo en el túnel de muestreo (después de la salida de la carcasa del freno y antes del plano de muestreo).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del túnel de muestreo: especificaciones (ángulo) del codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo en el túnel de muestreo, se indicará el ángulo. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del túnel de muestreo: especificaciones (radio de curvatura) del codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo en el túnel de muestreo, se indicará el radio de curvatura, como se define en el gráfico A4/6. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·di</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del túnel de muestreo: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el túnel de muestreo cumple todas las especificaciones definidas en el apartado 7.5, letras a) a i).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del plano de muestreo: número de sondas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará el número de sondas de muestreo utilizadas para el ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">105</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del plano de muestreo: distancia entre las sondas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará la distancia mínima entre las sondas (a1) como se especifica en el gráfico A4/7.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del plano de muestreo: distancia entre sondas y paredes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la distancia mínima entre las sondas y la pared del túnel (a2) como se especifica en el gráfico A4/7.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">107</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Diseño del plano de muestreo: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el plano de muestreo cumple todas las especificaciones de distancia y colocación definidas en el apartado 7.6, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">108</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la temperatura del freno: conformidad global de los termopares</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los termopares utilizados cumplen todos los requisitos definidos en el apartado 8.3, letras a) a f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la temperatura del freno: medición de la temperatura del material de fricción</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si también se ha medido la temperatura de las pastillas o zapatas de freno, además de la temperatura del disco o tambor de freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">110</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conjunto de freno: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la posición de instalación y el tipo de soporte utilizado para fijar el conjunto de freno cumplen los requisitos especificados en el apartado 8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">111</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conjunto de freno: rotación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará el sentido de rotación del disco o tambor de freno (horario o antihorario) con respecto a la dirección de evacuación.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Horario o antihorario</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conjunto de freno: rotación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el disco o tambor de freno sometido a ensayo gire en el sentido de la evacuación.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">113</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Orientación de la mordaza: conformidad general</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la orientación de la mordaza del freno sometido a ensayo cumple los requisitos especificados en el apartado 8.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la temperatura inicial del freno de la iteración correcta del ajuste de la refrigeración. Se utilizará el valor correspondiente del parámetro «Temperatura del freno» consignado en el archivo de tiempos (es decir, se utilizará la entrada de temperatura del freno al principio del trayecto #10).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">115</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la temperatura inicial del freno durante el tramo de asentamiento. Se consignará por separado la temperatura inicial del freno para los cinco ciclos de frenado WLTP. Se utilizarán los valores correspondientes del parámetro «Temperatura del freno» consignados en el archivo de tiempos (es decir, se utilizarán las entradas de temperatura del freno al principio de cada uno de los cinco ciclos de frenado WLTP).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">116</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la temperatura inicial del freno en los diez trayectos del ciclo de frenado WLTP durante el tramo de medición de emisiones según se define en el apartado 9.2.3. Se utilizarán en el archivo de tiempos los valores correspondientes del parámetro «Temperatura del freno» (es decir, se utilizarán las entradas de temperatura del freno al principio de los trayectos #1 a #10 del ciclo de frenado WLTP).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #1 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #2 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #3 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #4 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #5 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">f</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #6 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #7 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">h</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #8 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">I</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #9 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">j</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto #10 del ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.2.1., 9.2.2., 9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Temperatura inicial: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la temperatura inicial del freno en todos los tramos de ensayo cumple los criterios definidos en los apartados 9.2.1, 9.2.2 y 9.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.3.1., 9.3.2., 9.3.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Interrupciones del ciclo de frenado WLTP: incidencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha producido alguna interrupción durante cualquier parte del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">119</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.3.1., 9.3.2., 9.3.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Interrupciones del ciclo de frenado WLTP: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se produzca una interrupción, se verificará que se han dado todos los pasos necesarios para reanudar el ensayo de conformidad con las especificaciones definidas en los apartados 9.3.1 y 9.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">120</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.3.1., 9.3.2., 9.3.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Interrupciones del ciclo de frenado WLTP: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el freno sometido a ensayo no se ha desmontado en ningún punto del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">121</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad: tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de incumplimientos de velocidad durante la iteración correcta del tramo de ajuste de la refrigeración. Se utilizarán los datos de 1 Hz de los parámetros «Velocidad lineal real» y «Velocidad lineal nominal» consignados en el archivo de tiempos. Se compararán los datos de 1 Hz de los dos parámetros para calcular el número y el porcentaje global de incumplimientos de velocidad durante el trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad: tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de incumplimientos de velocidad durante el tramo de asentamiento. Se realizará el cálculo de los cinco ciclos de frenado WLTP por separado. Se utilizarán los datos de 1 Hz de los parámetros «Velocidad lineal real» y «Velocidad lineal nominal» consignados en el archivo de tiempos. Se compararán los datos de 1 Hz de los dos parámetros para calcular el número y el porcentaje global de incumplimientos de velocidad durante los cinco ciclos de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad: tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará el porcentaje de incumplimientos de velocidad durante el tramo de medición de emisiones. Se utilizarán los datos de 1 Hz de los parámetros «Velocidad lineal real» y «Velocidad lineal nominal» consignados en el archivo de tiempos. Se compararán los datos de 1 Hz de los dos parámetros para calcular el número y el porcentaje global de incumplimientos de velocidad durante el ciclo de frenado WLTP.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">124</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Incumplimientos de velocidad: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todos los tramos del ensayo de emisiones de los frenos cumplen los criterios de incumplimiento de velocidad definidos en el apartado 9.4.1, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">125</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de eventos de desaceleración: recuento con «Duración hasta parada»</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará en el archivo de eventos el número de valores numéricos y distintos de cero del parámetro «Duración hasta parada» durante el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Número de eventos de desaceleración: recuento con «Tasa de desaceleración»</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará en el archivo de eventos el número de valores numéricos y distintos de cero del parámetro «Tasa de desaceleración: promediada por distancia» durante el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf durante el tramo de ajuste de la refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la disipación de energía cinética (wf) durante la iteración correcta del tramo de ajuste de la refrigeración aplicando la ecuación 9.1. Se sumará el trabajo de fricción específico real de cada evento de frenado para consignar el trabajo de fricción específico total durante el trayecto #10 del tramo de ajuste de la refrigeración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">128</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual respecto del valor de trabajo de fricción nominal durante la iteración correcta del tramo de ajuste de la refrigeración.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf durante el tramo de asentamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la disipación de energía cinética (wf) durante la iteración correcta del tramo de asentamiento aplicando la ecuación 9.1. Se consignará por separado la disipación de energía cinética para los cinco ciclos de frenado WLTP. Se sumará el trabajo de fricción específico real de cada evento de frenado para consignar el trabajo de fricción específico total durante cada ciclo de frenado WLTP del tramo de asentamiento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal (tramo de asentamiento)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual con respecto al valor de trabajo de fricción nominal durante el tramo de asentamiento. Se consignará por separado la desviación con respecto al valor nominal para los cinco ciclos de frenado WLTP del tramo de asentamiento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">a</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">b</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">c</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">d</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">e</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ciclo de asentamiento 5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">131</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: wf durante el tramo de medición de emisiones</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la disipación de energía cinética (wf) durante el tramo de medición de emisiones aplicando la ecuación 9.1. Se sumará el trabajo de fricción específico real de cada evento de frenado para consignar el trabajo de fricción específico total durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">J/kg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: desviación del valor nominal (tramo de medición de emisiones)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia porcentual con respecto al valor de trabajo de fricción nominal durante el tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Disipación de energía cinética: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que todos los tramos del ensayo de emisiones de los frenos cumplen los criterios de disipación de energía cinética definidos en el apartado 9.4.3, letras a) a j).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">134</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Aplicación del par de frenado: número de incumplimientos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el número de eventos de frenado durante el ensayo de emisiones que no hayan cumplido el requisito de aplicación del par de frenado especificado en el apartado 9.4.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9.4.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Aplicación del par de frenado: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el tramo de medición de emisiones del ensayo de emisiones de los frenos cumple los criterios de aplicación del par de frenado especificados en el apartado 9.4.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">136</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Relación entre la carga nominal por rueda delantera y la masa del disco o tambor (WLn-f/DM)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la relación entre la carga por rueda delantera y la masa del disco (o la masa del tambor en caso de frenos de tambor delanteros) (WLn-f/DM) para el freno sometido a ensayo. En caso de frenado sin fricción, se utilizarán los parámetros del vehículo de origen de la familia de emisiones por esquina de freno para calcular y consignar la relación entre la carga nominal por rueda delantera y la masa del disco.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">ABT durante el trayecto #10 del ciclo de frenado WLTP: valor medido (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la temperatura media del freno durante la iteración correcta del tramo de ajuste de la refrigeración para el freno sometido a ensayo (B1). Se utilizarán los datos de 1 Hz del parámetro «Temperatura del freno» consignados en el archivo de tiempos para calcular la temperatura media del freno del trayecto #10.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">138</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">ABT durante el trayecto #10 del ciclo de frenado WLTP: diferencia con el valor buscado (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia entre la temperatura media del freno durante la iteración correcta del tramo de ajuste de la refrigeración y la temperatura media buscada para el freno sometido a ensayo (C1) aplicando la ecuación 10.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">139</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">IBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP: valor medido (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la IBT media de los eventos de frenado seleccionados durante la iteración correcta del tramo de ajuste de la refrigeración del freno sometido a ensayo (B2). Se utilizarán los datos correspondientes del parámetro «Temperatura inicial del freno» correspondientes a los eventos buscados consignados en el archivo de eventos para calcular la IBT media conforme al apartado 10.1.3, letra b).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">IBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP: diferencia con el valor buscado (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia entre la IBT media de los eventos de frenado seleccionados durante la iteración correcta del tramo de ajuste de la refrigeración y la IBT media buscada para el freno sometido a ensayo (C2) aplicando la ecuación 10.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">141</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP: valor medido (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la FBT media de los eventos de frenado seleccionados durante la iteración correcta del tramo de ajuste de la refrigeración del freno sometido a ensayo (B3). Se utilizarán los datos del parámetro «Temperatura final del freno» correspondientes a los eventos buscados consignados en el archivo de eventos para calcular la FBT media conforme al apartado 10.1.3, letra c).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">142</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">FBT media de eventos de frenado seleccionados del trayecto #10 del ciclo de frenado WLTP: diferencia con el valor buscado (tramo de ajuste de la refrigeración)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la diferencia entre la FBT media de los eventos de frenado seleccionados durante la iteración correcta del tramo de ajuste de la refrigeración y la FBT media buscada para el freno sometido a ensayo (C3) aplicando la ecuación 10.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">73</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10.1.2., 10.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Definición del caudal nominal (preestablecido) de aire de refrigeración para el freno específico: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las temperaturas de los parámetros buscados medidas durante el tramo de ajuste de la refrigeración para el freno sometido a ensayo cumplen los valores buscados definidos en el cuadro A4/5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">144</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11.1., 11.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo de asentamiento: número de ciclos de frenado WLTP completos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el número de ciclos de frenado WLTP completados durante el tramo de asentamiento.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11.1., 11.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tramo de asentamiento: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el tramo de asentamiento se ha completado cumpliendo todas las especificaciones descritas en los apartados 11.1, letras a) a g), u 11.2, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el diseño del plano de muestreo y la colocación de las sondas de muestreo de PM2,5 y PM10 cumplen las especificaciones descritas en el apartado 12.1.1.1, letras a) a c)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: dimensiones de la sonda de PM2,5 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la sonda de muestreo de PM2,5 (dp) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">148</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: dimensiones de la sonda de PM10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la sonda de muestreo de PM10 (dp) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: dimensiones de la sonda de PM2,5 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud total de la sonda de muestreo de PM2,5 desde la boquilla de la tobera de muestreo hasta la entrada del separador de PM.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">150</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: dimensiones de la sonda de PM10 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud total de la sonda de muestreo de PM10 desde la boquilla de la tobera de muestreo hasta la entrada del separador de PM.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: aplicación de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo a las sondas de muestreo de PM2,5 y/o PM10 utilizadas para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: aplicación de un codo en la sonda de PM2,5 (radio de curvatura)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo a la sonda de muestreo de PM2,5, se consignará su radio de curvatura en diámetros de la sonda. Si no hay codo, se consignará «0».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·dp</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">153</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: aplicación de un codo en la sonda de PM10 (radio de curvatura)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo a la sonda de muestreo de PM10, se consignará su radio de curvatura en diámetros de la sonda. Si no hay codo, se consignará «0».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·dp</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las sondas de muestreo de PM2,5 y PM10 utilizadas para el freno sometido a ensayo cumplen todos los requisitos especificados en el apartado 12.1.1.2, letras a) a f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">155</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PM: dimensiones de la tobera de PM2,5 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la tobera de muestreo de PM2,5 (dn) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">156</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PM: dimensiones de la tobera de PM10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la tobera de muestreo de PM10 (dn) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de las sondas de muestreo de PM: ángulo de aspiración de la tobera de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el ángulo de aspiración de la tobera de muestreo de PM2,5 aplicada al freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">158</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de las sondas de muestreo de PM: ángulo de aspiración de la tobera de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el ángulo de aspiración de la tobera de muestreo de PM10 aplicada al freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">159</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las toberas de muestreo de PM2,5 y PM10 utilizadas para el freno sometido a ensayo cumplen todos los requisitos especificados en el apartado 12.1.1.3, letras a) a h).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">160</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Separador de PM: Tamaño de corte del ciclón de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el tamaño de corte del separador ciclónico de PM2,5 utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">161</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Separador de PM: Tamaño de corte del ciclón de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el tamaño de corte del separador ciclónico de PM10 utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Separador de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los separadores ciclónicos de PM2,5 y PM10 utilizados para el freno sometido a ensayo cumplen todos los requisitos especificados en el apartado 12.1.2.1, letras a) a d).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">163</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: dimensiones del conducto de PM2,5 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior del conducto de muestreo de PM2,5 (ds) utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: dimensiones del conducto de PM10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior del conducto de muestreo de PM10 (ds) utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: dimensiones del conducto de PM2,5 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud total del conducto de muestreo de PM2,5 desde el ciclón hasta la punta del portafiltros utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">166</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: dimensiones del conducto de PM10 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud total del conducto de muestreo de PM10 desde el ciclón hasta la punta del portafiltros utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">167</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: aplicación de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo a los conductos de muestreo de PM2,5 y/o PM10 utilizados para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: radio de curvatura del conducto de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo al conducto de muestreo de PM2,5, se consignará su radio de curvatura en diámetros del conducto de muestreo. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·ds</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">169</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: radio de curvatura del conducto de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo al conducto de muestreo de PM10, se consignará su radio de curvatura en diámetros del conducto de muestreo. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·ds</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los conductos de muestreo de PM2,5 y PM10 utilizados para el freno sometido a ensayo cumplen todos los requisitos especificados en el apartado 12.1.2.2, letras a) a f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">171</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: caudal nominal de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal (nominal) preestablecido de muestreo de PM2,5 para el freno sometido a ensayo (QPM2,5-set).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">172</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: caudal nominal de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal (nominal) preestablecido de muestreo de PM10 para el freno sometido a ensayo (QPM10-set).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">l/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">173</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: caudal medido normalizado de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal medio normalizado de muestreo de PM2,5 medido durante el tramo de medición de emisiones para el freno sometido a ensayo (NQPM2.5). Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de muestreo de PM2,5» consignados en el archivo de tiempos para calcular el caudal medio medido durante el ciclo de frenado WLTP (sin incluir los tramos de refrigeración).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: caudal medido normalizado de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el caudal medio normalizado de muestreo de PM10 medido durante el tramo de medición de emisiones para el freno sometido a ensayo (NQPM10). Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de muestreo de PM10» consignados en el archivo de tiempos para calcular el caudal medio medido durante el ciclo de frenado WLTP (sin incluir los tramos de refrigeración).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3., 12.1.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: relación isocinética de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la relación isocinética media de muestreo de PM2,5 durante el tramo de medición de emisiones para el freno sometido a ensayo. Se aplicará la ecuación 12.4 y se utilizarán el diámetro de la tobera de PM2.5 y los datos de 1 Hz de los parámetros «Caudal real normalizado de aire de refrigeración» y «Caudal real normalizado de muestreo de PM2.5» consignados en el archivo de tiempos para calcular la relación isocinética media durante el ciclo de frenado WLTP (sin incluir los tramos de refrigeración).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">176</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3., 12.1.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: relación isocinética de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la relación isocinética media de muestreo de PM10 durante el tramo de medición de emisiones para el freno sometido a ensayo. Se aplicará la ecuación 12.4 y se utilizarán el diámetro de la tobera de PM10 y los datos de 1 Hz de los parámetros «Caudal real normalizado de aire de refrigeración» y «Caudal real normalizado de muestreo de PM10» consignados en el archivo de tiempos para calcular la relación isocinética media durante el ciclo de frenado WLTP (sin incluir los tramos de refrigeración).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen todas las especificaciones del caudal de muestreo de PM2.5 y PM10, así como de la relación isocinética de PM2.5 y PM10, que se definen en el apartado 12.1.2.3, letras a) a i) para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.3.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Portafiltros de PM: conformidad global del portafiltros de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el portafiltros de PM2,5 cumple todos los requisitos definidos en el apartado 12.1.3.1, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">179</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.3.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Portafiltros de PM: conformidad global del portafiltros de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el portafiltros de PM10 cumple todos los requisitos definidos en el apartado 12.1.3.1, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtros de muestreo de PM: tipo de filtro para el muestreo de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se especificará el tipo de filtro (material filtrante) utilizado para el muestreo de PM2,5 en relación con el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">181</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtros de muestreo de PM: tipo de filtro para el muestreo de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se especificará el tipo de filtro (material filtrante) utilizado para el muestreo de PM10 en relación con el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Filtros de muestreo de PM: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los filtros utilizados para el muestreo de PM2,5 y PM10 en relación con el freno sometido a ensayo cumplen todos los requisitos definidos en el apartado 12.1.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: sala climatizada</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la balanza de pesaje ha estado almacenada en una sala adecuada que cumpla todos los requisitos descritos en el apartado 12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">184</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: resolución de la balanza</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la resolución de la balanza utilizada para pesar los filtros de PM10 y PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: fecha y hora del pesaje anterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la fecha y hora del pesaje anterior al muestreo de los filtros de PM2,5 y PM10 utilizados para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">186</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: temperatura de la sala anterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la temperatura media de la sala anterior al muestreo durante el pesaje de los filtros de PM10 y PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: humedad relativa de la sala anterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la humedad relativa media de la sala anterior al muestreo durante el pesaje de los filtros de PM10 y PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: peso corregido del filtro de PM2,5 anterior al muestreo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el peso anterior al muestreo del filtro de PM2,5 para el freno sometido a ensayo [Pe(Corrected)]. Se utilizará la ecuación 12.5 para calcular la medición de masa corregida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: peso corregido del filtro de PM10 anterior al muestreo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el peso corregido anterior al muestreo del filtro de PM10 para el freno sometido a ensayo [Pe(Corrected)]. Se utilizará la ecuación 12.5 para calcular la medición de masa corregida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: fecha y hora del pesaje posterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la fecha y hora del pesaje posterior al muestreo de los filtros de PM2,5 y PM10 utilizados para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">191</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: temperatura de la sala posterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la temperatura media de la sala posterior al muestreo durante el pesaje de los filtros de PM10 y PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: humedad relativa de la sala posterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la humedad relativa media de la sala posterior al muestreo durante el pesaje de los filtros de PM10 y PM2,5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">%</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">193</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: peso corregido del filtro de PM2,5 posterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el peso corregido posterior al muestreo del filtro de PM2,5 para el freno sometido a ensayo [Pe(Corrected)]. Se utilizará la ecuación 12.5 para calcular la medición de masa corregida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">194</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: peso corregido del filtro de PM10 posterior al muestreo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el peso corregido posterior al muestreo del filtro de PM10 para el freno sometido a ensayo [Pe(Corrected)]. Se utilizará la ecuación 12.5 para calcular la medición de masa corregida.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: carga final del filtro de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la carga de masa del filtro de PM2,5 para el freno sometido a ensayo [Pe(2,5)]. Se utilizarán las mediciones corregidas de los filtros de PM2,5 antes y después de los ensayos para el cálculo especificado en el apartado 12.1.4, letra g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">196</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: carga final del filtro de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la carga de masa del filtro de PM10 para el freno sometido a ensayo [Pe(10)]. Se utilizarán las mediciones corregidas de los filtros de PM10 antes y después de los ensayos para el cálculo especificado en el apartado 12.1.4, letra g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">197</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen todos los requisitos definidos en el apartado 12.1.4 para el acondicionamiento, manejo y pesaje de los filtros de PM2,5 y PM10 utilizados para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: filtros de referencia de PM, diferencia con la media móvil</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la diferencia media entre los pesos de los filtros de referencia y su media móvil. Se utilizará la columna I del archivo de medición de masas. En caso de que los filtros de referencia no se pesen periódicamente, esta medición refleja la diferencia entre el pesaje anterior al ensayo y su media móvil según el apartado 12.1.4, letra f), inciso iii).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">199</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: filtros de referencia de PM, diferencia con la media móvil (final de la sesión)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la diferencia media entre los pesos de los filtros de referencia y su media móvil al final de la sesión. Se utilizará la columna P del archivo de medición de masas. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">200</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: filtros de referencia de PM, diferencia entre el pesaje inicial y final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la diferencia media entre los pesajes inicial y final de los filtros de referencia en el caso de que estos no se pesen periódicamente. Se utilizará la columna Q del archivo de medición de masas. Se indicará «No aplicable» en caso de que los filtros de referencia se pesen periódicamente.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimiento de pesaje: conformidad global del procedimiento de pesaje de los filtros de referencia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el pesaje de los filtros de referencia de PM se ha realizado de conformidad con todas las especificaciones definidas en el apartado 12.1.4, letra f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">202</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PM: factor de emisión de referencia de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión de PM2,5 en masa por distancia recorrida para el freno sometido a ensayo, como se especifica en el apartado 12.1.5 (FEref PM2.5). Se utilizará la carga de masa del filtro de PM2,5 para el freno sometido a ensayo [Pe(2,5)] calculada en el archivo de medición de masas. Se utilizarán los datos de los parámetros «Caudal real normalizado de aire de refrigeración», «Caudal real normalizado de muestreo de PM2,5» y «Distancia recorrida» consignados en el archivo de tiempos durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">203</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PM: factor de emisión final de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión final de PM2,5 en masa por distancia recorrida para el vehículo en el que esté montado el freno sometido a ensayo (FE PM2,5). Se realizará el cálculo de acuerdo con la ecuación 12.9, tal como se especifica en el apartado 12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">204</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PM: factor de emisión de referencia de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión de PM10 en masa por distancia recorrida para el freno sometido a ensayo, como se especifica en el apartado 12.1.5 (FEref PM10). Se utilizará la carga de masa del filtro de PM10 para el freno sometido a ensayo [Pe(10)] calculada en el archivo de medición de masas. Se utilizarán los datos de los parámetros «Caudal real normalizado de aire de refrigeración», «Caudal real normalizado de muestreo de PM10» y «Distancia recorrida» consignados en el archivo de tiempos durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">205</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PM: factor de emisión final de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión final de PM10 en masa por distancia recorrida para el vehículo en el que esté montado el freno sometido a ensayo (FE PM10). Se realizará el cálculo de acuerdo con la ecuación 12.10, tal como se especifica en el apartado 12.1.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">206</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">207</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Plano de muestreo de PN: posicionamiento de las sondas de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el diseño del plano de muestreo y la colocación de la sonda de muestreo de SPN10 cumplen las especificaciones descritas en el apartado 12.2.1.1, letra a).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">209</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">210</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">211</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PN: dimensiones de la sonda de SPN10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la sonda de muestreo de SPN10 (dp) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">212</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PN: dimensiones de la sonda de SPN10 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud total de la sonda de muestreo de SPN10 utilizada para el freno sometido a ensayo, desde la boquilla de la tobera de muestreo hasta la entrada del tubo de transferencia de partículas.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">214</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PN: aplicación de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo a la sonda de muestreo de SPN10 utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">215</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">216</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PN: radio de curvatura de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo a la sonda de muestreo de SPN10, se consignará su radio de curvatura en diámetros de la sonda. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·dp</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">217</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sondas de muestreo de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la sonda de muestreo de SPN10 utilizada para el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.1.2, letras a) a f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">218</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">219</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PN: dimensiones de la tobera de SPN10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior de la tobera de muestreo de SPN10 (dn) utilizada para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">220</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">221</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PN: ángulo de aspiración de la tobera de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el ángulo de aspiración de la tobera de muestreo de SPN10 aplicada al freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">°</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">222</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Toberas de muestreo de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la tobera de muestreo de SPN10 utilizada para el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.1.3, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">223</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">224</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tubo de transferencia de PN: dimensiones del PTT de SPN10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior del tubo de transferencia de partículas SPN10 (dtt) utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">225</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tubo de transferencia de PN: aplicación de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo al tubo de transferencia de partículas SPN10 utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">226</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">227</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tubo de transferencia de PN: radio de curvatura de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo al tubo de transferencia de partículas SPN10, se consignará su radio de curvatura en diámetros del tubo de transferencia.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·dtt</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">228</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.1.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tubo de transferencia de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el tubo de transferencia de partículas SPN10 utilizado para el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.1.4, letras a) a g).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">229</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">230</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Separador de PN: Tamaño de corte de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el tamaño de corte del separador ciclónico de SPN10 utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">μm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">231</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Separador de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el separador ciclónico de PN utilizado para el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.2.1, letras a) a f).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">232</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">233</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acondicionamiento de la muestra de PN: PCRF medio del SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará la media aritmética del PCRF aplicada al muestreo y medición de SPN10 para el freno sometido a ensayo. Se utilizarán los datos de 1 Hz del parámetro «SPN10: PCRF medio» consignados en el archivo de tiempos para calcular la media aritmética del PCRF durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">234</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">235</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acondicionamiento de la muestra de PN: conformidad global del SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el sistema de eliminación de partículas volátiles aplicado para el muestreo y medición del SPN10 en relación con el freno sometido a ensayo cumple todos los requisitos definidos en el apartado 12.2.2.2, letras k) a v).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">236</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">237</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de transferencia interna de PN: dimensiones del conducto de SPN10 (diámetro interior)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el diámetro interior del conducto de transferencia interna de SPN10 (dtl) utilizado para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">239</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de transferencia interna de PN: dimensiones del conducto de SPN10 (longitud)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la longitud del conducto de transferencia interna de SPN10, desde la salida del VPR hasta la entrada del PNC, para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mm</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">240</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de transferencia interna de PN: aplicación de un codo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se indicará si se ha aplicado un codo al conducto de transferencia interna de SPN10 utilizado para el freno sometido a ensayo. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">241</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">242</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de transferencia interna de PN: radio de curvatura de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuando se aplique un codo al tubo de transferencia interna de SPN10, se consignará su radio de curvatura en diámetros del conducto de transferencia. Si no hay ningún codo, se indicará «No aplicable».</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#·dtl</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">243</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Conducto de transferencia interna de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el conducto de transferencia interna de SPN10 utilizado para el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.2.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">244</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">245</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.3.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Contador del número de partículas: conformidad global del PNC para la medición del SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que el contador del número de partículas utilizado para la medición de SPN10 en relación con el freno sometido a ensayo cumple todos los requisitos especificados en el apartado 12.2.3.1, letras a) a i).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">246</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">247</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PN: caudal medido de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el valor medio normalizado del caudal de muestreo de PN correspondiente al SPN10 para el freno sometido a ensayo. Se utilizarán los datos de 1 Hz del parámetro «Caudal real normalizado de muestreo de SPN10» consignados en el archivo de tiempos para calcular el caudal medio de muestreo durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Nl/min</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">248</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">249</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PN: relación isocinética de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la relación isocinética media para el muestreo de SPN10 con respecto al freno sometido a ensayo. Se utilizarán el diámetro de la tobera de SPN10 y los datos de los parámetros «Caudal real normalizado de aire de refrigeración» y «Caudal real normalizado de muestreo de SPN10» consignados en el archivo de tiempos (durante el ciclo de frenado WLTP del tramo de medición de emisiones) para el cálculo con la ecuación 12.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">-</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">250</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.3.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Caudal de muestreo de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen todas las especificaciones del caudal de muestreo de SPN10, así como de la relación isocinética de SPN10, que se definen en el apartado 12.2.3.2, letras a) a h), para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">251</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">253</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Reservado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">254</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PN: FEref SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión de referencia de SPN10 (FEref SPN10) en número de partículas por distancia recorrida para el freno sometido a ensayo, como se especifica en el apartado 12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">255</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PN: FE SPN10 final</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el factor de emisión final de SPN10 en número de partículas por distancia recorrida para el vehículo en el que esté montado el freno sometido a ensayo. Se realizará el cálculo de acuerdo con la ecuación 12.14, tal como se especifica en el apartado 12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">#/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">256</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cálculo del factor de emisión de PN: verificación del intervalo de medición de SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que las emisiones de SPN10 en #/Ncm3 se encuentran dentro del intervalo de medición especificado del dispositivo PNC. Se utilizarán los datos de 1 Hz del parámetro «Concentración de SPN10 normalizada: con corrección de PCRF» consignados en el archivo de tiempos para realizar la verificación durante el ciclo de frenado WLTP del tramo de medición de emisiones.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.2.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Procedimientos de verificación del sistema de PN: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que los procedimientos de verificación del sistema de PN definidos en el apartado 12.2.5, letras a) a d), se han aplicado correctamente para el freno sometido a ensayo.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: masa del disco o tambor anterior al ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la masa anterior al ensayo del disco o tambor con el termopar instalado sin su conector.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">259</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: masa del material de fricción antes del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Antes del ensayo se consignará la masa total del material de freno —incluidas las cuñas antirruido, los muelles de las cuñas de las pastillas y otros elementos— cuando este forme parte del conjunto del producto. Se utilizarán los datos del archivo de medición de masas para consignar la suma de las masas anteriores al ensayo correspondientes al material de fricción del freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">260</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: masa del disco o tambor posterior al ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la masa posterior al ensayo del disco o tambor con el termopar instalado sin su conector.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: masa del material de fricción después del ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Después del ensayo se consignará la masa total del material de freno —incluidas las cuñas antirruido, los muelles de las cuñas de las pastillas y otros elementos— cuando este forme parte del conjunto del producto. Se utilizarán los datos del archivo de medición de masas para consignar la suma de las masas posteriores al ensayo correspondientes al material de fricción del freno.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">262</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: pérdida de masa total</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará la pérdida total de masa del freno sometido a ensayo siguiendo el procedimiento definido en el cuadro A4/13 y en el apartado 12.3, letra j).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">263</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: distancia recorrida total</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se calculará y se consignará la distancia total recorrida durante los tramos de asentamiento y medición de emisiones (sin incluir los tramos de estabilización).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">264</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: factor de emisión basado en la pérdida de peso</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se consignará el promedio del factor de emisión basado en la pérdida de peso del freno sometido a ensayo siguiendo el procedimiento definido en el cuadro A4/13 y en el apartado 12.3, letra k).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">mg/km</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Medición de la pérdida de masa: conformidad global</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que la medición de la pérdida de masa del freno sometido a ensayo se ha realizado cumpliendo todas las especificaciones descritas en el apartado 12.3, letras a) a k).</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: dinamómetro de inercia</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el dinamómetro de frenos en el cuadro A4/15 y en el apartado 14.2 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">267</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.3.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: caudalímetro de aire</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el caudalímetro de aire de refrigeración en el cuadro A4/15 y en el apartado 14.3 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: separadores ciclónicos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para los separadores ciclónicos de PM y PN en el cuadro A4/15 y en los apartados 12.1 y 12.2.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">269</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: balanza de pesaje</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para la microbalanza en el cuadro A4/15 y en el apartado 14.4 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">270</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: caudalímetro de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el caudalímetro de muestreo de PM en el cuadro A4/15 y en el apartado 12.1 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">271</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.1.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: caudalímetro de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el caudalímetro de muestreo de PN en el cuadro A4/15 y en el apartado 12.2 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.5.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: dispositivos de tratamiento y acondicionamiento de muestras</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el eliminador de partículas volátiles SPN10 en el cuadro A4/15 y en el apartado 14.5 y que se dispone de certificados de calibración válidos en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.6.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: contador del número de partículas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para el contador del número de partículas en el cuadro A4/15 y en el apartado 14.6 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">274</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14.4.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Requisitos de calibración: balanza de pesaje de las piezas de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Se verificará que se cumplen los requisitos de calibración definidos para la balanza de pesaje de las piezas de freno en el cuadro A4/15 y en el apartado 14.4 y que se dispone de un certificado de calibración válido en el momento del ensayo de emisiones de los frenos.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">S/N</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">No aplicable</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">14.   </p>
    <p> </p>
    <p class="parrafo">Requisitos de calibración y controles de calidad en curso</p>
    <p class="parrafo">14.1.   </p>
    <p> Requisitos de calibración generales</p>
    <p class="parrafo">En el presente apartado se resumen los requisitos mínimos de calibración del equipo utilizado para un ensayo de emisiones de frenos. En el cuadro A4/15 se resumen los criterios de calibración y los intervalos para el equipo principal definido en el presente Reglamento.</p>
    <p class="parrafo">Cuadro A4/15</p>
    <p class="parrafo">Requisitos de calibración del equipo principal para la medición de las emisiones</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="25%"/>
        <col width="23%"/>
        <col width="25%"/>
        <col width="28%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Instrumento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Intervalo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Criterio</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dinamómetro de frenos</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/17</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Medidor de par</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudalímetro de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de temperatura del caudal de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de presión atmosférica del caudal de aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 0,4 kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de temperatura del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 7.2.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de humedad relativa del aire de refrigeración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % del nominal</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 7.2.1.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Separador ciclónico de PM10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Certificado de conformidad facilitado por el fabricante del ciclón en el momento de la instalación inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Separador ciclónico de PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Certificado de conformidad facilitado por el fabricante del ciclón en el momento de la instalación inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Microbalanza para PM10 y PM2,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudalímetro de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 2,5 % de la lectura o ± 1,5 % del fondo de escala (el valor que sea menor)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de temperatura del caudal de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de presión del caudal de muestreo de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Separador ciclónico de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Certificado de conformidad facilitado por el fabricante del ciclón en el momento de la instalación inicial</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Eficiencia de penetración ≥ 80 % para partículas de 1,5 μm de diámetro de movilidad eléctrica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudalímetro de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 meses</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % de la lectura en todas las condiciones de funcionamiento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de temperatura del caudal de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 °C</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de presión del caudal de muestreo de PN</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 kPa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 12.2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Eliminador de partículas volátiles para SPN10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 o 13 meses según el instrumento de que se trate</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Según el apartado 14.5.2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Contador del número de partículas suspendidas</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 meses o con ocasión de una operación de mantenimiento importante</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Según el apartado 14.6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Balanza de pesaje de las piezas de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, con periodicidad anual, y en operaciones de mantenimiento importantes</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Apartado 14.4</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cualquier otro sensor o equipo auxiliar utilizado para determinar la temperatura, la presión atmosférica y la humedad ambiente en la sala de equipo o en la sala de balanzas deberá cumplir los requisitos prescritos en el cuadro A4/16</p>
    <p class="parrafo">Cuadro A4/16</p>
    <p class="parrafo">Requisitos de calibración de los equipos auxiliares</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="36%"/>
        <col width="30%"/>
        <col width="33%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Instrumento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Intervalo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Criterio</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de temperatura</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 °C</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de presión atmosférica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 1 kPa</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de humedad relativa</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 5 % del nominal</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de humedad específica</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Anualmente</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 10 % de la lectura o 1 g H2O/kg de aire seco (si este valor es mayor)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">14.2.   </p>
    <p> Dinamómetro de frenos</p>
    <p class="parrafo">En el cuadro A4/17 se resumen los criterios de calibración y los intervalos para el dinamómetro de frenos definido en el presente Reglamento. Los dispositivos de medición de la velocidad de rotación, el par de frenado y la presión de frenado deberán cumplir los requisitos de linealidad del cuadro A4/18.</p>
    <p class="parrafo">Cuadro A4/17</p>
    <p class="parrafo">Requisitos de calibración del dinamómetro de frenos</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="32%"/>
        <col width="32%"/>
        <col width="36%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Instrumento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Intervalo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Criterio</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Dispositivo de velocidad de rotación</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, anualmente, y en operaciones de mantenimiento importante de la configuración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, anualmente, y en operaciones de mantenimiento importante de la configuración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de presión de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, anualmente, y en operaciones de mantenimiento importante de la configuración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cuadro A4/18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sensor de desplazamiento del líquido de frenos (opcional)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, anualmente, y en operaciones de mantenimiento importante de la configuración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Según las especificaciones del fabricante.</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Adquisición de datos de temperatura</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">En la instalación inicial, anualmente, y en operaciones de mantenimiento importante de la configuración</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">± 0,25 % máximo</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cuadro A4/18</p>
    <p class="parrafo">Requisitos de linealidad de los dispositivos de medición de la velocidad de rotación, el par de frenado y la presión de frenado</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="16%"/>
        <col width="21%"/>
        <col width="16%"/>
        <col width="21%"/>
        <col width="26%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sistema de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ordenada en el origen a0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Pendiente a1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Error típico de la estimación (ETE)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de determinación, r2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Velocidad de rotación del freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,05 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,98-1,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,25 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,990</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Par de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,05 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,98-1,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,5 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,990</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Presión de frenado</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,05 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,98-1,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,5 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,990</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Aparte de las calibraciones de los sistemas enumerados en los cuadros A4/17 y A4/18, el centro de ensayo verificará el nivel cero del par y el nivel cero de la presión antes de iniciar cada ensayo de emisiones de los frenos. La verificación se llevará a cabo siguiendo la metodología descrita en el apartado 8.2.</p>
    <p class="parrafo">14.3.   </p>
    <p> Caudalímetro de aire de refrigeración</p>
    <p class="parrafo">La calibración del caudalímetro utilizado para determinar el caudal de aire de refrigeración debe poder certificarse conforme a normas nacionales o internacionales. El caudalímetro cumplirá los requisitos de linealidad del cuadro A4/19 con al menos cuatro caudales de referencia equidistantes aplicando una regresión lineal entre los caudales operativos mínimo y máximo de la configuración. Además, cada punto de medición de caudal deberá situarse dentro de un margen del ± 2 % del caudal de referencia medido. El centro de ensayo efectuará la calibración del caudalímetro en el momento de la instalación inicial, anualmente y en cada operación de mantenimiento importante de la configuración.</p>
    <p class="parrafo">Cuadro A4/19</p>
    <p class="parrafo">Requisitos de linealidad del caudalímetro</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="23%"/>
        <col width="16%"/>
        <col width="16%"/>
        <col width="19%"/>
        <col width="26%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sistema de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ordenada en el origen a0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Pendiente a1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Error típico de la estimación (ETE)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de determinación, r2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Caudalímetro</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 1 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,98-1,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 2 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,990</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El centro de ensayo utilizará un caudalímetro calibrado para indicar el caudal de aire en condiciones estándar. Para garantizar una conversión adecuada a las condiciones de funcionamiento, el sensor de temperatura deberá tener una exactitud de ± 1 °C y las mediciones de presión deberán tener una precisión y exactitud de ± 0,4 kPa. El centro de ensayo llevará a cabo las calibración de ambos sensores anualmente.</p>
    <p class="parrafo">14.4.   </p>
    <p> </p>
    <p class="parrafo">Básculas de PM y pérdida de masa</p>
    <p class="parrafo">14.4.1.   </p>
    <p> Microbalanza para el pesaje de filtros de PM</p>
    <p class="parrafo">La calibración de la microbalanza utilizada para el pesaje de filtros de masa de PM conforme al apartado 12.1.4 deberá poder certificarse conforme a normas nacionales o internacionales. La balanza cumplirá los requisitos de linealidad del cuadro A4/20 con al menos cuatro pesos de referencia equidistantes aplicando una regresión lineal. Ello implica una precisión mínima de ± 2 μg y una resolución mínima de 1 μg (1 dígito = 1 μg). El centro de ensayo utilizará pesas de calibración certificadas para verificar la estabilidad y el correcto funcionamiento de la microbalanza periódicamente (cuadro A4/15). El centro de ensayo efectuará la calibración de la microbalanza en el momento de la instalación inicial, anualmente y en cada operación de mantenimiento importante de la configuración.</p>
    <p class="parrafo">14.4.2.   </p>
    <p> Balanza de pesaje de piezas de freno</p>
    <p class="parrafo">La calibración de la balanza utilizada para el pesaje de piezas de freno conforme al apartado 12.3 deberá poder certificarse conforme a normas nacionales o internacionales. La balanza cumplirá los requisitos de linealidad del cuadro A4/20 con al menos cuatro pesos de referencia equidistantes aplicando una regresión lineal. Ello implica una precisión mínima de ± 1 g y una resolución mínima de 0,1 g. El centro de ensayo utilizará pesas de calibración certificadas para verificar la estabilidad y el correcto funcionamiento de la balanza periódicamente (cuadro A4/15). El centro de ensayo efectuará la calibración de la balanza en el momento de la instalación inicial, anualmente y en cada operación de mantenimiento importante de la configuración.</p>
    <p class="parrafo">Cuadro A4/20</p>
    <p class="parrafo">Criterios de verificación de la microbalanza y de la balanza de piezas de freno</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="16%"/>
        <col width="20%"/>
        <col width="16%"/>
        <col width="20%"/>
        <col width="27%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Sistema de medición</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ordenada en el origen a0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Pendiente a1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Error típico de la estimación (ETE)</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Coeficiente de determinación, r2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Balanza de PM</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 1 μg</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,99-1,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 1 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,998</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Balanza de pesaje de las piezas de freno</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 0,3 g</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,99-1,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≤ 1 % máximo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">≥ 0,998</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">14.5.   </p>
    <p> Dispositivos de tratamiento y acondicionamiento de muestras</p>
    <p class="parrafo">Cuadro A4/21</p>
    <p class="parrafo">Requisitos de PCRF [fr (dx)] para partículas de 15, 30 y 50 nm de diámetro de movilidad eléctrica</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="42%"/>
        <col width="29%"/>
        <col width="29%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Fracción de PCRF</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor mínimo admisible</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor máximo admisible</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">[fr (15 nm)]/[fr (100 nm)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">[fr (30 nm)]/[fr (100 nm)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,30</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">[fr (50 nm)]/[fr (100 nm)]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,20</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">14.5.1.   </p>
    <p> </p>
    <p class="parrafo">Reservado</p>
    <p class="parrafo">14.5.2.   </p>
    <p> Eliminación de partículas volátiles para la medición de SPN10</p>
    <p class="parrafo">En caso de que se trate de una unidad nueva y después de toda operación de mantenimiento importante, la calibración del PCRF del VPR en toda su gama de parámetros de dilución se llevará a cabo a las temperaturas nominales de funcionamiento establecidas del instrumento. El requisito de validación periódica del PCRF del VPR se limitará a una comprobación de un único parámetro típico del utilizado para el ensayo de emisiones de cualquier freno típico disponible en el mercado. El servicio técnico deberá asegurarse de que se haya emitido un certificado de calibración o validación en los 6 meses anteriores al ensayo de emisiones. Se admitirá un intervalo de validación de 13 meses cuando el VPR incorpore alarmas de control de la temperatura.</p>
    <p class="parrafo">El VPR se caracterizará por un PCRF de partículas sólidas de 15, 30, 50 y 100 nm de diámetro de movilidad eléctrica. Los PCRF de partículas de 15, 30 y 50 nm de diámetro de movilidad eléctrica serán como máximo un 100, un 30 y un 20 % superiores, respectivamente, y como máximo un 5 % inferiores al correspondiente a las partículas de 100 nm de diámetro de movilidad eléctrica (cuadro A4/21). A efectos de validación, el PCRF medio no deberá diferir más del ± 10 % de la media aritmética del factor de reducción de la concentración de partículas (fr) determinado durante la última calibración del VPR.</p>
    <p class="parrafo">El aerosol de ensayo para estas mediciones serán partículas sólidas de 15, 30, 50 y 100 nm de diámetro de movilidad eléctrica. La concentración mínima en la entrada del sistema de dilución será de 3 000 #/cm3 para partículas de 15 nm de diámetro de movilidad eléctrica y de 5 000 #/cm3 para partículas de 30, 50 y 100 nm de diámetro de movilidad eléctrica. Las concentraciones de partículas se medirán antes y después de los componentes. El PCRF para cada tamaño de partícula monodispersa [fr (dx)] se calculará con la ecuación 14.1. La media aritmética del factor de reducción de la concentración de partículas (fr) con el ajuste de la dilución de que se trate deberá calcularse con la ecuación 14.2.</p>
    <p class="parrafo">Se recomienda calibrar y validar el VPR como una unidad completa. La eficiencia de eliminación de partículas volátiles de un VPR solo ha de demostrarse una vez para la familia de instrumentos de medición del SPN10. El fabricante del instrumento deberá indicar el intervalo de mantenimiento o recambio que garantice que la eficiencia de eliminación del VPR cumpla los requisitos técnicos. En caso de que no se facilite dicha información, deberá comprobarse anualmente la eficiencia de eliminación de partículas volátiles de cada instrumento.</p>
    <p class="parrafo">El VPR utilizado para las mediciones de SPN10 deberá demostrar una eficiencia de eliminación superior al 99,9 % de partículas de tetracontano [CH3(CH2)38CH3] con un diámetro mediana de movilidad eléctrica superior a 50 nm y una masa superior a 1 mg/m3 cuando funcione en su posición de dilución mínima y a la temperatura de funcionamiento recomendada por el fabricante.</p>
    <p class="parrafo">El fabricante del instrumento demostrará la penetración de partículas Pr(dx) sometiendo a ensayo una unidad de cada modelo de sistema. En este contexto, un modelo de sistema abarca todos los sistemas que incorporan los mismos componentes; es decir, la misma geometría, los mismos materiales de conducción, los mismos caudales y los mismos perfiles de temperatura en la trayectoria del aerosol. La penetración de partículas Pr(dx) con un tamaño de partícula dx deberá calcularse con la ecuación 14.3.</p>
    <p class="parrafo">14.6.   </p>
    <p> Contador del número de partículas suspendidas</p>
    <p class="parrafo">La autoridad de homologación de tipo deberá asegurarse de que se haya emitido un certificado de calibración del PNC que demuestre su conformidad con una norma concreta en los trece meses anteriores al ensayo de emisiones. Entre una calibración y otra, bien se comprobará que no se ha deteriorado la eficiencia de recuento del PNC, bien se cambiará la mecha del PNC cada seis meses, si lo recomienda el fabricante del instrumento. Asimismo, deberá recalibrarse el PNC y emitirse un nuevo certificado de calibración después de cualquier operación de mantenimiento importante.</p>
    <p class="parrafo">La calibración deberá poder certificarse conforme a un método de calibración normalizado. El centro de ensayo utilizará uno de los dos métodos siguientes para la calibración del PNC:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">comparación de la respuesta del PNC sujeto a calibración con la de un electrómetro de aerosol calibrado en el muestreo simultáneo de partículas de calibración clasificadas electrostáticamente;</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">comparación de la respuesta del PNC sujeto a calibración con la de un segundo PNC que haya sido calibrado directamente según el método anterior.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La calibración se llevará a cabo utilizando al menos seis concentraciones estándar en el intervalo de medida del PNC. Cinco de estas concentraciones estándar estarán espaciadas tan uniformemente como sea posible entre la concentración estándar de 3 000 #/cm3 o menos y el valor máximo del intervalo del PNC en el modo de recuento partícula a partícula. Los seis puntos de concentración estándar incluirán un punto de concentración cero nominal alcanzado mediante la utilización de filtros HEPA como mínimo de clase H13 conforme a la norma EN 1822:2008 (o eficacia equivalente) en la entrada de cada instrumento. Deberá calcularse y registrarse el gradiente de una regresión de mínimos cuadrados lineal de los dos conjuntos de datos. Se aplicará al PNC que se está calibrando un factor de calibración equivalente al inverso del gradiente. La linealidad de la respuesta se determinará calculando el cuadrado del coeficiente de correlación producto-momento de Pearson (r) de los dos conjuntos de datos, y deberá ser igual o superior a 0,97. Al calcular el gradiente y el valor R2, la regresión lineal se hará pasar por el origen (concentración cero en ambos instrumentos). El factor de calibración se situará entre 0,9 y 1,1. Cada concentración medida con el PNC sometido a calibración se situará en el ± 5 % de la concentración de referencia medida multiplicada por el gradiente, salvo para el punto cero.</p>
    <p class="parrafo">La calibración incluirá también una comprobación de los requisitos de eficacia de detección del PNC con partículas de 10 nm de diámetro de movilidad eléctrica. No es necesario efectuar una comprobación de la eficiencia de recuento con partículas de 15 nm durante la calibración periódica.</p>
    <p class="parrafo">Anexo 4 – Apéndice 1</p>
    <p class="parrafo">Eventos del ciclo de frenado WLTP</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="16%"/>
        <col width="23%"/>
        <col width="14%"/>
        <col width="14%"/>
        <col width="16%"/>
        <col width="16%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Tiempo de inicio del evento</p>
            <p class="parrafo">[s]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de finalización del evento</p>
            <p class="parrafo">[s]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Trayecto [#]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tipo de evento</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad al inicio [km/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Velocidad al final [km/h]</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">92</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">92</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">153</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">153</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">303</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">303</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">306</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">306</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">311</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">311</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">323</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">323</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">341</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">341</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">351</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">351</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">358</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">358</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">366</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">366</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">372</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">372</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">381</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">381</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">402</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">402</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">406</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">406</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">478</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">478</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">499</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">499</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">505</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">505</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">508</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">508</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">516</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">516</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">543</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">543</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">555</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">555</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">564</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">564</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">576</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">576</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">592</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">592</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">595</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">595</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">600</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">600</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">622</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">622</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">657</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">657</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">660</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">660</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">673</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">673</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">685</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">685</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">726</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">726</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">733</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">733</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">736</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">736</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">744</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">744</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">747</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">747</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">751</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">751</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">758</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">758</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">759</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">759</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">778</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">778</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">786</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">786</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">945</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">945</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">948</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">948</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">986</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">986</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">993</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">993</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">996</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">996</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 008</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 008</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 013</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 013</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 016</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 016</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 070</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 070</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 115</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 115</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 119</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 119</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 144</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 144</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 186</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 186</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 191</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 191</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 194</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 194</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 206</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 206</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 209</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 209</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 217</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 217</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 220</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 220</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 236</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 236</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 253</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 253</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 256</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 256</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 259</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 259</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 262</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 262</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 282</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 282</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 315</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 315</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 319</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 319</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 328</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 328</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 331</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 331</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 338</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 338</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 341</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 341</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 344</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 344</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 448</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 448</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 451</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 451</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 454</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 454</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 476</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 476</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 502</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 502</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 515</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 515</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 547</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 547</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 550</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 550</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 559</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 559</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 597</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 597</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 608</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 608</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 678</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 678</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 686</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 686</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 697</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 697</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 707</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 707</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 757</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 757</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 763</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 763</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 773</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 773</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 804</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 804</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 807</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 807</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 823</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 823</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 828</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 828</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 831</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 831</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 843</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 843</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 870</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 870</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 885</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 885</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 904</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 904</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 910</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 910</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 915</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 915</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 918</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 918</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 921</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 921</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 937</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 937</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 951</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 951</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 954</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 954</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 972</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 972</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 077</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 077</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 199</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 199</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 212</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 212</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 218</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 218</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 229</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 229</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 233</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 233</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 244</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 244</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 250</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 250</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 520</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 520</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 526</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 526</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 529</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 529</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 570</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 570</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 591</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 591</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 594</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 594</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 602</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 602</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 611</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 611</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 631</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 631</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 634</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 634</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 637</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 637</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 650</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 650</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 655</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 655</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 672</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 672</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 677</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 677</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 708</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 708</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 719</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 719</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 722</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 722</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 738</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 738</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 754</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 754</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 759</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 759</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 767</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 767</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 835</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 835</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 892</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 892</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 897</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 897</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 903</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 903</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 906</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 906</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 924</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 924</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 952</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 952</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 955</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 955</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 963</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 963</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 966</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 966</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 971</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 971</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 976</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2 976</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 006</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 006</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 011</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 011</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 014</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 014</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 032</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 032</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 039</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 039</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 049</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 049</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 059</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 059</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 084</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 084</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 159</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 159</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 271</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 271</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 274</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 274</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 292</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 292</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 308</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 308</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 311</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 311</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 318</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 318</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 422</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 422</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 432</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 432</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 438</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 438</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 483</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 483</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 492</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 492</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 495</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 495</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 498</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 498</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 621</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 621</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 640</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 640</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 692</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 692</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 717</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 717</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 729</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 729</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 732</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 732</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 773</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 773</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 778</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 778</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 802</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 802</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 852</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 852</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 855</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 855</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 875</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 875</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 939</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 939</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 966</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3 966</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 136</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 136</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 196</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 196</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 570</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 570</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 578</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 578</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 586</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 586</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 601</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 601</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 612</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 612</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 619</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 619</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 635</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 635</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 653</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 653</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 022</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 022</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 071</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 071</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 193</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 193</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 293</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 293</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 300</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 300</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 326</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 326</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 342</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 342</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 350</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 350</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 359</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 359</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 378</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 378</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 390</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 390</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 397</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 397</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 400</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 400</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 409</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 409</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 417</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 417</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 424</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 424</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 432</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 432</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 435</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 435</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 444</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 444</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 454</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 454</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 464</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 464</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 467</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 467</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 484</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 484</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 527</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 527</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 568</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 568</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 571</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 571</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 581</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 581</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 601</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 601</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 632</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 632</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 656</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 656</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 713</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 713</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 734</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 734</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 789</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 789</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 803</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 803</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 811</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 811</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 820</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 820</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 824</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 824</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 827</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 827</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 832</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 832</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 844</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 844</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 952</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 952</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 968</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 968</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 971</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5 971</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 010</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 010</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 091</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 091</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 111</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 111</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 200</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 200</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 248</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 248</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 255</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 255</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 330</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 330</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 339</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 339</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 425</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 425</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 893</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 893</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 923</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 923</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 930</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 930</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 953</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 953</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 957</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 957</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 981</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 981</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 985</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 985</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 995</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 995</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 999</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6 999</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 090</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 090</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 205</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 205</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 346</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 346</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 349</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 349</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 354</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 354</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 368</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 368</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 381</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 381</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 400</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 400</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 414</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 414</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 455</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 455</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 503</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 503</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 509</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 509</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 518</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 518</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 525</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 525</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 531</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 531</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 534</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 534</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 537</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 537</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 540</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 540</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 545</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 545</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 558</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 558</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 699</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 699</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 709</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 709</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 752</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 752</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 755</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 755</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 764</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 764</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 769</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 769</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 774</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 774</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 787</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 787</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 803</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 803</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 829</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 829</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 889</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 889</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 892</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 892</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 904</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 904</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 916</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 916</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 950</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 950</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 962</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 962</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 979</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 979</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 982</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 982</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 988</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 988</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 064</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 064</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 120</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 120</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 413</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 413</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 425</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 425</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 483</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 483</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 540</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 540</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 547</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 547</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 563</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 563</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 577</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 577</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 609</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 609</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 670</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8 670</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 155</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 155</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 158</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 158</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 171</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 171</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 264</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 264</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 279</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 279</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 366</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 366</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 372</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 372</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 375</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 375</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 382</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 382</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 386</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 386</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 402</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 402</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 427</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 427</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 439</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 439</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 443</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 443</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 453</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 453</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 516</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 516</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 812</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 812</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 851</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 851</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 859</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 859</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 864</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 864</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 869</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 869</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 899</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 899</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 909</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9 909</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 041</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 041</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 044</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 044</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 046</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 046</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 049</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 049</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 054</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 054</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 066</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 066</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 280</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 280</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 453</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 453</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 458</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 458</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 475</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 475</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 479</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 479</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 632</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 632</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 638</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 638</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 650</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 650</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 663</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 663</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 696</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 696</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 700</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 700</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 707</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 707</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 712</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 712</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 725</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 725</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 737</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 737</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 758</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 758</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 761</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 761</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 764</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 764</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 808</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 808</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 811</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 811</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 838</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 838</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 242</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 242</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 245</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 245</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 249</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 249</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 293</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 293</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 313</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 313</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 316</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 316</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 348</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 348</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 351</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 351</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 354</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 354</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 373</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 373</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 541</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 541</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 545</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 545</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 563</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 563</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 574</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 574</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 652</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 652</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 659</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 659</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 665</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 665</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 666</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 666</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 671</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 671</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 674</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 674</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 687</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 687</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 830</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 830</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 842</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 842</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 851</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 851</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 861</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 861</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 880</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 880</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">11 884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 054</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 054</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 064</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 064</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 067</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 067</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 079</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 079</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 082</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 082</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 124</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 124</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 173</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 173</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 181</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 181</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 197</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 197</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 202</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 202</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 216</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 216</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 231</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 231</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 267</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 267</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 328</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 328</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 340</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 340</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 368</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 368</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 371</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 371</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 376</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 376</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 478</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 478</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 484</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 484</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 487</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 487</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 503</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 503</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 510</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 510</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 517</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 517</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 521</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 521</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 544</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 544</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 549</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 549</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 556</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 556</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 559</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 559</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 602</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 602</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 617</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 617</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 622</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 622</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 658</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 658</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 671</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 671</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 679</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 679</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 702</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 702</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 705</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 705</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 711</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 711</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 718</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 718</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 790</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 790</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 799</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 799</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 806</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 806</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 854</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 854</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 861</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 861</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 877</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 877</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 938</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 938</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 944</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 944</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 968</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 968</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 980</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 980</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 997</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">12 997</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 063</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 063</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 067</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 067</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 080</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 080</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 084</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 084</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 090</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 090</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 097</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 097</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 179</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 179</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 207</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 207</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 278</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 278</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 344</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 344</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 379</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 379</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 408</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 408</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 412</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 412</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 448</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 448</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 460</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 460</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 495</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 495</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 498</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 498</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 506</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 506</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 509</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 509</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 518</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 518</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 521</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 521</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 527</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 527</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 532</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 532</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 535</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 535</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 578</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 578</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 583</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 583</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 586</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 586</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 598</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 598</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 633</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 633</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 645</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 645</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 648</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 648</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 681</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 681</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 716</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 716</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 720</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 720</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 723</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 723</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 730</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 730</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 739</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 739</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 754</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 754</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 765</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 765</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 772</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 772</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 775</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 775</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 780</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 780</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 783</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 783</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 825</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 833</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 833</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 836</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 836</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 841</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 841</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 844</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 844</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 850</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 850</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 856</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 856</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 862</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 862</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 878</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 878</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 881</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 881</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 953</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 953</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 962</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 962</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 972</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 972</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 975</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 975</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 981</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 981</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 988</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 988</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 994</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">13 994</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 016</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 016</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 028</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 028</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 031</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 031</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 034</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 034</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 040</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 040</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 113</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 113</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 121</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 121</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 138</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 138</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 142</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 142</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 150</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 150</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 161</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 161</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 172</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 172</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 263</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 263</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 270</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 270</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 277</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 277</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 287</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 287</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 296</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 296</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 310</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 310</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 360</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7 360</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 992</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">14 992</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 010</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 010</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 013</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 013</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 024</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 024</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 045</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 045</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 048</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 048</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 057</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 057</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 073</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 073</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 083</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 083</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 098</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 098</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 148</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 148</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 457</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 457</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 475</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 475</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 479</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 479</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 542</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 584</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 584</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 590</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 590</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 593</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 593</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 664</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 664</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 717</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 717</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 724</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 724</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 727</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 727</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 738</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 738</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 742</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,7</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 742</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 752</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,4</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 752</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 769</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 769</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 791</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,9</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 791</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 802</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 802</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 808</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Acel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 808</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Crucero</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Desacel.</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">15 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 826</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Ralentí</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Anexo 4 – Apéndice 2</p>
    <p class="parrafo">Eventos de frenado del ciclo de frenado WLTP</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="7%"/>
        <col width="6%"/>
        <col width="8%"/>
        <col width="14%"/>
        <col width="8%"/>
        <col width="8%"/>
        <col width="8%"/>
        <col width="19%"/>
        <col width="8%"/>
        <col width="13%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Trayecto</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Evento de frenado #</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de inicio</p>
            <p class="parrafo">[s]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tiempo de finalización</p>
            <p class="parrafo">[s]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Duración del evento [s]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor de consigna de velocidad inicial [km/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Valor de consigna de velocidad final [km/h]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Tasa de desaceleración</p>
            <p class="parrafo">[m/s2]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Distancia del evento</p>
            <p class="parrafo">[m]</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Energía cinética específica (solo desacel.)</p>
            <p class="parrafo">[J/kg]</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,53</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,38</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,40</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,857</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,48</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,28</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,577</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,36</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,506</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,75</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">303</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,31</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,80</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,915</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,59</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">341</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,037</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,78</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">366</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,820</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,17</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">402</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">406</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,793</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,59</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,881</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,42</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,21</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,659</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,32</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,03</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">499</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">505</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">543</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,306</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,03</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">576</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,48</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,38</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">592</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">595</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,746</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,77</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">600</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,693</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,03</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">657</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,17</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">673</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,87</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">726</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">733</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,03</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,59</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">747</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">751</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,893</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,04</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,90</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">768</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,500</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,13</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">945</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,969</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,96</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,25</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">996</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,83</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 016</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,35</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,35</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,059</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,52</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,664</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,81</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 191</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,653</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,08</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 209</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 217</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,343</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,78</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 253</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 256</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,728</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,09</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,78</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 282</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,840</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,41</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,94</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,921</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 319</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,929</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,30</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 338</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,747</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,25</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 448</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 451</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,643</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,51</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,296</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 515</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,30</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 547</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,915</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,81</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 597</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">137,41</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">223,43</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,269</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 757</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,995</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,22</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 804</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 807</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,59</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 823</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 828</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,836</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,22</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 870</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,904</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,68</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,010</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,73</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 910</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,828</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,99</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 918</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 921</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,727</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,71</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,17</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 951</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 954</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,697</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,26</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,51</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 972</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,999</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,33</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">140,28</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">152,64</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 218</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 229</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">115,11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">130,44</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 250</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,345</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">81,39</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109,60</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 520</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 526</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,53</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,38</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 587</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 591</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,40</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 605</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 611</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,857</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,48</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 631</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 634</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,28</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 650</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,649</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 672</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 677</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,070</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,37</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,970</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,99</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,88</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 719</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,47</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">70</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 738</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,998</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">70,76</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">70,78</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 759</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 767</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,446</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,26</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,77</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 897</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 903</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,232</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,59</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 963</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,843</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 966</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2 971</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,655</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,26</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 006</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 011</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,893</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,12</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 032</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,841</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">78</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,722</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,692</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,72</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,66</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 096</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,085</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">81</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 159</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,64</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">77,60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,41</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 271</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,882</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,47</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 308</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 311</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,943</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,56</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,22</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 422</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,20</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,885</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,20</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 483</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 492</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 495</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,776</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,45</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,57</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,900</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,97</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,24</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 621</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,842</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,19</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,964</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,02</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">92</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 688</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,099</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,79</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">93</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 692</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 698</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,111</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 729</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 732</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,710</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,03</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 773</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 778</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,99</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 852</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,78</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 895</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,634</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,09</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">99</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 939</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3 946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,51</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,50</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">100</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,832</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">77,61</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,83</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,29</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,48</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,29</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">76,18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">116,28</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">104</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 566</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,677</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">188,65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">316,68</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4 683</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,299</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">252,30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">327,51</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 004</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">204,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">373,56</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">107</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 071</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">78,68</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">108</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,176</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">154,45</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">181,88</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 193</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,673</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,48</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,81</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">110</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 300</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,641</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,07</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,61</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">111</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 314</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 326</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,338</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">128,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 350</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,958</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,53</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">113</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 390</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 397</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,38</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 417</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,40</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">115</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 435</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 441</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,857</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,48</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">116</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 464</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,28</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 480</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,649</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">118</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,160</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,99</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67,41</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">119</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 554</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,79</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,43</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">120</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 571</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 581</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,207</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,36</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">121</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 624</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 629</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,59</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">122</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 656</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,82</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,812</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,91</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">124</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 789</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,066</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,07</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">125</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,000</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,50</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,677</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,73</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 820</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 824</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,81</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,31</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">128</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 844</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,939</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,74</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,02</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">129</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5 968</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,007</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,53</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 078</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,061</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,23</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">131</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,083</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,47</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,03</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,835</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67,83</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,92</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">133</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,020</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67,74</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,28</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">134</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 248</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,199</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,31</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">135</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 320</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 330</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,741</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,06</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,50</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">136</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 872</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 876</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">90,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,028</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">108,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">111,69</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,25</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">138</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 930</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">94,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,039</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,90</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">139</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 953</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 957</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,031</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">88,60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">91,69</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 981</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">84,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,766</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">88,11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67,31</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">141</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6 999</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 005</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,871</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">130,61</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">113,73</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">142</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 074</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,039</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">86,46</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 114</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,128</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">144</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,991</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">86,64</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 205</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,974</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">81,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">78,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 346</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 349</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,859</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,02</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">147</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 381</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 388</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">122,89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">201,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">148</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 455</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,056</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">177,40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">187,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">149</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 490</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 496</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,130</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,34</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">150</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 518</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 522</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,20</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 534</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 537</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,702</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,26</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">152</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 548</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 551</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,631</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,99</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,19</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">153</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 567</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,869</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,64</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 709</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,750</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,45</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">155</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 752</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,661</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,40</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">156</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 769</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 774</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,29</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 795</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,84</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">158</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">159</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 883</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 889</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,215</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,69</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">160</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 907</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 913</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,167</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">67,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,33</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">161</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 941</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 947</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,09</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">162</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 973</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 979</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">86,77</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">163</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 064</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,422</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,48</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">164</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85,65</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,19</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">165</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 120</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 123</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,803</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,31</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,15</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">166</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">167</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 413</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 418</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,653</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,29</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">168</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 421</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 425</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,656</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,25</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,48</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">169</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,028</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,06</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,36</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">170</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 609</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,915</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,50</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">171</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 081</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 089</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,821</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">189,13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">154,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">172</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,477</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">129,73</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">191,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">173</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 155</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,716</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">86,05</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">147,58</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 174</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,137</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,11</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109,19</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 264</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 279</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,549</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">174,24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">269,64</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">176</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 375</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 382</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,946</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,04</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">177</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 427</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 439</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">108,86</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">164,51</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">178</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 489</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,783</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,78</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">179</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 812</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,006</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,701</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,33</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,38</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">181</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 864</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 869</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">72,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,39</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">182</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9 898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">53,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,497</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,85</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,08</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">183</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 041</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">184</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 049</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 054</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,582</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,27</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,25</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">185</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 280</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,79</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,80</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">186</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 453</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 458</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 475</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 479</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,734</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,05</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,27</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 486</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,747</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,92</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 507</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,062</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,02</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,71</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">190</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 638</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 647</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,849</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,38</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">191</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 696</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 700</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,689</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,23</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 725</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,740</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,37</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">193</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 758</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 761</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,720</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,87</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">194</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 792</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,807</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,97</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 811</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,920</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,12</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">196</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10 879</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">55,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,407</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">85,10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">119,69</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">197</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 088</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 101</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">101,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">121,85</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 117</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 126</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,347</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">199</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 245</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 249</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,494</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,54</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,19</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">200</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,611</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,20</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">201</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,561</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,94</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">202</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 313</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 316</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,92</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,94</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">203</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 348</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 351</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,93</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,83</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">204</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 354</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 361</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,670</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,41</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,02</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">205</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 519</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,166</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,23</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,39</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">206</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 541</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 545</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">207</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 557</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 560</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,637</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,16</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,40</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 574</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 579</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,729</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,62</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">209</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 659</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 662</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,753</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,89</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,91</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">210</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 669</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 671</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,50</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">211</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 684</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 687</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,730</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,87</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,42</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">212</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 690</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 694</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,799</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,39</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,10</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 845</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 848</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,652</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,96</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">214</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 861</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,802</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,92</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">215</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 868</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 873</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,097</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,82</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">216</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 880</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11 884</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,860</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">217</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 067</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,814</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">218</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 082</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,35</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">219</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 103</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 106</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,15</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">220</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 132</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 140</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,649</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">221</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 181</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 187</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">222</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 198</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 202</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,74</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,83</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">223</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 208</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 213</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,863</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">27,20</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">224</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 267</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,092</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,43</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,79</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">225</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,069</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,22</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,60</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">226</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 336</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 340</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,860</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">227</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 364</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 368</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,018</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">228</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 461</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 469</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,649</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,49</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">229</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 487</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 493</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">230</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 510</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 514</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,960</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,68</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,35</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">231</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 528</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,860</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,88</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,93</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">232</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 552</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 556</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,018</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">233</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 614</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 617</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">105,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">83,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,22</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">234</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 622</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 626</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">95,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,901</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">98,78</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89,17</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">235</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 642</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">97,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">100,07</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">102,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">236</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 651</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 654</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">82,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,756</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,50</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,73</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">237</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 658</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 668</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,994</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">157,30</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">156,35</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">238</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 695</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 702</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,512</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">87,35</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">239</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 714</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 718</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,56</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,15</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">240</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 790</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 796</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,108</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89,16</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">241</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 854</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 858</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,829</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,81</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">242</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 926</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 932</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">61,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,529</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">74,17</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">113,31</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">243</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 965</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,843</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,75</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">244</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12 980</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,24</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,72</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">245</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 053</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 060</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,289</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">75,09</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">96,92</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">246</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 072</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 075</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,704</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,67</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">247</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 084</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 090</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,603</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">248</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 093</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 097</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">249</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 179</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,808</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,62</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,00</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">250</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 188</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 192</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">18,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,761</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,12</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">251</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 278</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,783</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,06</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,55</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">252</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,68</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">253</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 334</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 344</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,279</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">63,95</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">81,64</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">254</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 379</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 384</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,779</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,38</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,59</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">255</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 408</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 412</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,791</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,38</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,06</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">256</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 442</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 445</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,777</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,76</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">257</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 488</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,146</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,46</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">258</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 498</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 506</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,787</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,19</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,88</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">259</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 521</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 524</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,721</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">260</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 535</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 539</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,983</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,43</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,08</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">261</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 578</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 583</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,734</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,52</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,07</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">262</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 633</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">58,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,942</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,80</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">263</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 639</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 645</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,151</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">60,40</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,65</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">264</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 676</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 681</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">44,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,775</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,77</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,29</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">265</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 716</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 720</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,905</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,75</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,01</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 739</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 745</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,898</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,42</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">267</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 748</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 754</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,020</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,04</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,65</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">268</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 760</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 765</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,556</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,94</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,86</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">269</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 775</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 780</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,906</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,33</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,25</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">270</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 817</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,955</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,70</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,37</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">271</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 836</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 841</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,856</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">46,04</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,65</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">272</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 853</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 856</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,91</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,81</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">273</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 862</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 865</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,800</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,01</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">17,52</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">274</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 878</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 881</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,646</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,55</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">275</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 956</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 959</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">29,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,724</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">28,08</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">20,28</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">276</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 975</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 978</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">3,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">42,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,761</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,20</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,75</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">277</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13 994</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">21,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,166</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,82</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">81,44</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">278</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 019</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 025</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">49,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,145</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">62,60</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,57</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">279</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 034</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 040</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">38,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,888</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">48,66</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">43,26</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">280</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 121</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 127</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">30,8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,954</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,58</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 138</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 142</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">26,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,680</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,75</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">16,18</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">282</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 150</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 154</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,794</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14,78</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,70</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">283</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 157</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 161</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,526</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,21</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">2,23</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">284</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 175</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 180</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">5,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,036</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">31,83</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,87</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">285</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 189</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 195</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">13,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,630</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,33</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,14</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">286</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 266</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 270</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">24,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,977</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,90</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">19,34</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">287</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 277</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 281</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">10,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,755</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,04</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,58</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">288</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,766</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">4,67</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">289</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 325</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7 333</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">64,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">25,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,367</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">100,49</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">137,41</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">290</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">14 992</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 001</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">112,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">56,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,724</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">210,12</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">362,53</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">291</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 013</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 021</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">8,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">68,2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,949</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">89,14</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">173,89</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">292</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 048</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 057</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">80,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">35,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,407</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">145,18</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">204,43</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">293</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 076</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 083</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">73,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,356</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">109,57</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">148,27</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">294</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 086</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 098</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">12,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">39,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,909</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">65,44</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,59</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">295</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 457</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 472</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">132,5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">34,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,824</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">346,87</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">632,73</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">296</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 482</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">9,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">41,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,283</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">51,98</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,77</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">297</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 584</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 590</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">33,1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,239</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">32,84</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">40,74</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">298</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 625</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 636</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,948</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,37</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,54</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">299</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 664</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 675</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">11,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">52,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,313</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">79,42</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">104,32</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">300</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 717</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 724</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">50,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">22,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,102</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">71,46</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">78,55</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">301</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 742</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 749</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">47,7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,964</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">69,13</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">66,66</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">302</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 791</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 797</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">6,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">45,9</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">23,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,032</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">57,87</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">59,79</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">10</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">303</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 815</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">15 822</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">7,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">37,6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">0,0</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">1,491</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">36,53</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">54,54</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">ANEXO 5</p>
    <p class="parrafo">Método para medir y calcular los coeficientes de reparto de frenado por fricción específicos de los vehículos</p>
    <p class="parrafo">1.   </p>
    <p> Objetivo</p>
    <p class="parrafo">En el presente anexo se describe el procedimiento para determinar los coeficientes de reparto de frenado por fricción específicos de los vehículos. El método aquí descrito puede utilizarse como alternativa a los coeficientes de reparto de frenado por fricción que figuran en el cuadro 4 del presente Reglamento.</p>
    <p class="parrafo">2.   </p>
    <p> Ámbito y aplicación</p>
    <p class="parrafo">El método descrito en el presente anexo puede aplicarse a todos los tipos de electrificación de vehículos con capacidad de frenado sin fricción, excepto el tipo VEH-SCE Cat. 0. Está pensado como una ampliación del cuadro 4 del presente Reglamento y describe la metodología para establecer los coeficientes de reparto de frenado por fricción para tipos específicos de electrificación de vehículos (es decir, VEH-SCE Cat. 1, VEH-SCE Cat. 2, VHP-SCE, VEH-CCE, VHP-CCE y VEP).</p>
    <p class="parrafo">En el presente anexo se describen la configuración y los procedimientos para ejecutar el ciclo de frenado WLTP (o el trayecto #10 del ciclo de frenado WLTP) en un dinamómetro de chasis y cómo determinar el coeficiente de reparto de frenado por fricción específico del vehículo. Además, se establece un procedimiento y criterios de aceptación para el uso de métodos alternativos.</p>
    <p class="parrafo">3.   </p>
    <p> Método de referencia y cálculo</p>
    <p class="parrafo">El coeficiente de reparto de frenado por fricción específico del vehículo se determinará aplicando el ciclo de frenado WLTP en un dinamómetro de chasis plenamente conforme con el Reglamento n.o 154 de las Naciones Unidas. Todos los frenos estarán equipados con sensores externos para determinar el par de frenado en cada una de las ruedas. En el apartado 5 del presente anexo se describen alternativas y criterios de aceptación.</p>
    <p class="parrafo">3.1.   </p>
    <p> Cálculo del coeficiente de reparto de frenado por fricción específico del vehículo, c</p>
    <p class="parrafo">El coeficiente de reparto de frenado por fricción se calcula dividiendo la «energía de desaceleración disipada por los frenos de fricción» por la «energía total de desaceleración reducida en un 13 % para computar la resistencia al avance en carretera», como se muestra en la ecuación 1:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="57.6" src="data:image/jpg;base64,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" width="112.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 1)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c</p>
          </td>
          <td>
            <p class="parrafo">es el coeficiente de reparto de frenado por fricción específico del vehículo;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">W brake</p>
          </td>
          <td>
            <p class="parrafo">es la suma del trabajo de fricción disipado en los sistemas de frenado por fricción del vehículo durante todos los eventos de frenado a lo largo del ciclo utilizado, en J;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">W ref</p>
          </td>
          <td>
            <p class="parrafo">es la referencia de normalización para el ciclo en el que se ha medido el trabajo de fricción, en J.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">En función del ciclo de ensayo, se indica el valor de la referencia de normalización W ref con arreglo al cuadro A5/1.</p>
    <p class="parrafo">Cuadro A5/1</p>
    <p class="parrafo">Valores de referencia de normalización para diferentes ciclos de ensayo</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="17%"/>
        <col width="83%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo de ensayo</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Referencia de normalización</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" 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" width="263.7"/>
            <p class="parrafo"> </p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">Trayecto #10 del ciclo de frenado WLTP</p>
          </td>
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" 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" width="305.1"/>
            <p class="parrafo"> </p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">w total, bc</p>
          </td>
          <td><p class="parrafo">es la suma de la variación de energía cinética específica de la masa del vehículo durante todos los eventos de frenado del ciclo de frenado WLTP (</p><img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="108"/>);
			<p class="parrafo"> </p></td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">w total,trip#10</p>
          </td>
          <td><p class="parrafo">es la suma de la variación de energía cinética específica de la masa del vehículo durante todos los eventos de frenado del trayecto #10 del ciclo de frenado WLTP (</p><img class="oj-formula" height="31.5" src="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/AAAsIACMAcAEBEQD/xAAdAAACAQUBAQAAAAAAAAAAAAAABwEDBAUGCAkC/8QALxAAAQQBBAIBAgQGAwAAAAAAAQIDBAUGAAcREgghExQxCRUiQRgjMlGBkUJhcf/aAAgBAQAAPwD1OlS4sJlUmZIaYaTwFLcWEpHJAHJPr2SB/nUOy4rLzMd6Q227IJSyhawFOEAqISD7PABPr9hqZMqNDa+eVIbZb7JR3cWEjspQSkcn9ySAP7kgahyZFafZiuyWkPSO3xNqWApzqOVdQfZ4H34+2pakx3lvNMvtuLjr+N1KFBRbV1CuqgPseqkng/sQf31QRcVTjcR1uyiqROV1iqD6SHzwTwg8/qPAJ9c/Y6u+f/f9as7q7psbqZd9kVvCq6yAyqRLmzZCGGI7SRypbjiyEoSB9ySANafjW/2xOZ3cXGsP3qwO9t5vf6WvrcjhyZL/AFSVq6NNuFSuEpUo8A8AE/trcra1r6OrmXVrKRGhQI7kqS8v+ltpCSpaj/0Egn/GtKqd/wDZa4bxgN7m49Cl5lCi2NDXWU5uDPsI8k8R1txXyh4/IfSR05J9D3pgaNGkF53NV7/innjFulaoDkeEmYEAlfwGfG+TqEgq7dO3HUE88ce+NKPxP228T9oN2xQ0WH7gUG4drBkv0Lu4rK0yJsDuS8quKiW0qCClK0cIkBtI7pAKyWx55R6SZ4t5TFyVD66d6woG7ER0rU8YpuoQd+MIBWV9O3XqCrnjqCeNLDxD248WNotzZGM41iWfY9uPOrXXq8bioUJ02uC+XXIB5LXX+kOIR1dCWwVpABOlTvBtN4/Zp5Lby5lu3he7t25j17A/MncPae/LodaaKsUl6WWylailQkKKWCp0IHKkcdOehtx/GfabypxnadnH7uINnccgy50OBj0gxRJcWyy1AUy62nlttpH1QUgFJ7LSDyUqGlZ4seKWzv8AENcbrbYwcgYxDbaXKx6qkz7yTK/O7tI+OZISFkAR43K2EcBQdcW4rn+Wka7ukMsvx3GH2kONrSUqQtIUlQ/sQfR1xt4aY9QQvK3yrfh0dcw7FyqrQwtqK2hTSVx31LCSBynsolR4+5JJ96ZfmZPcyHCKHYCqmONW28V5HxghhfDzdSD89q+lPB5CIbbqSTwAXU8n3wVn5y4/SVOY+LCK+oiMfQbtUcCKpEdCVsxk8cMoIHKUfoR+keuUp9ehp04r5QY7me7N9tJQbdZ9IkYxZu1VveCpa/J4byEd/wBcoPEe0lBCQkrHdPZKffC+yT8QXbujopG4Fft1m11t4m0XQRMyhMRBWTLNK+nRHyPpcEcq5QJSkBorSUgk8cvzbHNLXP8AD42S3eCXuHTnJEqM9T3SGxKYUy+trkltSkKQvp3QtKilSFJUCQdLLzLzbdnbzaeFle001iA9EyKtTeznqZVqmDTrcKJMkxUAuOpbKm1qDf6whKiOOCQj95L6n8pPKLx6RsHe1uVQ9ubiVk2U5BVqdciVkTmP1jmShXxFyR8S0/Dypz0gkBBVy7fMbOt1tuNu8dyra+yi1bEbK65GUWUmnVZtV9IoOB+QuOj+YpKHPgKi3woJ5PKQCQldy7St8nvMPYm52GuK7JKXbJ6wusoyOsccciQWnA0ERPqUH4luPdCCynssAhSuEc6zmOeT8jC0by4p5NZ7QQ7+DfWUfFsadqnI86ZVLSpML4Q3wqwD6S2lJZBWCFJUrkgJt/GnG90fF78Om4scorVV2U0dBf5NFq3SoqglSHZDDKkkq6qHAUUfdJUQR2CtMr8PrG5WMeHO18Kc2wmTLpzaOKa/5/VPuSEqUSASvo6jtz+4I5PHOvvf3yMzbZneTbTEVYNVKwLL3no93lllafSMVa0qACCtQ+NCuqkqQlZ5dJKEcFJOtA8G31ZVvF5Hbt0sKa5h+Y5VAcoLd2MtlizbYYdQ64x3AK2wVJ4WB1PPon3xvmHrXut5eZdmqQpdBtJTowuuV3Spt26m/FMsXE8HkFtj6Jgg/ZRcGlb+IevEcoyrZvB8gtsvrmKzLmMgt5uOVU56TX14jyEJkIfjsrDavmSlPKSXEBXcJ9A6peI257GyWSXfiVnES6k1FVZNKwnJ0Y7MTFs4E4IeajyXktcIkth4BTjnCSAoKUCj3zRiF1ta7sczszuNujfVm1+P5fPtrCqpdtZ00hqPYvuBlm9YdcYVGKglfyBpSwklPf1zr1awvMsX3CxaszXC7uNb0lxHTKhTY5JbebV9iOQCPYIIIBBBBAI1mtASlP2AGjQEpT9hxqClJ9kakgEcEetAAA4A1CkpWClSQQfRB+x1QnmW3BkLr2EOyUtKLLa1dUrWAeqSf2BPA/zpZ+M22V9tbtNAq80eYkZfdSpmRZNIYIKHLWc+qRISkj0UNlYZSRwChpOmoQD/AH/3rGZNj0HLMctcXs1vph3EJ+BILLnVYadbU2rqTyAeFHg8H3pD4rs/5N7bYVVbRYLutgb+MU9ainrbe1xmQbWDEQj4mQWWpAiyXGkBH6lBAcI/Un78s7YvZ6i2G2updr8dnS50WpS8tyXK6hyTIedW8+6UpASjs64tQQn0kEAehrftGjRo0aNGjRo0aNGv/9k=" width="100.8"/>).
			<p class="parrafo"> </p></td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El trabajo de fricción total es la suma del trabajo de fricción de todos los frenos instalados, como se muestra en la ecuación 2:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="61.2" 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" width="318.6"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 2)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">W brake</p>
          </td>
          <td>
            <p class="parrafo">es la suma del trabajo de frenado por fricción de todos los frenos instalados en el vehículo durante todos los eventos de frenado en el ciclo utilizado, en J;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">W brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el trabajo de frenado por fricción del freno b durante todos los eventos de frenado en el ciclo utilizado, en J;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">b</p>
          </td>
          <td>
            <p class="parrafo">es el índice del freno (FL: delantero izquierdo, FR: delantero derecho, RL: trasero izquierdo, RR: trasero derecho).</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.   </p>
    <p> Método para determinar el trabajo de fricción</p>
    <p class="parrafo">El centro de ensayo aplicará el método descrito en este apartado para determinar el coeficiente de reparto de frenado por fricción específico del vehículo. Para la determinación y validación del factor c durante la homologación de tipo, el centro de ensayo aplicará uno de los métodos descritos en los apartados 3.2.2.1, 3.2.2.2, 3.2.2.3 o 3.2.2.4 del presente anexo. El trabajo de fricción por freno se calcula como la integral de la potencia de fricción a lo largo de toda la duración del ciclo de referencia aplicando la ecuación 3:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="64.8" src="data:image/jpg;base64,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" width="279.90000000000003"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 3)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">W brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el trabajo de frenado por fricción del freno b durante todos los eventos de frenado en el ciclo utilizado, en J;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">P brake,b</p>
          </td>
          <td>
            <p class="parrafo">es la potencia de frenado por fricción del freno b, en W;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t start</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna del tiempo de inicio del ciclo analizado, en segundos;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t end</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna del tiempo de finalización del ciclo analizado, en segundos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se aplicará el método trapezoidal para realizar la integración numérica de las señales muestreadas en el momento t i aplicando la ecuación 4:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="71.10000000000001" 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ddy3i/LYWRWhmY9b3JcTu7EyGtd6PmAOx3JO9aIUCCQQal9KUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUqNciZzF45xWXls2wZBeGIfaXItjtjk+WUk+1JZb+ZQSPZ19BVX8Q9YXGnOmI5BnHGeO5xd7RjzSlOPIxt8fFupAKo8Yf694ApJbT7AUn9tezgLqx4z6kZ93h8bWzLFs2MqbmzbjYXocVuQlSQY3lX6LwCwot/rBPs69b7uLOqTBOXM/vXG2OYznEO8Y6F/in4tjMmExDWO0htx1wdqVqC0qQk+1J+YbHurjpSlKUpSlK1763ele2dVnDMrEUOoi5JaFKuWOy1fqomJQR4l+wPG6n9GonfbsK/u6Ok35N2fwPk12uvSn1D9P/AB+nkjF35bUGVdMZgqlTkMLPxEV5xSSp2S0rvUCN9zSSf9WSf0E/NJ6Wf3cOMf4Ug/yqqvP/AMmF0cZ3a1QWOMRjMkFRbnWCa7GebJIJ+VSltqHrWlIOgTrW91K+jrjvkHgvDLn0/Zm49drXhMpIxjIvh/E3c7VJ7nUoUnuV2vMO+ZtSe46T4iPRFW7yXjk7L+O8oxO2OMomXqyzrdHU8ohtLj0dbaSogEhO1DegfX2rUzpXx3nuw8c2Lim42jLcAj8f4Hd7JdZMyBGcYkXxyc2uJIg9/kblpbYZkkqI8epCBpRJ7by6QsxyDOumHj3NMkDD92uthalSBGiNRG1uEr9IabSltAOh6SAKg/UXl+YSrpxCZPFN3jFnkm2Othy529XmWIk3Tae186J2Ts6Hr6/Sr/xa+329B9N6wudYQyEeMypcV/zb3vXgcXrWh+tre/W/dUDy3a4MLrg6f5cG2sMOTbTm7sp1phKVPuCJBSFLUBtZACRs7IGhWyV1tNrvsB21Xq2xZ8J8AOx5TKXWnNEEdyFAg6IB9j6gVG/6oOKf92mKf5JF/l1I7XaLXYre1arJbYsCExvxRorKWmkbJUe1CQANkk+h9Sa0e6P+PuoHjGJjXAlxsWS4sxid8ye4ZDe0xmV2i5xZLS0wDEeX3edfnkNuhBQnt8DnkA9JVe/RhlmV5jwr+J5ncm7hc4+SX+3LlIt0eF50Rrk+yhamo6ENhRDe1EJG1bJ91epOhs1UsDqJs17iZhkWL4Zk+RYziUhq3IutmgmabxNDpbktwGEfPIbjq7UuOj5SsOJT3eNRqA4l198UZ9YZmU4LgPK2Q2e3SVQpc214TLktsSEhKlNK7NnuCXEEjWwFAmro4q5f435txVGa8XZVGvtoU+5FW60hba2X0HS2nWnEpcaWNg9q0g6IP0IJmNKUpSlKgOYcvWjG8/xviu1W2TfcryI/Fqt8RSQbdakL7X7lKUfTTCT8id+3XVJQgH5imZfi9qF0FjNziC5KjmWIZeT5ywFBBc8e+7s7iE92tbIG917KgOJ8vWnIOR8l4muttfsuUY8lE5qJJWki52pxWmp8VQ15Gu79E56226Cg72lSp9SvlKkrG0qBGyPR+4OjXnuc4Wy2yrkYsmSIrDj5ZjNFx53tSVdqED2pR1oD7kgVrpYuvLi/KMlvWGY1x7ytdL9jhCbxbIuFyVybeSdAPN72nZB1+3XrdWVw91E8Vc5KukLBb5J/F7CpDd4stzgP2+5W5SxtIejPpStIP2UAUn6b3Vl0pSlKUqCcuct2bieyw5D1tmXu/XuULbj9gt/aZt3nKBIaaCiAlKUhS3HVEIbbSpajoaMucu0GGu3xbpNiRJdycLEZhchIU+8G1OKba3ouEIQ4rQG+1ClaAB17aUpXBOhvVQHjHl62ch3LJcWk2qRY8pw+eIN4s8pxKnG0rHdHlNqGvJGfQCptzQ32rSQlSVAMb5etl35QyDiC82qRZcis8dFzhNyHEqbu9sWrtEuMoaKghf6N1JG21lIOwpKjP6+VJChogH76NaDdN+WwelPm/qV4QyEvNY7ZG5HKWPMhKz/o5bffIaZ36X27ZQADsqbX9T3dsb6MbjlnT91S5Tx3y1dPE9zPiUbk0reKUBq6KDj85lKUjXyd8pJKd7EZJ19e3Z3ga/RsR4GyHqCySBeH15tMuXIcyPFYXMlfBvAfBNNtpJUpSIDMRPaCQO0hJ7QNW/x1nth5QwSw8iYwZBtOR29m5QjIa8bpZdSFJ7kbPadH6bqRbH7abqBYvzRiWWcp5dxBb4t4Yv2GR4cqeZcBbEd1qSFFpbDiv7VJ7VDuA1tJGzo1Pab0N1AuMuaMS5Wu2YWTHYt4jTMIvKrFdGrlb1xFCQEBYU2F+1NqQUqSrQ2FAj0Qan1VXy5zdfeMLxCtFn4G5IzsSo3xLkvGYMV2PH+cpDa1PPtnv+UnQB0Cn37qCfnc5v8AuX88f5Xbv+8q2eJuRbrybjki/XfjHLcFeYmriJt2SsMNSnUpQhXmSGXXE+MlZSCSDtCvWtEzavzu/KadLGUCXB6xuCFyrdmeFpRIvf4ckpffjM+0TUFJHzsJCg4NHua+p03o7J9F3VTYeqziCFl7aocTJrfqHkVrZWNxZYH9ohBUVBlwfMgn/wBSdkoNX9XFeG7X6yWJtD16u8KAh1RShUqQhoKOt6BURs1HL/kvFeT2Sfjt8ynHpVvucdcWWwbq0kOtLBSpJKVg6IJB0fvWM4+HBvFeMsYbx/dcXslkircWxBjXRrxNFau5XYFOHtBUSdD1sn9tY7khnjvkSXh0p7k2ywTiOTRckQlE2M58Splp9sMnbg7QfOT3DZHaPXupmOQ8BCQn+m1g9DX/AMTY/wCuq1ynjPpYzXNWORsnbxafk0VSFRro5eyJEYp+niUl8eMf4I0Ksv8ArEwH/bawf5mx/wBdP6xMB/22sH+Zsf8AXT+sTAf9trB/mbH/AF11Sc647lsOxnszsJQ8hTa+26spJSRo+wsEf8Qd1H+I8V4P42gvYjw+3j1sizJC5q4FsnpcC3SkBbgR5FHZCRsj662a8/U9m92426eeRc6sPaLlZcany4ijrSHgyoIX7BB7SQrRBB1o16enfBYPGnBGA4LBUhxFnx+Aw48hKkh9/wASVOu6USR3uKWvRJ13Voj+TH5eXx7xHndrRxTyJk5k5/cn/jMdsQmRm9xoqfGpwup04NbKdegpJ379Wb07WLLOm4dQnV5zVh96xyxZ3eEX2NjbEcTrpAgtuvqL8hthRbQSJIKhvaEtqUsgCt1scv0DKLBbcktZcMO6w2Z0fyI7V+J1tK09yfsdKGx9qyG6bGt1AeO+asR5MyvNsMsMW8RrngNybtd3buNvXF/SuIK21Nd3tbakDuSrQBSpJGwQan1FKCUlRBOv2DZqBcOc04jzhYbpkGIRrvGas16l2CaxdYCochmZGKQ6hTS/mTorA96OwQQCKnqjpJP7Buta+mYv5lz11Dco3TxfExcsjYJCaG1KjwrZDbWNK9DTjstbhGtg7BJATqocHyzqXu/5QfNLfdbLxy7PseD2yGqMi8T0RYtrdlpfUtpwxip2SpThKgpDadBCdnt2dvoPMvG1x5WuHCMPJm3M1tVrbvMu1iO8FNw1qSlLnkKPGfa0fKFFQ7h6qnuqFsYjzf07cp25bguDmau4PJZQstpkQLpCeUsLI/WDbsVpxKSCCofVP32VSdpBP7Kwc3OcMgSXIU7LbLHkMr7HGnbgyhaFA+wUlQIP+BqmOkvPMPi8JxGrjmVmRI/pDk6lB65s95Cr9PKT7XsgpIIP3BFX6xKjToaJcOQ0+w+2FtuNrC0LSRsEEeiCPuK/OXhbkRXHf5QXqampwDMcq+Ldt7Xixu1CctjtSk9zgK0dgP0H13o/sqzOPeP+R8x60ck6wbtx3kOHYfacPNgi2+7Rk/jF6eSnuW4iIwpakpHbpIWSpZCAkbJCNoeHOWsU5y44tHKOE/HCzXr4gRxOjGO+Cy+4w4FtkkpIcaWPr9NVM9j9tKgUbmrEZPNsngP4a7tZNGx/+kve7AWiG9C8yGSpt8+lqC3EpIA9HY3sEVPd0+26gWGc04jnPJGbcWWmNeGL3gJhfigmwFMNLTKStTK2Fq/tUENL+YAD163U+rWpSZOadfoaui21W/jbjgSrZHIO/jbtMLbsjuGtaZh+PtOxpexo73V3UblfUM31x8FYpZ7bgrkDyZHcsbiSLtOaTKcRbXWnHZ60sK8SktOrDaWkOfMVbUAr1tNcuaMKw7KcI4z5ByCDbc3zhhwW62xUSH2ZD7LYVIS294wAhJJ7VOdhUNet+qn+xre/X1rH2jIbHfnbgzZrrFmuWmYq3zkMuBRjSUoQtTTgH6qwlxtWj9lpP0Ir4yXKMawyxysmy/ILdZLRCCTJn3GUiPHZ7lBCe5xZCU7UpKRs+yoAeyKxnG3JeEcu4hEzzju+t3mwznZDMaa02tCHVMPLZc7QtKSQHG1gHWjrY2CDVHclIRh3XXw3kNsCw/yJjeQ4rdEpcUhCmIDabhGcKR6WpK1OpHoHThOzoCuerZCMW5K6e+VIAWLrC5Gi4lpDimw7BvLS2JCFkelAFppwAg7KANp2TWyw9DW65rS7qv6T8n5V6qeJORcVYkt2OazIx/PXGikNu2ho/EJZeGiVIf8A0rBHvfcgfKNqrv67+lrNebM44jzTjZEhi42+8O47kcyKpCHWMfnNqTKcKioFSUo8yO0bJ+JOu32a2cz2DFtnFmQW6AwGI8WwzGWW0/RCExlhKR/wAA/5VpTgmX8k8GdG3BfLON8tXC9mU5jlqVikuJA+CuEWYW45gRvG2l5L7I7nEueZSiptzyJKdJRY3FquozNOceT7e/1HXJjFuNs4trEe3SbDb3TcLcuKiVMiPuIjtrQO11tLTiFdydOd4XsEVZinU9zpJm8fZ5Ezq53zC8s5VdxZF/mQ7dBsd4tDi5JAjxikzmXWRGKQ6rsSe1QIcUQqunmXnTJ8V5w5Nz7iFi6P2rJcBwl9eb26K3Li43an5MgqurkZYLkhKWXVOJbSg+kqK+1IJqeZjzDzVB5k484LwLMMi5BtMvBHMvk3+yS7DBumROuyXG2/GuWhET4dpCQvsjp8mlNlRKQoqunp05PyV3i6yQue8vx9nM5N6uGPNFV3tyn7hIYfcDbShEWWPjA0kB1lontWhXofQU9gGOZPduXuqe6WLm27YOLZkTDqPg40BbMd0WeMsTJPxLLiltgNlPZtCO0OHZVoov3pY5TyTmvp+wjlDL7Q1bbxkFrRJlssoKWlLClI8jaSSQhfaFpBJ0FD6/WnL3Bl45Wu8G5wee+T8FZhRix8FidyixGH1FZUXXPJHcWpeiE/raASNAEkmBfmb5H++b1EfxJC/wCzq4OKeO7hxjjC8buPJWXZwsynJKLjlEpmRMQlQSPEFtNNgoBSSO4EgrI3rQEzqk+pvnhPFlig4VhlniZTybm61W3E8WcVv410j9K++P7kVlHe44tWkkJ7djexjuj7pPxTpc4/NvjxIEnML6Uy8mu0ZvtTJkklXiZBA7I7ZUUtoAA+qiNqNX7XFR/MOPMA5DjR4WfYPj+Sx4jhdjtXi2MTUNLI0VIS6lQSSPWx71UV/Nk6b/3f+Nv4Tt/8qn5snTf+7/xt/Cdv/lU/Nk6b/wB3/jb+E7f/ACqfmydN/wC7/wAbfwnb/wCVVY5qPyenHWTjD82xPhez3UONNPMycbgBMVbgBbS+4GC2wpQKVAOqSSkg/Qg1ZMXpu6Zp0ZqbD4G4yfjvoS6061i1vUhxChtKkqDWiCCCCPRrt/Nk6b/3f+Nv4Tt/8qn5snTf+7/xt/Cdv/lU/Nk6b/3f+Nv4Tt/8qstjHCPDOE3du/4ZxJhdhubSVobm2ywRIr6EqGlAONtpUAR6I37FYPqiwu68idOvJGFWNC3Ljd8YuEaI02jvU68WVFDaRsbKlAJHv6qFY/iXlS4Zb0yYZyjh2Gyskn3DH7c9+CW+Www4X+1DchpLspbbY8S0uglak78Z17IFUf8Ak5eJeb+AcYyfjzlfiKXaG75kc3JGbui826VGQlxmO2iOpDLynfIS2s7CezWvYNXj1gjXSlzAB6/8jXv/APTdqkGsw5K4UxXpwutq5TueXRs/uFnxa42GXEgpaXFmQi4JcLwtJW2YoQkfM44hSD85JPfX1095DzvfZOecgcgdSlxcxHi3PcpsEyFPsVv7Z1pgMuIS9IcYjtrQ6h0od22e1SWynsBO6rzijqk5qtF+4XynkzNro7huas5I9erve41uiW25QYMSRLRcIbDCDLiFCG0gpeIDgA7UJ7u4YvkHmLOcA5/56Zw6ZdMSseSZjhTd45JahMTIeMQV2hg+RxhwK7/KO1vvUjxNh3uUoHtBsjKeVuoO6dQN24MwW75Zf7XiOF2+a1cLDNx2NdbtLmIOri+J6UMvMt9ugmKlKAsjv2FhIvzp+5VuF/4q49b5dyvE0cgZHb3kLj2+9Q5CbnIiLLchyMWFlt3QSlbga2lsqKfWq1g4x/ppjnFvVDydivMtyxl/FOTc2ucSCmLBcgeeM95z8UHWlOrD+ktkBxGkkdmj8x3O4gzK6cj8S4dn16s5tNwyWwQLrKg+9RnX46HFIGzvQKjru+bWtgHYFL9Mrj2H8/8AUTxXc0dsiTlkbOoLy0KbVKhXOG0glAOwpDbsVbXcD7UFbA9Cq/5h4w52xXqT5J5D44xa9XH+tPAY+K4/ebI8yk2G6oU22l+YXFoU00j+18iAv0kgDu9VbWJ5XnLHWbmfHVyy2XccbGC2rIIcB+JGSmDJdmPsLQ06hpLqm9M9wS4telLXo/QDEdUYfzDmjp54ysyG3LhHzhWbTF95Pw1utkN5Li1oAJCVuSm20qJA7yB72SNlUjSQD+ysRLxLFpj65UvG7U+86ruW45CaUpRJ9kkp2TVL9IuJYrM4PhyJWNWl5w5Dk6StcFpR0L9PAGyn6AAAfsAq8pndabM/+EWkyVRIyzGgxy20XSlJ7WkFRShOyAkbISN+yBWlfTvxt1BYV1d8pcyZbwHdYGO8ovwm2XDkFoectaG9d7khDcglQ9b013n/AANbwaAT6GvY9V+bvDmUchcN/k8ovPGJctzWX8YulwlRsblRIS7U+2L6+0u3ufoviCt8uKUFh0OBa2wkdo7VW7ZpnUnyT1J8l4PjvP8Ad8XsGLQsZv0WBKsdtlKacuBW67BUQwFFgNNPNg+TyBRbV3rCVA1zknUvzv8Ai+XZtgucXW+4xaOVYmMwbmYdtg2FMV6VHjuWt1t5CpjrjXmUfimwlBPzdygOyvvqJ5xv9k6lHuUeBrBNzeU9wbeI0SVaOxabcEX1CHZ60OAqdRHW0rbaELUpQA129yhIss5q5esk/gvj7jblq7cqQOQ2rnfZ2TW/8Etlyu7MZpHjhQviUIiMpK3ApaCFSAltxIUlSTq5unflHMLdh1/j9RmVWq13G25o/j9sdu17tKpy2nkNOw4swwV/Domae7A2ntUpIQrt+bZgWM4rfcp63+d41n5OvuJeLG8SK27QzCU9JWqNLShwmSy7pLRJV2pTpSlp7yQO1Vo9HfLOV8zcH27LczlQ7hc49wuNoXdoTSWo13REkrYTObQlSkpDoR3EA9vd3do7dVFlvyML/KBJN0Z7bfyRxumNbZRQQDOtU1bjkZJGwSWJRdO9aCQBvZ14epjBM/hdR3CfURjOEXbLrJgIvcG8Wyx+JdzAnRC208028ttDiAoaV84UNggEb1iLJe+c+P8AljpbwfPM7uEqTl1kvsbLrZJaiSULmRLeqShwSPEXg6FvJQsod8agynQ1sq2dyq75NakR/wCjmJG9l3v8wFwai+HWu3+0Hzb2fp9Nf41QfAeUcgx8m5nVE4xVIU9yM+4+n8cjJ8Ln4TbB2bI+b0EnY9fNr6g1sitlFwgobuMFtQcCFOMOBLiQrYOj60dH7/4brXf8nj3fmqY6V92zeslJJ+/+nJtdXJqXcx65+F7NZw2tXHmP5Hk15UCVeJicymBGQQBpKluBak7PtLa/XoEurhLuV8idP3GFo8a7rJ5JhZYtJJJat9obcekulIB+U+RtsKJA73ED3s62WHsb1XNcaH119Ka3XTOgw7nCft1wjNyIsppbLzTie5DjagUqSR9wQSCP8arTHOmDgLEciiZPjfF9mgTLc4HoDTSF/CQXgNeaNFKjHYeP3dbbSs7O1HZqQYlw5xdgmR3XLsOwWz2e831S13ObDjht2atS+8qeUP7RXcSdq2fZ/aaiC+kDpmdVchK4WxiUxdX/AIqRElRS/ES/67nWo6yWmFq0O9TaUlZAKiqpBH6fuEol2ul8icWYyxPvdsVZbi+1b0IVKt6mktGK5ofMz40IR4z8oSkAAAVj5XTDwFJxWBhbfFdhg2m0yXpltatzJhOQH3dB12M8wUOsLWAApTakk691jM76dMZv8XjHGcTx7GrDjvH+TQ8gaaZgdr0URVF5tuH26Q2p14IDq1b7m1Oj9ZQUMnlfTFwNm18lZLkfGdpfudxd8tyks+SOq5/KlPZM8S0iW3pKR43gtGh+r9asmBAg2qDHtlshsRIcNpDEeOw2G22WkAJShCUgBKQAAABoAaFeilKq7qN6hcB6aOMrjyNnlyZbSyhTVugeTT9ymdpLcdoeySoj2rWkJ2o+hWnfTj1QdLNuv9x6heoPnnD7hy7lLQaUIsaWuPjlr+rNribZ0Anai4sbK1k/MoDuVsL/AOIv0Wf7/bF/+PL/AJNQjkL8q/0fYVFf/BcvueXzkIBajWW1u6cUUkgeZ8NtgbABOyR3fQ+6mPQ/l2ecz4ZfepHkJmXb5HIVx/0HZvinFxbZY4nc1FQ2hR7e9bipDq3QB5O9J0AEgbLUpSuCNitMsn41i9MnSdznF5wzq0ZPY8lnXy629ldqSlYdnlXw7CyslUl9T5aUlSvaCAEq7UAiy+gbCs+4/wCkvjzGeSXZf42zb1vliWpZeiRnXVuR4ywv2gtsrbR2f3O3t0O3VbB0pSuCNjRquOMOHk8T5LlruM5AoYlks38YjY6uMOy03Bwky1RnArSWHldrnh7NJdLqgrTnaLIrwX+w2XKbJPxvI7XFuVqukdyJNhymg4zIZWkpW2tJ9KSoEgg/UGoLiHThwhgeR/0sxPjq1wLk0lxERY8jjdvS5/aJhsrUpuGF/wB8MJbCv726ymD8L8U8at3JnAsBsthbvJKrg3BihpEpRGipxI9LUQdFR9n7mohE6O+mGJCTbf6kcWkwmpRmR4kyJ8UxEcJJPw7bpUiOgklRQ0EoKiVEEkmpB+bzwf5slfPFeNFeZILeQEwEH8USXPJqR/8AdAV7HdvX21Xiu/TDwFerLZcel8WWNmDjrTse0phNKhrhMurK3WWnGFIWhpxRPe2FdiwpQUCCQfJlnAtnvef8S3yyWnHbPZeLXJsmG3GgdktrvifDMw4xTptmKUuKW4nWypiOE6AUa77p0s9Pt5yBzJ5/FdlVNlSlzZyW0raj3KQp1Tpdmx0KDMxQcUpYL6HO1RJTo1aTbTbLaWmW0oQgBKUpGgAPoAPtVcZ9w03lHI+H8t43f1Y/lGLOKiPyUR/K3drO8oGTb5KApJWg68jSio+F4BYSrakqsnQOtjeqiMXiTjSDn8nlWHhFoZzCYyY8i9ojATHWilKfGp36lOkJ+U+vlHr1WEwLhtvGOScw5cyW/qyDJ8ocTDjSFx/E3abMyomPb4ySpRQnZ8jygoeZ095SkBKU2VSvlDaGk9jaEpTsnQGhsnZr6pXFVRb+lTp4tV7j362cTWKI9FcS+3FZaWiD8QkaTIMMK+GVIAAAfU2XAAB3ehUltXDfF1jzmdyZZ8Fs8PKroVGdeGI4RKldw0Q64PaxoAAK2Boa1qo1c+lPp2vd4vN7vHEWPTn8heVKujUmOXIsqSVFRkrjKJZL5Klbe7PIQdFWvVZezdP3CeO5Bb8rsXF2N2+72mALXBmxoCG3Y0MNlsMNqH6rfapQ7R69k/U7rHo6YOn1nEF4HD4hxmFYlXAXZEOHCTGDE4IDaZbKm+1bL6UgBLrZStOhog1gOUOmHEMq4ptXDuGWCw2WxtZDBustb0dbr7SG3/LIkMLJKlTnNFPndKjt1ald59GT5v058K8iXt3J8s4/t8m9SO1L90jrdiTH20pCQy6+wtDjjPalILSlFtQSNpOhU4x/HrDilmiY7jFmhWm1wGwzFhQmEsMMNj6JQhACUj/ACobzVxBF5cx6ExEvb2PZLj89q8Y5f4zQcetk9rfavtJHkaWkqbda7gHGlrSSNgiexkSExWkTXGnXwhIdW22UIUvXspSSSBvehs6H3P1qL5HxLxrl2XWfPcmwm0XPIsf7TarnJjBciFpZWPEs+0fMdnX1++6lpGxr/lURwHjqHgVyzO5RbnIlqzLI3MieS6hKRHcXEjR/Ejt+qdRUq2fe1n7AVnMkxux5fY5mNZLbGbha7g34pUV8bbeRsEpUPuDr2Pv9DUf474b4t4kYlxeMcDsuLsTlJVIZtcUR23FD6KKE/L3a++t1iuH+Hhxs5keSX7IDkmY5jcTcb5e1xQx5AkdkaKy33LLUZhrSG2ytWiVqJ2s0w3h4WPlHKuX8oyA3/Ib6EW62qVGDLVlszZ7m4TCSpR2tZLrzmx5V9p7UhCRVkUpSlKUpSlKUpSq55RzDg22ZFiGCcsycdXdsumOxcbgXaEmQqXISEhYaCkKSk/OgbPbsqSNkkCsqOG+JNeuMMS/yOL/Lp/U3xJ/uwxL/ACOL/Lrw3rjXgnHLZIvmQ4Jglst8NHkkS5tqhMssp2B3LcWgJSNkeyfvWR4uzzjfkLE2bxxRebZc8divO22O9bUdsVKo6vGtDWkhJSkjQKflP2JFS6lKVwd69VoNyde+rDJ+eZeX3zoku2fYpik5Jwa3TMvgQIkRxv0q5vRwpwPyln+zU4dMt6CUhalrO23Aj3Js3jWHduXoMi3ZNdJtwuMi1vutPKtTL0t1bELytfK6GWVNthz6qCQSASasSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUqgeb8mzPHOobgmBZ7/qx5NerlbLjbHLXFeSrx22RIS8h9bZeZXtASexaQUg7H13NuZuV7BxZb7ZNv8AyXi+HonuuNNu32C9JRIKUglKA281ojezsn0ftVU/ngcc/vTcTf5BM/76thIRs+ZYlCfmKt19t12hMPlYjBUWW2tKVhaW1lXyK2FAEq0CPZ+tUb0Ktrb4myNKm1I1yHlw0U6/+bPj/wDlbGUpSlcdqf8A6R/7U+n0rmlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUqGZlw7xryBkthy/MMTiXO8Yu757PMeW4HILncFFbXaoBKiUp2dbIAB9eqmWh9Kdo/x/wDevDfbJbcktEqxXhhT0Ka0WX2w6tsrQfqO5BCh/wAiKiPGXBXFHDZmf1Y4XDx5FwPdJbhrdDbqt77ihSynu/8AVrf+NT2lKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlK//Z" width="508.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 4)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">W brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el trabajo de frenado por fricción del freno b durante todos los eventos de frenado en el ciclo utilizado, en J;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t i</p>
          </td>
          <td>
            <p class="parrafo">es el sello de tiempo de la i-ésima muestra de las señales medidas, en segundos;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">N t</p>
          </td>
          <td><p class="parrafo">es el número de las muestras de tiempo t i durante el ciclo utilizado (</p><img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="122.4"/>);
			<p class="parrafo"> </p></td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">P brake,b</p>
          </td>
          <td>
            <p class="parrafo">es la potencia de frenado por fricción del freno b, en W.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Como paso intermedio, los incrementos del trabajo de fricción para cada muestra de tiempo t i se calcularán aplicando la ecuación 5:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
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" width="481.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 5)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.1.   </p>
    <p> Método para determinar la potencia de fricción</p>
    <p class="parrafo">La potencia de fricción se calcula a partir del par de frenado por fricción de cada freno y de la velocidad de rotación de la rueda medida en cada freno durante las fases de desaceleración del ciclo de referencia en cada freno aplicando la ecuación 6:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="32.4" 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" 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            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 6)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">P brake,b</p>
          </td>
          <td>
            <p class="parrafo">es la potencia de frenado por fricción del freno b, en W;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">τ brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el par de frenado por fricción en el freno b, en N·m;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">ω b</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad de rotación de la rueda medida en el freno b, en rad/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">a ref</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna de aceleración del ciclo de ensayo, en m/s2.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La velocidad de rotación de la rueda puede calcularse a partir de la velocidad de rotación del rodillo del dinamómetro en esa rueda aplicando la ecuación 7:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="54.9" src="data:image/jpg;base64,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" width="144"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 7)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">ω b</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad de rotación de la rueda medida en el freno b, en rad/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">ω D,b</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad de rotación medida del rodillo del dinamómetro en el freno b, en rad/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">r D,b</p>
          </td>
          <td>
            <p class="parrafo">es el radio del rodillo del dinamómetro sobre el que gira el neumático en el freno b, en m;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">r R,b</p>
          </td>
          <td>
            <p class="parrafo">es el radio de rodadura dinámico del neumático en el freno b, en m.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.2.   </p>
    <p> </p>
    <p class="parrafo">Métodos para determinar el par de frenado por fricción</p>
    <p class="parrafo">3.2.2.1.   </p>
    <p> Método basado en el par</p>
    <p class="parrafo">El método basado en el par requiere la medición directa del par de frenado real (τ brake,b ) en los respectivos sistemas de frenado aplicando la ecuación 8. El par medido con signo positivo indicará actividad de frenado.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="32.4" 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" width="529.2"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 8)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">τ brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el par de frenado por fricción en el freno b, en N·m;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">τ meas,b</p>
          </td>
          <td>
            <p class="parrafo">es el par de frenado medido en el freno b, en N·m.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.2.2.   </p>
    <p> Método basado en la presión</p>
    <p class="parrafo">El método basado en la presión requiere determinar la presión en los sistemas hidráulicos de frenado por fricción lo más cerca posible de la rueda en términos de seguridad, manipulación y calidad de la medición. El par de frenado en los frenos de fricción hidráulicos se calcula a partir de la presión de frenado medida (p brake,b ) multiplicada por la relación par/presión (C p,b ) en el freno respectivo durante las aplicaciones del freno del ciclo de conducción, de acuerdo con las ecuaciones 9 y 10.</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="267.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 9)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="620.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 10)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">τ brake,b</p>
          </td>
          <td>
            <p class="parrafo">es el par de frenado por fricción en el freno b, en N·m;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">C p,b</p>
          </td>
          <td>
            <p class="parrafo">es la relación par/presión del freno b considerado, en N·m/kPa;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">p brake,b</p>
          </td>
          <td>
            <p class="parrafo">es la presión de frenado efectiva en el freno b que genera un par de frenado, en kPa;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">p meas,b</p>
          </td>
          <td>
            <p class="parrafo">es la presión de frenado medida en el freno b, en kPa;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">p threshold,b</p>
          </td>
          <td>
            <p class="parrafo">es la presión umbral del freno b necesaria para desarrollar el par de frenado, en kPa, tal como se define en el apartado 3.1.19 del presente Reglamento.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.2.2.3.   </p>
    <p> Frenos electromecánicos</p>
    <p class="parrafo">Reservado</p>
    <p class="parrafo">3.2.2.4.   </p>
    <p> Métodos alternativos</p>
    <p class="parrafo">Podrán utilizarse el par de frenado y las señales proporcionadas por un bus electrónico de un vehículo (por ejemplo, señales de bus CAN o diagnósticos de a bordo) que permitan calcular el par de frenado con arreglo a los métodos de los apartados 3.2.2.1, 3.2.2.2 o 3.2.2.3 del presente anexo. El criterio de equivalencia del método alternativo con respecto al método de referencia se describe en el apartado 5.3 del presente anexo. La equivalencia de las señales con el método de referencia elegido deberá ser confirmada por la autoridad de homologación de tipo.</p>
    <p class="parrafo">3.3.   </p>
    <p> Determinación de los valores C p</p>
    <p class="parrafo">El valor C p,b del método basado en la presión para un sistema de frenado específico se determina ejecutando el ciclo de frenado WLTP en un dinamómetro de frenos plenamente conforme con el presente Reglamento. El C p,b de un sistema de frenado específico se supondrá representativo de todos los miembros de la misma familia de emisiones de frenado definida en el apartado 7.2.1 del presente Reglamento.</p>
    <p class="parrafo">3.3.1.   </p>
    <p> Preparación del dinamómetro de frenos</p>
    <p class="parrafo">La configuración y la operación del dinamómetro de frenos y de todos los equipos de ensayo se ajustarán a las especificaciones descritas en el anexo 4.</p>
    <p class="parrafo">3.3.2.   </p>
    <p> Operación</p>
    <p class="parrafo">El centro de ensayo efectuará el procedimiento descrito a continuación:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">Se instalará el sistema de frenos siguiendo el procedimiento descrito en el apartado 8.2 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Se ejecutará el ciclo de frenado WLTP siguiendo el procedimiento descrito en los apartados 9.2.1, 9.2.2 y 9.2.3 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Se registrará el par y la presión de frenado de los frenos hidráulicos o electrohidráulicos.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">d)</p>
          </td>
          <td>
            <p class="parrafo">Para calcular los valores C p,b , se utilizarán los datos del tramo de medición de emisiones de los frenos definido en el apartado 9.2.3 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">3.3.3.   </p>
    <p> Cálculo de C p</p>
    <p class="parrafo">El valor C p,b describe la relación entre la presión y el par de frenado y se calcula aplicando la ecuación 11:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="63" src="data:image/jpg;base64,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" width="191.70000000000002"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 11)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para un determinado material de fricción, C p,b puede depender de la velocidad del vehículo, de la presión de frenado aplicada, del rotor del freno y de la temperatura de las pastillas. Puede variar en función de las distintas aplicaciones del freno durante la ejecución del ensayo. Para reducir la influencia de la variabilidad de C p,b en el cálculo de la energía de frenado en el ciclo de ensayo, se utilizará el «valor C p,b ponderado por la energía» indicado en la ecuación 12:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="77.4" 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" width="313.2"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 12)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Además, para evitar el uso de señales no válidas, se aplicará lo siguiente para el cálculo correcto de la presión y el par de frenado de acuerdo con las ecuaciones 13 y 14. Se aplicará el valor de pthreshold, de acuerdo con el apartado 3.1.19 del presente Reglamento:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="694.8000000000001"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 13)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="699.3000000000001"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 14)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Cuando el coeficiente de reparto de frenado por fricción específico del vehículo se calcule en el dinamómetro de chasis durante el trayecto #10 del ciclo de frenado WLTP, el valor C p se evaluará utilizando los datos del ensayo correspondiente realizado con el mismo sistema de frenado durante el trayecto #10 del ciclo de frenado WLTP en el dinamómetro de frenos.</p>
    <p class="parrafo">3.3.4.   </p>
    <p> Cálculo de C e</p>
    <p class="parrafo">Reservado</p>
    <p class="parrafo">4.   </p>
    <p> </p>
    <p class="parrafo">Configuración y especificaciones de los ensayos</p>
    <p class="parrafo">4.1.   </p>
    <p> Selección del vehículo</p>
    <p class="parrafo">Se atribuirá a cada vehículo un coeficiente de reparto de frenado por fricción específico. Cuando un vehículo disponga de diferentes modos seleccionables por el conductor, se someterá a ensayo en el modo que dé lugar a la menor recuperación, ya que esta representa la versión más desfavorable en términos del coeficiente de reparto de frenado por fricción específico. El coeficiente de reparto de frenado por fricción específico medido deberá atribuirse a todos los modos seleccionables por el conductor de este vehículo. Durante el ensayo no se desactivarán ni omitirán las estrategias de funcionamiento aplicadas para optimizar la función de frenado (por ejemplo, medidas anticorrosión), siempre que no se vea afectado el funcionamiento seguro del vehículo en el dinamómetro de chasis.</p>
    <p class="parrafo">Sobre la base de las pruebas técnicas aportadas por el fabricante, y con el acuerdo de la autoridad de homologación de tipo, los modos seleccionables por el conductor destinados a fines limitados muy especiales (por ejemplo, arena, nieve/alpino, marcha superlenta, modos de descarga por razones de seguridad) podrán quedar exentos de cumplir el coeficiente de reparto de frenado por fricción específico declarado.</p>
    <p class="parrafo">A efectos del presente Reglamento, a petición del fabricante, solo podrá someterse a ensayo un vehículo de cada familia de interpolación para determinar el coeficiente de reparto de frenado por fricción específico de toda la familia de interpolación. Se seleccionará y se someterá a ensayo el vehículo con la menor capacidad de recuperación (es decir, el vehículo con el mayor coeficiente de reparto de frenado por fricción específico) de la familia de interpolación. En este caso, se atribuirá a todos los vehículos de la misma familia de interpolación el mismo coeficiente de reparto de frenado por fricción específico, independientemente de la variante, la versión y la configuración de opciones. El fabricante deberá poder demostrar la conformidad con el coeficiente de reparto de frenado homologado para cada vehículo de la familia de interpolación.</p>
    <p class="parrafo">A efectos del presente Reglamento, a petición del fabricante, cuando un modelo de vehículo específico se presente en diferentes configuraciones que pertenezcan a más de una familia de interpolación, podrá someterse a ensayo el vehículo más desfavorable en cuanto al coeficiente de reparto de frenado por fricción específico de cada tipo de electrificación del vehículo con arreglo al cuadro 4 del presente Reglamento (es decir, el vehículo con el coeficiente de reparto de frenado por fricción específico más elevado). En tal caso, el coeficiente de reparto de frenado por fricción específico medido deberá atribuirse a todos los vehículos de cada tipo de electrificación con arreglo al cuadro 4 del presente Reglamento. En estas circunstancias, el fabricante deberá poder demostrar la conformidad con el coeficiente de reparto de frenado homologado para cada configuración del modelo de vehículo.</p>
    <p class="parrafo">4.2.   </p>
    <p> </p>
    <p class="parrafo">Preparación</p>
    <p class="parrafo">4.2.1.   </p>
    <p> </p>
    <p class="parrafo">Sensores de par de frenado</p>
    <p class="parrafo">4.2.1.1.   </p>
    <p> Sensores piezoeléctricos</p>
    <p class="parrafo">El sensor de par de frenado es un sensor capaz de medir la cantidad real de par de frenado directamente en la posición en la que se genera el par, entre la mordaza y la mangueta. Los sensores de par de frenado suelen estar adaptados a sistemas de frenado concretos. Normalmente, dependiendo del diámetro del perno de montaje, su espesor oscila entre 3,5 y 5,0 mm.</p>
    <p class="parrafo">Para los fines de la metodología actual, se montarán sensores de par externos en la mordaza de cada esquina de freno del vehículo. El gráfico A5/1 ofrece un ejemplo esquemático de montaje de los sensores de par de frenado. Dependiendo de la disposición técnica del freno y del sensor, se necesitará un sensor por orificio de montaje o la integración en una única herramienta. Se podrá volver a mecanizar la mordaza o pastilla para permitir la aplicación de los sensores. No obstante, se pondrá especial cuidado en no dañar el freno y garantizar que la mordaza siga siendo capaz de cumplir los requisitos previstos del ciclo de frenado WLTP sin ningún riesgo para la seguridad ni efecto negativo en el comportamiento de frenado (por ejemplo, por deformación). Esto se aplica a todo el intervalo de funcionamiento del sensor especificado por su fabricante.</p>
    <p class="parrafo">El par medido a lo largo del tiempo se convertirá en trabajo de frenado por fricción con arreglo al apartado 3.2 del presente anexo. Debido al principio funcional del sensor, es necesario comprobar la estabilidad del cero antes y después del ensayo y tener en cuenta cualquier desviación.</p>
    <p class="parrafo">Gráfico C1</p>
    <p class="parrafo">Ejemplo esquemático de montaje de los sensores de par de frenado</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="222.5" 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" width="498"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Se recomienda un intervalo global resultante de 0 a 800 N·m. El intervalo máximo de la cadena de medición se elegirá en función de la masa del vehículo, la geometría de los frenos y las condiciones de par resultantes previstas durante los ensayos. El centro de ensayo hará referencia a las recomendaciones del fabricante de los frenos, del vehículo y de los sistemas de sensores para garantizar el correcto funcionamiento del sensor y de los dispositivos de recogida de datos.</p>
    <p class="parrafo">Las calibraciones de los sensores deberán cumplir las siguientes especificaciones:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">a)</p>
          </td>
          <td>
            <p class="parrafo">La exactitud del sistema de sensores no deberá diferir en más del ± 2 % del intervalo total o de ±5 N·m, tomándose de estos el valor que sea mayor.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">b)</p>
          </td>
          <td>
            <p class="parrafo">Los amplificadores de los sensores de par se ajustarán a cero antes del ensayo sin aplicar par de freno al sistema.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="4%"/>
        <col width="96%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c)</p>
          </td>
          <td>
            <p class="parrafo">Después del ensayo, se comprobará si los sensores de par se desvían del cero. Se aceptará una desviación del cero máxima de ± 0,5 % del fondo de escala.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se requiere un sensor de calibración de referencia para llevar a cabo el procedimiento de calibración. El gráfico A5/2 ofrece una representación esquemática de cómo acoplar el sensor de calibración de referencia al cubo de la rueda. Tras la instalación del sensor de par de frenado, se acoplará el sensor de calibración de referencia a la rueda y se aplicará el par. El gráfico A5/3 resume esquemáticamente el procedimiento de calibración.</p>
    <p class="parrafo">Gráfico A5/2</p>
    <p class="parrafo">Manilla en T y sensor de calibración de referencia acoplados al cubo de la rueda por medio de un adaptador.</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="209.5" 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width="364"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Gráfico A5/3</p>
    <p class="parrafo">Ejemplo esquemático de calibración.</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="325" 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width="507"/>
    </p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="24%"/>
        <col width="76%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">N.o</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Artículo del gráfico A5/3</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">1</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Boca cuadrada de una llave estándar (que encaja en el sensor de referencia)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">2</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sensor de calibración de referencia</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">3</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Adaptador para el cubo de la rueda (para aplicar el par directamente sobre el eje)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">4</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cubo de la rueda</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">5</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sistema de adquisición de datos (que es compatible con la entrada de la galga extensométrica)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">6</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Sensor(es) de par de frenado, incluido el cable</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">7</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Amplificador de carga</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo">8</p>
          </td>
          <td class="oj-table">
            <p class="parrafo">Cable de sistema con conector al sistema de adquisición de datos</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Se comprobará la linealidad del sensor siguiendo las recomendaciones del fabricante del sistema de medición. Este no deberá presentar errores residuales superiores al 2 % del fondo de escala o a ± 5 N·m, si esta cifra es superior, en ningún punto del intervalo operativo por encima de cero. El sistema de medición se compensará por la influencia de la temperatura de acuerdo con las especificaciones del fabricante. El sensor de calibración de referencia se calibrará con arreglo a la norma ISO 17025 en los últimos doce meses de uso.</p>
    <p class="parrafo">4.2.2.   </p>
    <p> Transductores y sensores de presión</p>
    <p class="parrafo">Se montará un sensor de presión externo en la trayectoria del líquido de frenos de cada esquina de freno del vehículo. Preferiblemente, se montará en el tornillo de ventilación de la esquina de freno correspondiente. Si esto no es posible debido a limitaciones de espacio u otros problemas, se permiten ubicaciones de montaje alternativas; sin embargo, deberán encontrarse lo más cerca posible de la esquina de freno respectiva. El gráfico A5/4 ofrece una representación esquemática de cómo montar los sensores de presión de frenado en las tuberías de freno del vehículo sometido a ensayo. La presión medida a lo largo del tiempo se convertirá en par de frenado con arreglo a la ecuación 9 y en un coeficiente de reparto de frenado por fricción como se describe en los apartados 3.1 y 3.2 del presente anexo.</p>
    <p class="parrafo">Gráfico A5/4</p>
    <p class="parrafo">Ejemplos de montaje de sensores de presión de frenado (P) en las tuberías de freno de los vehículos sometidos a ensayo</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="362.5" 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width="357"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">Se recomienda utilizar un sensor de presión con capacidad de medición en el intervalo de 0-6 000 kPa, mientras que el intervalo máximo del sensor se elegirá en función de las condiciones de presión máxima previstas durante los ensayos. La incertidumbre combinada de no linealidad, histéresis y repetibilidad para la medición de presión será del 0,5 % de la lectura o del 0,3 % del fondo de escala, si este último valor es mayor (presupuesto total de incertidumbre).</p>
    <p class="parrafo">4.2.3.   </p>
    <p> Sensores para la medición de la fuerza en frenos electromecánicos</p>
    <p class="parrafo">Reservado</p>
    <p class="parrafo">4.3.   </p>
    <p> </p>
    <p class="parrafo">Registro de datos</p>
    <p class="parrafo">4.3.1.   </p>
    <p> Datos del dinamómetro de chasis</p>
    <p class="parrafo">Durante los ensayos se utilizarán sistemas específicos de registro de datos para consignar los datos brutos del dinamómetro de chasis, así como del vehículo y sus componentes instrumentados. Se recomienda registrar los datos siguiendo las especificaciones descritas en el anexo B5 del Reglamento n.o 154 de las Naciones Unidas (apartado 2, «Dinamómetro de chasis»).</p>
    <p class="parrafo">Además de los datos solicitados en el Reglamento n.o 154 de las Naciones Unidas, los parámetros relacionados con el freno de base se registrarán con arreglo al cuadro A4/3 del anexo 4. Esto incluye al menos los parámetros elegidos por el método principal y el método de referencia. La medición se llevará a cabo con una frecuencia no inferior a 10 Hz. La masa del vehículo se definirá con arreglo al apartado 3.1.9 del presente Reglamento, independientemente del ciclo de ensayo. Además, se documentarán los valores C p de la relación par/presión (si procede).</p>
    <p class="parrafo">El registro de datos se iniciará antes del ensayo real en el dinamómetro de chasis o al mismo tiempo. El registro de datos del dinamómetro de chasis y del vehículo garantizará la sincronización de los datos, lo que significa que las señales se referirán a la misma curva temporal. Se recomienda registrar las señales ajustadas en función del tiempo en un único archivo. Otra opción es registrar la señal de velocidad del vehículo junto con la información sobre el freno y utilizarla para el ajuste en función del tiempo si los datos se registran en diferentes sistemas. Los datos registrados se facilitarán en un formato de datos común y de acceso abierto.</p>
    <p class="parrafo">4.4.   </p>
    <p> Ajustes del dinamómetro de chasis</p>
    <p class="parrafo">La configuración y el método de ensayo deberán cumplir los requisitos del Reglamento n.o 154 de las Naciones Unidas en la versión que sea válida en el momento del ensayo. No se permiten desviaciones, excepto las que se indican en el presente documento.</p>
    <p class="parrafo">Los ensayos se realizarán a una temperatura de 23 ± 5 °C tras estabilizar el vehículo, los sistemas de frenado y los sistemas de medición durante un período de entre 6 y 36 horas. La simulación de la resistencia al avance en carretera será plenamente conforme con el Reglamento n.o 154 de las Naciones Unidas independientemente del ciclo de ensayo. La estabilización, el preacondicionamiento y la resistencia al avance en carretera se establecerán de conformidad con el Reglamento n.o 154 de las Naciones Unidas. Esto significa que, para la ejecución del ensayo, deberán tenerse en cuenta los coeficientes de resistencia al avance en carretera (f0, f1, f2) de la ecuación de resistencia al avance en carretera.</p>
    <p class="parrafo">4.5.   </p>
    <p> Secuencia de ensayo</p>
    <p class="parrafo">Se efectuará el rodaje del vehículo de ensayo de conformidad con los requisitos definidos en la sección 2 del anexo B8 del Reglamento n.o 154 de las Naciones Unidas hasta el apartado 2.3. Además, los frenos del vehículo de ensayo deberán haberse asentado adecuadamente. A petición de la autoridad de homologación de tipo, el fabricante proporcionará pruebas técnicas.</p>
    <p class="parrafo">En general, el ensayo se lleva a cabo aplicando la secuencia de preacondicionamiento, estabilización y (para los tipos VEH-CCE, VHPC-CCE y VEP) recarga. A continuación se realizará el ensayo de rendimiento para obtener los coeficientes de reparto de frenado por fricción (véase el gráfico A5/5). Estos procedimientos están recogidos en el anexo B8 del Reglamento n.o 154 de las Naciones Unidas, salvo que se especifique lo contrario a continuación.</p>
    <p class="parrafo">Gráfico A5/5</p>
    <p class="parrafo">Estructura principal de los ensayos en dinamómetro de chasis con arreglo a la presente sección</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="85" 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" width="512"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">El vehículo deberá ajustarse y someterse a ensayo en el modo seleccionable por el conductor que dé lugar a la menor recuperación (es decir, el caso más desfavorable en términos de coeficiente de reparto de frenado por fricción específico), tal como se describe en el apartado 4.1 del presente anexo. No podrán seleccionarse modos seleccionables por el conductor específicos para fines limitados muy especiales, según se definen en el apartado 4.1 del presente anexo.</p>
    <p class="parrafo">No obstante los requisitos anteriores, el ciclo de ensayo aplicable durante el ensayo de rendimiento será el ciclo de frenado WLTP descrito en el anexo 4 o bien, conforme a lo dispuesto en el apartado 6 del presente anexo, el trayecto #10 del ciclo de frenado WLTP. Para todos los tipos de electrificación del vehículo, el ciclo WLTC de preacondicionamiento y el ciclo de ensayo aplicable se realizarán una sola vez.</p>
    <p class="parrafo">4.6.   </p>
    <p> Criterios de calidad del ensayo con el dinamómetro de chasis</p>
    <p class="parrafo">Se llevarán a cabo los siguientes controles de calidad para verificar la correcta ejecución del ciclo de frenado WLTP en un ensayo con dinamómetro de chasis. Para ser válido, un ensayo con dinamómetro de chasis deberá cumplir todos los criterios que se describen a continuación.</p>
    <p class="parrafo">En caso de que el vehículo no pueda cumplir todos los criterios o seguir la curva de velocidad en alguno de los ciclos de ensayo, se utilizarán por defecto los coeficientes de reparto de frenado por fricción indicados en el cuadro 4 del presente Reglamento.</p>
    <p class="parrafo">4.6.1.   </p>
    <p> </p>
    <p class="parrafo">Cálculo de las señales utilizadas para los controles de calidad</p>
    <p class="parrafo">4.6.1.1.   </p>
    <p> Velocidad real y velocidad buscada</p>
    <p class="parrafo">Se utilizarán señales de velocidad para el cálculo de los criterios de control de calidad. La velocidad medida y la velocidad de referencia se someterán a un procesamiento posterior para obtener las señales de velocidad real y velocidad buscada, que se utilizan para realizar los controles de calidad.</p>
    <p class="parrafo">La velocidad medida y la velocidad de referencia se alisarán utilizando un filtro de media móvil simétrica con una longitud de 0,5 segundos. Para aplicar el filtro de media móvil discreta, el número de muestras que debe considerarse es el número impar de muestras que encajan en el intervalo de 0,5 segundos. El número de muestras que deben tenerse en cuenta en ambas direcciones se indica de la manera siguiente (ecuación 15):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="56.7" src="data:image/jpg;base64,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" width="107.10000000000001"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 15)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">t s</p>
          </td>
          <td>
            <p class="parrafo">es el intervalo de muestreo de la señal de velocidad, en segundos;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="6.3" src="data:image/jpg;base64,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" width="6.3"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es el operador para el redondeo a la baja.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Con una frecuencia de muestreo de 10 Hz, esto da lugar a una amplitud de</p>
    <p><img class="oj-formula" height="26.1" src="data:image/jpg;base64,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width="108.9"/>muestras.</p>
    <p class="parrafo"> </p>
    <p class="parrafo">La media móvil de la señal x con una longitud de</p>
    <p><img class="oj-formula" height="26.1" src="data:image/jpg;base64,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" width="70.2"/>muestras es indicada por la operación<img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="87.3"/>y calculada con arreglo a la ecuación 16:</p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="75.60000000000001" 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" width="578.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 16)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">N</p>
          </td>
          <td>
            <p class="parrafo">es el número de muestras de tiempo de la señal durante todo el ensayo;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">x i</p>
          </td>
          <td>
            <p class="parrafo">es la i-ésima muestra de tiempo de la señal que se ha de alisar.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para el cálculo de los controles de calidad, la velocidad real y la velocidad buscada se obtienen aplicando dos veces consecutivas el filtro de media móvil de 0,5 segundos a la velocidad de referencia y a la velocidad del vehículo medida en el dinamómetro (ecuaciones 17 y 18):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" 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width="231.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 17)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="32.4" src="data:image/jpg;base64,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" width="248.4"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 18)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">v ref</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna de velocidad del ciclo de ensayo, en m/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">v dyno</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad del vehículo, en m/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">v D</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad real utilizada para los controles de calidad, en m/s;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">v T</p>
          </td>
          <td>
            <p class="parrafo">es la velocidad buscada que se utiliza para los controles de calidad, en m/s.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.1.2.   </p>
    <p> Aceleración real y aceleración buscada</p>
    <p class="parrafo">Para el cálculo de los controles de calidad, la aceleración se calculará a partir de las señales de velocidad. Esto se hace utilizando la diferencia finita simétrica con arreglo a las ecuaciones 19 y 20:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="51.300000000000004" 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" width="504"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 19)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="51.300000000000004" 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" width="506.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 20)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Gráfico A5/6</p>
    <p class="parrafo">Ejemplo de las señales alisadas, siendo a_ref el valor de consigna de la señal de aceleración</p>
    <p class="parrafo"> </p>
    <p>
      <img class="oj-img" height="401.5" 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" width="587.5"/>
    </p>
    <p class="parrafo"> </p>
    <p class="parrafo">4.6.1.3.   </p>
    <p> Potencia inercial específica, real y buscada</p>
    <p class="parrafo">Para el cálculo de los controles de calidad, la potencia inercial específica de la fuerza de inercia que actúe durante las velocidades respectivas se calculará con arreglo a las ecuaciones 21 y 22:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" 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HoZ9XHL0/T7cPGe+fw1rHZO2r9sywGrY3GuR24KlTahUWY1Ufkl+TLp/u3TDckLIGXvbloLwMBQIGfOoL0x3Su7a7utNXe1/wBVXCvB2C7SLrhxo/6iWllDntooYKuTPB5sgqV4Ce3LkpdqbiW/dd0WhPoVk33Js6sSg2I9ajQGJjkUBxJXxafBbUVJCk5UDjlkdwNUj9njqh/jsu7/AGXQ/wDy1LNsNot87NutqtXx1SV2+aSll1p2kTrZpkRtalD4rDsdCXElJwfOD3BHfVykZGNYi2/6dNyLZ6vrltBNNU1sgiuM7rQOLTrTQrrjTjAhIUDwUhL6lyVNjsCzHPxBKVaFvDaGzaU9uTucYvu6vdFAbiyfdtMuIZbhxX0tBrKOSc+qoqyogkDGO+aI6D9prQ3E6JNlZVXjKjTqBVBcUObDShuQiTEq8laUlziTwWnm04PKm3FpyM51ZHXzXn7S6YLpuxNpWdc8SjOQ5U2j3VS3J0KYz7hCAkJQ62UOJW42tK8qA4Ece+Rdtwx61AsypRbDiQG6tHpjzdHYdT6cVMhLJEdCgn7rYWEA48J18vby2Jvvcnpnrtp3VsNuddfUfUGTKrNx3Mw8uPEbjyUvBEGYpxURaVMn0W48c81FSypKeORt/Yax5F5zHd9NxrFeotZqFJYtikU2rQG2pUahRJDrsZcllfNTMpxb7inEhfHilnKUqBGqL6ANprT3W6MWbdrrTkRRvCfOZnwEttzIz8SpokMuNOlJKFBbSRkd8EgY1pDq8nzKP02bhVyJRLXrSKRQ5NSkU25aaudAmssJLq2VtIcbOVBGEq5fBXFWDjU52sXCc20tRdOpFPpUVVEgKZg09kMxYqDHQQ00gfcbSDxSn8AANSggHsRnQJSO4SB/LTWZ2tit6x1iL6mH5FjGm/S5s1FKRJmiQIXuvcCQXC0Ul7l24BIRx7Zz8tTTfa9twrUvjaalWJWKX6dx3Umm1ijvxPWkz6eWit91lX9kI7aVvKWSB2SPkSEK8XT/ALUbhbbXdulXbxl24/Ev26FXJDRS1SC5GKmW2Cy56qQFYQw0rknHyUvtjji6tNNNNR6/bLh7g2zLtSo1es06JOT6b7tJnrhSFNkEKQHUfJIIPfiQf89RzZbY60NhLTbsawJlbTQI2fZwKhUly24eVqWoNFz5JClLUSMkfljVVWT0mUe4No772s3PhViBbl5XvULiRRY1wOOOsRFLbDbLklByUuOMGUW0kBBeCDyKCVaNpFOFIpUOlJmS5YhsNsB+W8Xn3eKQOTiz3Ws4yVHuTk69vA/LXVXTb6LpoEy311eq0xE1HpqlUuWqLKbGe/pup+SCfHJOCM9iD31BtkOnqxenuiv2zt1MuBujPOuSBT59WdmMtvOEFxxHq5UkqIycHGSo4ySdQRjpmjXbfG+jl3xqtTLU3QFIgvRYtfc9WoCMw4JMkFB/dm3kvNx1MjupMZSlHDgSLxs21oNkWtS7RpcqdIh0eK3DjuTpKpD5aQOKAt1XyWQkAcj3OBknXc6aaa4wPONc6aaaaaaaaaaaaaa//9k=" width="143.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 21)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" src="data:image/jpg;base64,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" width="144.9"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 22)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" src="data:image/jpg;base64,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" width="45"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la i-ésima muestra de la señal de potencia inercial específica buscada, en W/kg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" src="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/AAAsIACYAMwEBEQD/xAAdAAACAgIDAQAAAAAAAAAAAAAAAQcIBgkCAwQF/8QALRAAAQMEAQMEAQIHAAAAAAAAAQIDBAUGBxEACBIhExQiMQkVgTIzQVFSkbH/2gAIAQEAAD8A2dXhdtFsW25t2XEqamnU9KVvmFT5E54BSwkdrEdC3V+VDfak6GydAEiE6T199K9fo0y46DflbqdJpyy3MnwrMrj8aMoAEpcdRDKUEBQOlEHRH9+TBj7JFiZWtli8sc3XTbiosla225sB8OtlaTpSDrylQP2kgEePHnmS8OHDnFf1+4/7zWp+NDNFo44sbKNHuKn3lJflZEqMlCqLaNVqzQSWWU/J2HHcQhe0n4qIVrR1og8mLoUxpkCjZUznmOsWhVLPszItfam21RaqwYUvsQp1S5TkP6Y7w4gDu0s9p2AACbldyf8AIf74+LY3rfnj58S87ietO2ptwx7arNwOQwhSadR2UPTH9rSnTaHFoSdd3cdqHxSfv6NN/wAa9o5QxBTL2sXJWH7yt965rrnXJEny40f2SI62WUobcWh9SkukoV8Qgjx/Fy3OUo6n8d3EWp0+G6zTZMhp+DLcjPNuNtKWgpcbUFD5JGxvRHg7BI5Vnpfsm9+oLo3si+KhnfJFEvmqxZkj9fi3A+6DIRMfbaLsVxRZdbAQgFvtT3AHyCd8mLo9zNc+b8JwrlvuDGi3XSKhNt6vtxv5Znw3S04tOgEgLASvSSpI7tAnXjy2TdK6t1aX5QHL2v8AQqlW7AcTbFShRm6IhpxztROhuoJdWpamnEnv7fJc3sBARPHEQD4I3wCUjyEgftzG8kUu465YlcotpJphq1QgvRIxqTjiIyVOIKCpZbSpZACidAeda2nexXnFeEOqLDXTjbuBbAujHcGoUZiTENzSUzZK2kPPuu+s1ELaUF1Hq/ELcUglIJGjrnfddp3D0lYLxvYWELkadqCb0pdPlprDCpkq5PeSHFTkI2T6byytySVAhKEMueQPPM6t3FGQab1S3RmmbLtxVt1224VvsRWVyPft+1dW6h1ZKfSPcp50FI+gEEEnu3NXDhw4cRAP3/Tj4c//2Q==" width="45.9"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la i-ésima muestra de la señal real de potencia inercial específica, en W/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.2.   </p>
    <p> Error cuadrático medio de la velocidad</p>
    <p class="parrafo">Para comprobar la calidad del ensayo, se calculará el error cuadrático medio de la velocidad (RMSSE) en km/h con arreglo a la ecuación 23:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
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" width="388.8"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 23)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para que un ensayo sea válido, deberá cumplirse el criterio de la ecuación 24:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="54" src="data:image/jpg;base64,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" width="171.9"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 24)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.3.   </p>
    <p> Índice de inercia de la desaceleración</p>
    <p class="parrafo">Para comprobar la calidad del ensayo, se calculará el índice de inercia de la desaceleración (</p>
    <p><img class="oj-formula" height="26.1" src="data:image/jpg;base64,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" width="63"/>) con arreglo a la ecuación 25:</p>
    <p class="parrafo"> </p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="57.6" src="data:image/jpg;base64,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" width="215.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 25)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="37.800000000000004"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es el trabajo inercial específico realizado durante la desaceleración, en J/kg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="28.8" src="data:image/jpg;base64,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" width="36.9"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es el trabajo inercial específico buscado durante la desaceleración, en J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El trabajo inercial específico durante la desaceleración se calcula como la integral numérica de la potencia inercial específica únicamente durante la desaceleración (ecuaciones 26 y 27):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="71.10000000000001" 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" width="349.2"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 26)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="71.10000000000001" 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" width="351"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 27)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="30.6" src="data:image/jpg;base64,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" width="46.800000000000004"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la potencia inercial específica realizada durante la desaceleración, en J/kg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
            <img class="oj-formula" height="30.6" src="data:image/jpg;base64,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" width="45.9"/>
            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la potencia inercial específica buscada durante la desaceleración, en J/kg.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">La potencia inercial específica durante la desaceleración se define de la forma siguiente (ecuaciones 28 y 29):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="35.1" 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" width="380.7"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 28)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
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" width="382.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 29)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para que un ensayo sea válido, deberá cumplirse el criterio de la ecuación 30:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" src="data:image/jpg;base64,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" width="139.5"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 30)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.4.   </p>
    <p> Trabajo por diferencia de potencia inercial</p>
    <p class="parrafo">El trabajo por diferencia de potencia inercial (IPDW) es el trabajo efectivo realizado por la diferencia de potencia inercial específica entre las señales de potencia inercial específica real y buscada en J/kg.</p>
    <p class="parrafo">En general, el trabajo inercial específico efectivo de la diferencia de dos señales de potencia inercial específica se definirá con arreglo a la ecuación 31:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="73.8" 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" width="404.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 31)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">A fin de aplicarlo al ciclo de frenado WLTP, se calcula el IPDW para cada evento de desaceleración en frenado k , durante el intervalo que va desde 1 segundo antes de comenzar el evento de desaceleración en frenado hasta 1 segundo después de finalizar el evento de desaceleración en frenado, de acuerdo con las ecuaciones 32 y 33:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="73.8" 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" width="603"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 32)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="34.2" src="data:image/jpg;base64,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" width="165.6"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 33)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">k</p>
          </td>
          <td>
            <p class="parrafo">es el índice de cada evento de desaceleración en frenado;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">i</p>
          </td>
          <td>
            <p class="parrafo">es el índice de la muestra de tiempo;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t start,k</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna del tiempo de inicio del evento de desaceleración en frenado con arreglo a la referencia, en segundos;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t end,k</p>
          </td>
          <td>
            <p class="parrafo">es el valor de consigna del tiempo de finalización del evento de desaceleración en frenado con arreglo a la referencia, en segundos;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">t i</p>
          </td>
          <td>
            <p class="parrafo">es la i-ésima muestra de tiempo;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo"> </p>
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            <p class="parrafo"> </p>
          </td>
          <td>
            <p class="parrafo">es la diferencia entre las señales de potencia inercial específica real y buscada, en W/kg;</p>
          </td>
        </tr>
        <tr>
          <td>
            <p class="parrafo">Ik</p>
          </td>
          <td>
            <p class="parrafo">es el conjunto de puntos de tiempo de muestreo dentro del evento de desaceleración en frenado.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El conjunto de puntos de muestreo desde 1 segundo antes hasta 1 segundo después del k-ésimo evento de desaceleración en frenado se define en la ecuación 34:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
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src="data:image/jpg;base64,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" width="343.8"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 34)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El IPDW para todo el frenado WLTP se calcula como el valor cuadrático medio del IPDWk de todos los eventos de desaceleración en frenado (ecuación 35):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="86.4" 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" width="248.4"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 35)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">K</p>
          </td>
          <td>
            <p class="parrafo">es el número de paradas en el ciclo, que es de 303 para el frenado WLTP completo o de 114 para el trayecto 10 del frenado WLTP.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para que un ensayo sea válido, deberá cumplirse el criterio de la ecuación 36:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="58.5" src="data:image/jpg;base64,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" width="143.1"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 36)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.5.   </p>
    <p> Índice de diferencia de potencia inercial</p>
    <p class="parrafo">El índice de diferencia de potencia inercial (IPDR) es la relación entre el IPDW de cada evento de desaceleración en frenado en comparación con el trabajo inercial de referencia del evento de desaceleración en frenado, expresada en porcentaje.</p>
    <p class="parrafo">El IPDRk de cada k-ésimo evento de desaceleración en frenado se define en la ecuación 37:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="59.4" src="data:image/jpg;base64,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" width="173.70000000000002"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 37)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">w ref,k</p>
          </td>
          <td>
            <p class="parrafo">es el trabajo inercial específico de referencia del evento de desaceleración en frenado k indicado en la columna «Energía cinética específica» del cuadro del apéndice 2 del anexo 4.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">El IPDR para todo el frenado WLTP se calcula como el valor cuadrático medio del IPDRk de todos los eventos de desaceleración en frenado (ecuación 38):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="86.4" 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" width="293.40000000000003"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 38)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">K</p>
          </td>
          <td>
            <p class="parrafo">es el número de eventos de desaceleración en frenado que integran el ciclo, que es de 303 para el frenado WLTP o de 114 para el trayecto 10 únicamente.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">Para que un ensayo sea válido, deberá cumplirse el criterio de la ecuación 39:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="27.900000000000002" src="data:image/jpg;base64,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" width="132.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 39)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">4.6.6.   </p>
    <p> Comprobación de incumplimientos de velocidad</p>
    <p class="parrafo">Se aplicarán los criterios de tolerancia de la velocidad del apartado 9.4.1 del anexo 4. El enfoque del 3 % definido en dicho apartado se aplicará al trayecto #10 del ciclo de frenado WLTP cuando se elija este como ciclo de ensayo aplicable.</p>
    <p class="parrafo">5.   </p>
    <p> Equivalencia de métodos</p>
    <p class="parrafo">A petición del fabricante y siempre que se cumplan los criterios de equivalencia descritos en el apartado 5.3 del presente anexo, podrá utilizarse un método alternativo, según se describe en el apartado 3.2.2.4 del presente anexo, para determinar el coeficiente de reparto de frenado por fricción individual, en lugar de los métodos de referencia descritos en los apartados 3.2.2.1, 3.2.2.2 o 3.2.2.3 del presente anexo.</p>
    <p class="parrafo">5.1.   </p>
    <p> Selección del vehículo para la prueba de equivalencia</p>
    <p class="parrafo">El fabricante demostrará la equivalencia de un método alternativo para aquellos tipos de electrificación de vehículos que figuran en el apartado 2 del presente anexo para los que se solicite la aplicación del método alternativo. En dicha demostración se utilizará al menos un vehículo por cada tipo de electrificación.</p>
    <p class="parrafo">5.2.   </p>
    <p> Ensayo del método alternativo</p>
    <p class="parrafo">Para demostrar la equivalencia, el vehículo estará equipado con medidores del par de frenado, transductores de presión de frenado o sensores conforme al apartado 4.2 del presente anexo y se someterá al ciclo de frenado WLTP conforme a la secuencia de ensayo definida en el apartado 4.5 del presente anexo.</p>
    <p class="parrafo">5.3.   </p>
    <p> Criterio de equivalencia</p>
    <p class="parrafo">El método alternativo se considerará equivalente al método de referencia si se cumple alguna de las condiciones siguientes (ecuaciones 40 y 41):</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="80%"/>
        <col width="20%"/>
      </colgroup>
      <tbody>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="49.5" 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" width="135"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 40)</p>
          </td>
        </tr>
        <tr class="oj-table">
          <td class="oj-table">
            <p class="parrafo"> </p>
            <img class="oj-formula" height="31.5" 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" width="123.3"/>
            <p class="parrafo"> </p>
          </td>
          <td class="oj-table">
            <p class="parrafo">(Ecuación 41)</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">donde:</p>
    <table class="sinbordes" width="100%">
      <colgroup>
        <col width="20%"/>
        <col width="80%"/>
      </colgroup>
      <tbody>
        <tr>
          <td>
            <p class="parrafo">c alt</p>
          </td>
          <td>
            <p class="parrafo">es el coeficiente de reparto de frenado por fricción específico del vehículo que se mide con el método alternativo.</p>
          </td>
        </tr>
      </tbody>
    </table>
    <p class="parrafo">6.   </p>
    <p> Equivalencia del ciclo de ensayo</p>
    <p class="parrafo">Como alternativa a la obtención del coeficiente de reparto de frenado por fricción específico del vehículo del ciclo de frenado WLTP, el fabricante podrá optar por calcularlo ejecutando el trayecto #10 del ciclo con arreglo al procedimiento definido en el apartado 4.5 del presente anexo. En tal caso, el coeficiente de reparto de frenado por fricción específico del vehículo calculado en el trayecto #10 del ciclo de frenado WLTP se considerará y se consignará como equivalente al del ciclo. En caso de discrepancia entre los factores c medidos, será decisivo el factor c determinado en el ciclo de frenado WLTP.</p>
    <p class="parrafo">7.   </p>
    <p> Productos del ensayo</p>
    <p class="parrafo">Se anotará el método de medición de referencia para determinar y validar el coeficiente de reparto de frenado por fricción específico del vehículo utilizado por el fabricante del vehículo para la homologación de tipo (para más detalles, véase el apartado 3.2 del presente anexo).</p>
    <p class="parrafo">7.1.   </p>
    <p> </p>
    <p class="parrafo">Desviación del coeficiente de reparto de frenado por fricción («Declaración»)</p>
    <p class="parrafo">7.1.1.   </p>
    <p> </p>
    <p class="parrafo">El fabricante podrá aumentar el coeficiente de reparto de frenado por fricción específico del vehículo, calculado con arreglo al presente anexo, hasta en un 50 % del valor medido o en un 0,05 % del valor absoluto, si este último valor es mayor.</p>
    <p class="parrafo">7.1.2.   </p>
    <p> </p>
    <p class="parrafo">A petición del fabricante y con la aprobación de la autoridad de homologación, los fabricantes podrán aumentar el coeficiente de reparto de frenado por fricción calculado con arreglo al presente anexo hasta los valores indicados en el cuadro 4 del presente Reglamento para el tipo de electrificación del vehículo correspondiente, o hasta los valores indicados en el apartado 7.1.1 del presente anexo, si este último valor es mayor.</p>
  </texto>
</documento>
