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<documento fecha_actualizacion="20241210102602">
  <metadatos>
    <identificador>DOUE-L-2024-81821</identificador>
    <origen_legislativo codigo="3">Europeo</origen_legislativo>
    <departamento codigo="9010">Unión Europea</departamento>
    <rango codigo="1220">Reglamento</rango>
    <fecha_disposicion>20241127</fecha_disposicion>
    <numero_oficial>3094/2024</numero_oficial>
    <titulo>Reglamento de Ejecución (UE) 2024/3094 de la Comisión, de 27 de noviembre de 2024, por el que se establecen normas detalladas relativas a determinados dispositivos de selectividad para reducir las capturas accidentales de bacalao en el mar Báltico previstos en el anexo VIII del Reglamento (UE) 2019/1241 del Parlamento Europeo y del Consejo.</titulo>
    <diario codigo="DOUE">Diario Oficial de la Unión Europea</diario>
    <fecha_publicacion>20241210</fecha_publicacion>
    <diario_numero>3094</diario_numero>
    <seccion>L</seccion>
    <subseccion/>
    <pagina_inicial>1</pagina_inicial>
    <pagina_final>8</pagina_final>
    <suplemento_pagina_inicial/>
    <suplemento_pagina_final/>
    <url_pdf>/doue/2024/3094/L00001-00008.pdf</url_pdf>
    <url_epub/>
    <url_pdf_catalan/>
    <url_pdf_euskera/>
    <url_pdf_gallego/>
    <url_pdf_valenciano/>
    <estatus_legislativo>L</estatus_legislativo>
    <fecha_vigencia>20241230</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_impl/2024/3094/spa</url_eli>
  </metadatos>
  <analisis>
    <materias>
      <materia codigo="1679" orden="1">Control pesquero</materia>
      <materia codigo="4892" orden="1">Material de pesca</materia>
      <materia codigo="5569" orden="1">Pesca marítima</materia>
      <materia codigo="5571" orden="1">Pescado</materia>
      <materia codigo="6020" orden="1">Reglamentaciones técnicas</materia>
    </materias>
    <notas>
      <nota codigo="37" orden="215">Aplicable desde el 9 de abril de 2025.</nota>
    </notas>
    <referencias>
      <anteriores>
        <anterior referencia="DOUE-L-2019-81210" orden="3060">
          <palabra codigo="440">DE CONFORMIDAD con</palabra>
          <texto>el Reglamento 2019/1241, de 20 de junio</texto>
        </anterior>
      </anteriores>
      <posteriores/>
    </referencias>
    <alertas>
      <alerta codigo="122" orden="1">Pesca</alerta>
    </alertas>
  </analisis>
  <texto>
    <div>
      <p class="parrafo">LA COMISIÓN EUROPEA,</p>
    </div>
    <div>
      <div>
        <p class="parrafo">Visto el Tratado de Funcionamiento de la Unión Europea,</p>
      </div>
      <div>
        <p class="parrafo">Visto el Reglamento (UE) 2019/1241 del Parlamento Europeo y del Consejo, de 20 de junio de 2019, sobre la conservación de los recursos pesqueros y la protección de los ecosistemas marinos con medidas técnicas, y por el que se modifican los Reglamentos (CE) n.<span>o</span> 1967/2006 y (CE) n.<span>o</span> 1224/2009 del Consejo y los Reglamentos (UE) n.<span>o</span> 1380/2013, (UE) 2016/1139, (UE) 2018/973, (UE) 2019/472 y (UE) 2019/1022 del Parlamento Europeo y del Consejo, y por el que se derogan los Reglamentos (CE) n.<span>o</span> 894/97, (CE) n.<span>o</span> 850/98, (CE) n.<span>o</span> 2549/2000, (CE) n.<span>o</span> 254/2002, (CE) n.<span>o</span> 812/2004 y (CE) n.<span>o</span> 2187/2005 del Consejo <a>(<span>1</span>)</a>, y en particular su artículo 24, apartado 1, letra a),</p>
      </div>
      <p class="parrafo">Considerando lo siguiente:</p>
      <div>
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              <td>
                <p class="parrafo">(1)</p>
              </td>
              <td>
                <p class="parrafo">La parte B, punto 1.3.1.1, del anexo VIII del Reglamento (UE) 2019/1241 establece determinados dispositivos de selectividad fijados a los artes de pesca para reducir las capturas accidentales de bacalao del Báltico cuando se pescan peces planos en las subdivisiones 22 a 26 del CIEM.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
          <colgroup>
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          <tbody>
            <tr>
              <td>
                <p class="parrafo">(2)</p>
              </td>
              <td>
                <p class="parrafo">Deben establecerse especificaciones técnicas de dichos dispositivos.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
          <colgroup>
            <col width="4%"/>
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          <tbody>
            <tr>
              <td>
                <p class="parrafo">(3)</p>
              </td>
              <td>
                <p class="parrafo">Las especificaciones técnicas deben referirse, en particular, al uso de un dispositivo de selectividad sin techo, un copo T90 modificado (con un tamaño de malla de al menos 125 mm y un refuerzo de los costadillos con cabos de refuerzo longitudinales) y un copo de malla cuadrada (compuesto de dos paños y con un tamaño mínimo de malla de 125 mm).</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
          <colgroup>
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          </colgroup>
          <tbody>
            <tr>
              <td>
                <p class="parrafo">(4)</p>
              </td>
              <td>
                <p class="parrafo">El Comité Científico, Técnico y Económico de Pesca (CCTEP) concluyó <a>(<span>2</span>)</a> que esas especificaciones técnicas son detalladas y suficientes a efectos de aplicación.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
          <colgroup>
            <col width="4%"/>
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          </colgroup>
          <tbody>
            <tr>
              <td>
                <p class="parrafo">(5)</p>
              </td>
              <td>
                <p class="parrafo">El CCTEP también evaluó algunas especificaciones adicionales que los Estados miembros sugirieron durante la reunión del Comité de Pesca y Acuicultura de septiembre de 2022. Se refieren a una nueva versión de la descripción técnica de los artes de pesca. El CCTEP concluyó <a>(<span>3</span>)</a> que las especificaciones propuestas son más claras y sencillas y no reducen la funcionalidad y la selectividad de los dispositivos.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
          <colgroup>
            <col width="4%"/>
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          </colgroup>
          <tbody>
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              <td>
                <p class="parrafo">(6)</p>
              </td>
              <td>
                <p class="parrafo">Debe concederse tiempo suficiente a los propietarios de los buques para que los equipen con los nuevos dispositivos de selectividad.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <div>
        <table class="sinbordes" width="100%">
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              <td>
                <p class="parrafo">(7)</p>
              </td>
              <td>
                <p class="parrafo">Las medidas previstas en el presente Reglamento se ajustan al dictamen del Comité de Pesca y Acuicultura.</p>
              </td>
            </tr>
          </tbody>
        </table>
      </div>
      <p class="parrafo">HA ADOPTADO EL PRESENTE REGLAMENTO:</p>
    </div>
    <div>
      <div>
        <p class="articulo">Artículo 1</p>
        <p class="parrafo">Las especificaciones técnicas de los dispositivos de selectividad a que se refiere la parte B, punto 1.3.1.1, del anexo VIII del Reglamento (UE) 2019/1241 serán las establecidas en el anexo del presente Reglamento.</p>
      </div>
      <div>
        <p class="articulo">Artículo 2</p>
        <p class="parrafo">El presente Reglamento entrará en vigor a los veinte días de su publicación en el <span>Diario Oficial de la Unión Europea</span>.</p>
        <p class="parrafo">Será aplicable a partir del 9 de abril de 2025.</p>
      </div>
    </div>
    <div>
      <div>
        <p class="parrafo">El presente Reglamento será obligatorio en todos sus elementos y directamente aplicable en cada Estado miembro.</p>
        <p class="parrafo">Hecho en Bruselas, el 27 de noviembre de 2024.</p>
        <div>
          <p class="firma_ministro">
            <span>Por la Comisión</span>
          </p>
          <p class="firma_ministro">
            <span>La Presidenta</span>
          </p>
          <p class="firma_ministro">Ursula VON DER LEYEN</p>
          <p class="firma_ministro"> </p>
        </div>
      </div>
    </div>
    <hr/>
    <p class="cita"><a>(<span>1</span>)</a>   <a>DO L 198 de 25.7.2019, p. 105</a>.</p>
    <p class="cita"><a>(<span>2</span>)</a>   <a>https://stecf.jrc.ec.europa.eu/documents/43805/14840948/STECF+PLEN+21-03.pdf/0909ec89-4bf6-4eeb-bb94-e2cf5a19bc92</a>.</p>
    <p class="cita"><a>(<span>3</span>)</a>   <a>https://stecf.jrc.ec.europa.eu/documents/43805/43440856/STECF+PLEN+22-03.pdf/d0acb3d4-6b6a-4067-9d08-0b6004660e25</a>.</p>
    <div>
      <p class="anexo_num">ANEXO</p>
      <p class="parrafo">I.   <span>Definiciones</span></p>
      <p class="parrafo">A los efectos del presente Reglamento, se entenderá por:</p>
      <p class="parrafo_2">1) «paño de red sin nudos»: paño compuesto por mallas de cuatro lados cuyos ángulos están formados por el entrelazamiento de los torzales de dos lados adyacentes de la malla;</p>
      <p class="parrafo_2">2) «red que permite la selectividad modular (NEMOS)»: sección de red de cuatro paños montada entre la última sección cónica de la red de arrastre y el copo, diseñada para permitir el montaje en ella de dispositivos de selectividad.</p>
      <p class="parrafo">II.   <span>Especificaciones técnicas del copo de malla cuadrada (identificador del arte de pesca: SMC_125)</span></p>
      <table class="sinbordes" width="100%">
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            <td> </td>
            <td>
              <p class="parrafo">1.</p>
            </td>
            <td>
              <span>El copo estará compuesto por dos paños de malla cuadrada de las mismas dimensiones, unidos por un costadillo de igual longitud a cada lado.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
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            <td> </td>
            <td>
              <p class="parrafo">2.</p>
            </td>
            <td>
              <span>El número de lados de la malla libres, excepto los de los costadillos, en cualquier circunferencia deberá ser constante desde la parte delantera de la extensión hasta la parte trasera del copo.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
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            <td> </td>
            <td>
              <p class="parrafo">3.</p>
            </td>
            <td>
              <span>El tamaño mínimo de las mallas cuadradas será de 125 mm. El paño de red estará montado de modo que los lados de la malla vayan paralelos y perpendiculares a la longitud del copo.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
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        <tbody>
          <tr>
            <td> </td>
            <td>
              <p class="parrafo">4.</p>
            </td>
            <td>
              <span>El paño de red de malla cuadrada será de fibra sencilla trenzada, sin nudos, con un grosor del torzal de 5 mm como mínimo, o deberá tener propiedades selectivas parecidas que se hayan comprobado.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
          <col width="4%"/>
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        </colgroup>
        <tbody>
          <tr>
            <td> </td>
            <td>
              <p class="parrafo">5.</p>
            </td>
            <td>
              <span>El número máximo de lados de la malla libres en la circunferencia del copo será de cincuenta.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
          <col width="4%"/>
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        <tbody>
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            <td> </td>
            <td>
              <p class="parrafo">6.</p>
            </td>
            <td>
              <span>La sección de la malla cuadrada deberá tener una longitud mínima de 5,5 m.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
          <col width="4%"/>
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        </colgroup>
        <tbody>
          <tr>
            <td> </td>
            <td>
              <p class="parrafo">7.</p>
            </td>
            <td>
              <span>El extremo delantero del copo de malla cuadrada estará conectado al paño romboidal de la red de arrastre alternando un lado de malla (malla cuadrada) con dos nudos (malla romboidal).</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
          <col width="4%"/>
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        <tbody>
          <tr>
            <td> </td>
            <td>
              <p class="parrafo">8.</p>
            </td>
            <td>
              <span>Para facilitar la instalación y el funcionamiento del rebenque del copo, se insertará una sección de mallas romboidales en el extremo trasero del copo de malla cuadrada alternando dos nudos (malla romboidal) con un lado de malla (malla cuadrada). Las mallas cuadradas terminarán a no más de cuatro mallas del rebenque del copo, incluida la fila de mallas de trenzado manual a través de las cuales pasa el rebenque. El tamaño mínimo de las mallas romboidales será de 105 mm y se fabricarán con hilos de polietileno con un único torzal de grosor no superior a 6 mm o con un torzal doble de grosor no superior a 4 mm.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <table class="sinbordes" width="100%">
        <colgroup>
          <col width="4%"/>
          <col width="4%"/>
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        <tbody>
          <tr>
            <td> </td>
            <td>
              <p class="parrafo">9.</p>
            </td>
            <td>
              <span>En la figura 1 se ilustra un ejemplo de copo de malla cuadrada que cumple los requisitos legales.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <p class="parrafo">
        <span>Figura 1</span>
      </p>
      <p class="parrafo"> </p>
      <figure>
        <img height="1092" 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OpippJ4mTzI5Yo3PRHPRuWsqJxrlmmeXFmhoG36W9LlVdrRb4sB4VmmulhW/wBPG29StV1Mmpm1VWLJJF3xuSbU7Z62046s2KMV6MrpDh5jpcQWW4VtJVTvymoWtZTq+NERMna2siKv7ic4G1iKGpppp5oIqiKSWBUbMxr0V0aqmaI5ONM0VF28imjbFpnxs/Ctnx1esE2iHCNyq4qd09LdnPqoGyz7wx6xOjRFRH5Zojs8lOwxPpBhwpJpUu9owtROuVmr7ZBLI6dWfnCSeGnax0ionQ6iSI3ZnmjQNzg0BX6XtKNkumJor1gPDs1NhWjp6+7pQ3mRZODyo9UdFrxojnNbG9VauXFki7TZ2H8bsvGkO54XhotWCktFFcoqpZNsiVDpU1VblsyRiLx8qgexBpR+mHEl3s2FH4WwvbZLpiK8XG3RwV1e9kUaUizZvV7WKvRNiVcstirlt4zGwDpkxjcK60zYowfaqOz3S/TYfjqqC5OlkhrI1enRRvYmcbljciORc041TkA3oRQ1NPNLNFDPFJJA5GStY9FWNyoiojkTiXJUXJeRUJeTM0ne9IseGk0j3Ox4SonXSgxDb7e9XVSxpXyzsp42ySORq6uqkiJkiLsagG7Aass+kXFlDiqfDOOMKW+3VsloqLpQTW65LUwztgVqSRu1mNcx3RNVFyVFRedDpMMaW8bvt2EcQ4mwVaaXDmKKikpqepobs6aenfVdJWSJ0bUVquVGrk5VTPPbkBu4GnsU6XcRUdfietw7gZLxhvCUzoLzWuuLYZnPYxskyU8StXX3tjkVdZW621EMjFeknFkmLqexYBwzbL02TDkd+WStr30znRvkcxrGNbG7Ny6qbFy4wNsg63C1dXXPDNruVztz7ZXVVHFPU0T3ZuppHMRXRqvKrVVU+I8PpIxrjC248tOD8G2C0XKsrLbUXGV9xrn07GMikjZkmqx2aqsiAbKBpbRJpexNiWtwo3E+FKC20WLqWeez1VDXumydC1XujmY5iK1VaiqioqpsyPyzTbd3UrMXrgrLR9Jc0tzbt+cE4Vks+8JU8H1elb50OWtrZbcuQDdZFwmm4YlHwiLhKx76kOumvqZ5a2rx5Z7MzVN00m4wqcf3/DmDsFW69tw++KOsiqL2ykrJ1fG2TWijcxU1ERyIjnORFXPiOpxxWYvp90jbJsI2W13C4PwZKk0FxrXU7I2LWRqqo9jH5uR2SZZZca5gbxB5LRXjCXGWHqmsrLWtquNBcKi23Ck35Jmx1EL9V6MeiJrtXYqLknGQ6YsbvwFhOK7Q2+Ktqamup6CnZPUpTwMkmfqo+aVUXe4041dlzJygewqZoaankqKiWOGGJqvkkkcjWsaiZqqquxEROU/THNexr2ORzXJmiouaKhq294oxKmiTGtxx5gS3ww0FpnkbBBdm1VLdIVhermo5Go9iZdCus312aZkOMsaYzwzg+nxHY8N4Xbhmms0VXNLXXeSB0HQZ721jYnZoiarW7c1VcsgNsg1NNpPxTDg/BqPwVH+mmLN8Wkszq7e4qeNjVkdJNKrc2o2PUVW6qrm7V4z0ui7GtVipt4t15sq2W/2KsSjuVG2dJ40c5jZGPjkRE1mOY5FTNEVOJU5VD2gAAAAAAABw7i+NDk4dxfGgFbdwt1HpF+FM3iO/xPGyTdq4ZbIxr2/odUbHJmnTnnQbhbqPSL8KZvEc6asX2fAG6swzijEi1cNr/RWenSaGmfLnIsz+hyanbTPmzTnA7/SxQ0dv3Tuh2voaaKmqqt11p6mWJiNdNG2mRWsdlxoiuVUz4sztNId9082a6Xauw9hzBNfh2ja6aDf6uZtVLE1ms5F2o1HbHdri4zx9Fi+k0zafcBXjBdvuktjwm2uqLlcqqkdDFrTRJGyJuttV2aZ5cy58imscUXTDcGJMcRaabpjqkxS64VLbXBSy1DKFaTVVKfekj2KxeXPZ8esB63dGY0xDjnRNo0xZhm2W1lqud7o6jUq5nb9HXNe5scWzJFj1keiu49ibENlYo0mY8wRgO2uxThi012Nr3dvzbabbaql/B5XO9C5737Wom3NO5tTNctTRUNb5UTQ/ClHULK3FVDI5m9rrI11TPk5U5l1kyXtpzmw92LZlrLZg29VtDdamxWi+pNeH2xXcIgp3MVqyt1OiREXjVOLNAO/0caRsbu0jro90l4Zt1qu9TQOuFvq7XO6WlqImu1XsXWzVr293b2tmfu8AX+54js9RW3bDdZh+eKuqKZlNVLm6SOORWtlTYnQvRM02dxVTJV0Zuf6rQZX6TYJsE3LFlbiCKimbEt1fVPjbEuWvksiZJycqfKbz0f1WLauyzy4yttDb7gldUMiipJNZjqdJFSF69E7olZkq7fiTiQPRAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFbNLH68ui33pn+rUlkytmlj9eXRb70z/AFakD2G7Q/Voxb/Qpf8AqojwmnfSDofxJoRrMP0dztGIL9U0kdPaqOgZv1SlYqNSNW6qZtydx8WaZpy5Hv8AdkwzVG5txZFBFJLIrKbJrGq5VyqYlXYh53Tfo8o8M4YsukvR9hq327EGEZmV8kFDRshWspVajaiJ6Mamsupmua7URHZcYHZ4gx/jTC1LgbRth2xU9+x5cLLHPVvr6lY6embFGjZJZHJtcqvRyZJlxc6oi/vDelvFtdhzHtrueFaOjx7g6l3+WgZO6Slq2ujV8b43eiyVE9DnntTbt2a+3QseH63SdgzSNiqnxJDgmvw2sPDLYk0c1PM5yyxtk3vomorX5ZLxrnzHtdzGmiCsumIq7RzUX+srZIoI7jJdt/e5zOi1ERZUyXlTLPPi5AOzvmmeRdG2AcQ4ct1PW3XGVdSUlNRyOdqxq9fN81TblHk5M+fJVIqvSjDYtImlmKfDNErcK2ikr3VNKzVqq5N5V+pK7LaiZ5NX1qZ8ZrXQNgK+0W6LuGHLnC/9GtH0lZUWRHRqjUWvcjo8l4lyZrL2lQ9lYVntm6L00Xeow/cbtRts9uXgtPS746sRKfbExrsmvV2Splnt2oB2OjHH+mjET7Bea/A+F63DF5dG9aq1XbzWhiemevIj1VHq1ONrduezYdzbse0dNpq0hWits1tpKbD9lpK2oucUXnmdm9uerZF9c1qKuqnJt59lfp7xh20YttlXoLocdYYxRW3CFtXhapoJWUM8auykWRjs2syTPai5InFq8abSZYbjeN0Fpnt8ML4vzphalpaeaRipGrpIFYnRcWWefyLzAYqadNJNJhmm0m3bR9bYNHVTMzooq5X3GGne/UbO5voVRVVOhRE4025bT0eP9I2kh+mCPAeja04Xrk/MEd5fPdZZWazHSrH0KsX+iuWXKu01FX4trb3uc6TQPRYOxK3HO809qmpJaBzYoUjmarp3S+h3vJnH2+babbsFqq6HddP1oZX08Oj2Gn4Rvaoxzm1aJlnxZ7F2AZuAtK2KblYsdUV8weyXGODckqLba51fHXK+NXxb0qoqortVUy6JeLjVcjamHq2ouVht9xq7fNbqiqpY5paSZc3073NRVjd22quS9w0dgiLFFv0sae67D1qZUXZy299riq0VkNRMlK9WprZoipmqcqcfGnGbysElymsVBLeaeGmub6aN1ZDC7WZHMrU12tXlRHZoigZoAAAAAAAOHcXxnzIb6ZsVe/8AWfXPpu7i+M+ZDfTNir3/AKz64G7dy1i+uwFuOsZ4uttNT1NZbrzJJFFUa29uVzKZnRaqouXRZ7FQ9pfdJm6Fs1ywrQVdh0dLLiifeLerJapUR2oj+j6LoUyXkzNT6Jv1AdI/vs7/APZDeOlT05aBffT/APZWget0Q6Q8SXvE9+wVjuw0VoxJZYoal76CdZaWpp5UXVkYrtrclTJUX70PHU2l7Sti2juOK9HOj+0XHCFDPLHC+urnR1lzbEqo98LW7GpsXJHZ59tdh22HI3S7qrHcTctaTCtA1M+dXOQ8/uWMd4Rwjuf4bLia/wBBabnhqasgulHVTNjmhfwiR6IjFXN2aOREyRc12cYHrb7pohfoXw/pHw3QRzxXe4UlItPVOVFhWSbepWrq+uaqORF4uJeLYei0747rNHmAH4joaGCtmbXU1MkUzlRurJKjHLs255KuXbyK7Mp6i27h7C1dX08tNAzEMFxkV7drKd9e97ZF5kVrmr8aGxt15iKwXXQssdsvlsrXyXWgextPVxyK5u/tXNEaq5pkB3elXH2kqj0u0Gj/AEd2jDdZPNY3XaaS7PlZkiTLGqNVjk7XJyrzEujrSLjmTSDPo80j4dtFtvstrdc7dU2ypdJS1ESO1HNVHZua5F+VEXZxZwV/66du+Acv/WoRYi/XOw38DKn7dQNaaJ7hptj0zaTH2mwYMluUlfQ/nqOesmbFEu9KjN5cm1UVuaqqpx8nIb3s2OKyu07X3AT6ClZSW6zU1cypaq7698j1RWryaqZpls5+fZ5PQb6v2mv3wtv/AE7hhT9cXGPwWovtAPOYI0j7oXG9idiPDWFsBS2t1VPDCyeonjmdvUjmKnoss1yyz4uXYevpNOVCu58qdKdXZKiGekV1NPa0kzclWkqQ70j8vQq9U6LLiXiz2GPuM/UOpffS4f8AUvNMSse7cPYqexj3thxRJLJqpnqsbcI1c7ZyIgGwMd6Td0DgvBdRjK/4KwRTWum3p00La2aSojSSRrEaqIuSuRXpnkWOY7WYjsss0zNB7rzFGG7vua8Qttd+tda6oSifC2CrY9z04VCuaIi5rs2m+oelM/op4gP2aOvv67WH/gVP/wBQ43iaOvv67WH/AIFT/wDUOA3iefxdg3DuLKqz1F/t7a1bPWpXUbXvdqNmRFRHK1FydlnmiLntPQHiNN+kGi0a6PK/ElQ1s1WiJBb6VV21NS/ZGxO1ntX91FA15pNqG423SWBsJWGJsk+EZ3Xq9Vyf/VY3NRGU+fXSbM28yovIuW+k4jUm5xw5Q4SwvJLeL3QV+MsRVC3C9zNqmPe+ofmu9JkvExFVMk2Z6ypxm2wNNbtbPytWKcuPOjy8LhOlxPpH026PrM3FGOMIYQqcNUskTbg60Vsy1MMb3IzfER+xclcmzl7XGndbtX9WvFP9Kj/6uE6vdd4pw3U7nbEVupr7baitrG00NNTw1TJJJX7/ABrqta1VVVyRV+IDY2kWu0hJbrdUaNqHDdc+VyuqfzxNLG1I1aisVmpxqu3PPtHl9HWkTGrtJT9HuknD9ptt2qLetxttVaqh8tPURNdqvYqP6JrkXb28l2cWfltL1+xCukPA2jluM5cB2mutD6uqucasZLUTRojUpmSP2NVMs159bl2IdHg2zLZt1jhiJdIFyxpvmHq13CK2pjmdD0WWoix7ETl2gdjDpZ023yPGd1wlhDCNZaMNXWtoFbNLPwqXg+3JrGr0TlaqZImWarkegxPpZxsy36PrHh3CtAuM8X29ax8FzlfBTUaMia+RHJseq5quTeNMtuY3I/UGkn4f3T/7md5p7t2ii/paLHpEvlHZrg575rRVrXcEqIXpkjnRyLsT1uxdiqibM0QDsdF9/wBKFfeK216QcEW+0RwwJLBc7dcEmp53a2Sx6i9G1ctua83cNhFedGOKcT4X0y2rRrVY9otINiutBPU0ldmx1bQb0maJM9iqj2u4kVdqrzZZLYYDX+m/HFZgS1YdrKOgpa1bniKjtcjZ1XJjJVdrPbl65NXZnsPK6ScfaUI9Mi6P9HVmwxWOhsbLrPJdpJWLk6Z0aoiscicjdmXKu0/O689LOB/hxa/G8lov11Lj8A4v+tUDN0WaRsX1mkOu0c6R7BbLXiGK2tutLNbJ3SU1TTq/UXJHbWuR2zj27eLLbto0hU/rw0vwAd/1qm7wNZab9IV+wncsL4YwjZ6G5YkxPUyw0XD5ljpomxMRz3PVNq7FTJEVM9vHxLLo0xDpXq8Qz2jSBgW2W+mbTrLFdrXcUlp3vRUTe1jcuuirmq59oj09UOiy82612PSVdqK1vqZ3SWqplrOCzRSsRNZ8UvE1U1m557FzTNF2GvsB4lxJgfS/hrR+3SFS6RMN3+Ko4NI97Jbhbd6ZroskjFXXYuWWbuPbkiZbQ9FiPSjj6949vWFNFGErXdG4ec2K6XK7VbooN/VM95ja3JVcmS5rnlmi7ETJV/dLpEXSDoDx/JXWmSy3y0W+42672579feKhkD89V3rmryL2lTblmussHYdW46WNKlPNpWvGB6qPEj5eBUtXDBv8UjdZkypJtXNNiKnJlzmxLZgS1YR0OaTZ7XiysxXVXqhrKmrrJ5o5XulSlc3LOPZny8+0D84WxRd8F7jaxYqslup7jV2zD9LULTzOc1ro01d8XNu3YzWX4j0ulTSkmHNF1oxVhulp7nXYgqKOmstNM9UZPJUKitz1duxmsuzlQj3PUdrv+5uwvbHywVdLNYo6OrYx6Oyzj1XsdlxLkq5oporQJTXy/wCljDejW9wyrR6KZLhLLK9U1amRZdSlX/yoube0gG9dLeku94fxPZsC4Lw7DfsXXaF1S2Kefeqalp2Lk6WR3GqZoqIiZZ5Ly5IsWizSViS447r9HekPDtJZMT09Glwpn0M6y0tbTK7VV7FXa1UdsyXt8WRrrTVaOG7rSxpU40uGC4qrCL4qa5UszInSysqHudDrP2ehci5cexD2+i/R1abdpIbi+TSjdMZXaC2yUUbKurglWOFz2uX0G3JFTubQMGDSRpYxniC/Jozwrhl1hs9ykti1t7q5WPqZ4skkVjY+JqKvLx7O2ief3NOJJMJ6J9KmKsTQR7/bcW3Sqr4aNVc1ZGsiV7I1XjTWzRFXtZncbl/ENitNBjmx3a70NvudPjK4yS0tVO2KRrHvbqu1XKiq1cl2ps2Hh8Kotbub9PrqNOEJJiW9PYsXRo5urGuaZcaZbc+YD0120m7oCkwBU4+dgfBVFZI6Bbi2CorppKlkGrrJrI1URXaqouWz4j3OOtLUmGtGuFr5BY3XbEWKG0sNrtUEmqktRNG1+SvXiY3Pj7nFnmnmcdYqw1cNyLcIqK/2ueSTCKMbGyrYr1ckDUVurnnnmipllnmh5DTRRpUYN0Bz1F6qcP0TZaWKW7wORi0bn0keo7Wd0LVzau1dnGBsDDOk/H9nx/ZMJ6VcJ2q1JiHXZa7haqp00KTtTNYJEdmqOVF2Ki5Z5caZqm6TQti0Y2qsxph263PTTesUVFnrkrKOiqq6mkRZUaqbEb0XFzG+kAGi92N/wPR78O7b4pTehovdjf8AA9Hvw7tvilA3onEfmR7WRue9yNa1M3Kq5Iicqn6TiPL6WqTEFfozxFQYVhZLeqq3TQUbXSIxNd7dXPWXYioiqqZ8qIBrbcrvZdqHGWk+scyNcWYglfSyPXLOkhXeYG5r29ZDeJSjSeuljDOgfD2Drvo1oLTabXW2+KOtZfI5XzTMkzTNjeLXfmqryZlttH9wxTcsPNqcYYfprDdN+e11JBWpUt1EXoXa6IibeYD0JXTRljfDWAKjTDf8U3KOho2Y2qWsRdskz97ZkyNqbXOXmTurkm0sWU3o9D1FpExFpnvVLPVR4otuJJksciTKkcE7FSVF1eLWeqIxVXPJMsuIDc7dK2Km6FcTaSLngd1lZRxuqLRRVtQu/VMGSar5Womcaqq8XN8Sr564aV9M+HcNNxliTRlZZMNwxR1NW+33jWqGQOyXXax3HkjkVU8XGfjGeOWaQ9xniS/vj3i4ttclLc6dW5LBVxua2VqpybeiROZyHpdMP6pl7+CzfsWAdxpR0qQYVsOH5bHZqjEV6xM9sdktsT0iWoVWI9XucvoGNa5qqvbTi2qnT4H0qYpZpDosBaTMHQ4but1gkntNTS1qVFNV6iZvjz9a9qbcuXtZpn4zHdVTWbF253xJdZ46O0UsE1NUVcztWOKSaiibGjnLsTNUXauzYp3ulS72y+bozRJaLPW09wrbfUV9bWR08iScHhWnREc9U9CiqmzPj+QDxP560qwbrDE9RZsE2WruaYfjibTS3bUYtIk/mc2vq+idszblszNlY10oY2psZWzAeD8FUV2xQ6zsu10jqLikVPSMVdRWNfkmuuvmmezk2bVyxcO/rnYk+BlN9uhnaZcJ6P8AFWLqFajG6YTx3RUudBWUVzZBWNhc5ckdGqpvkau1tndyXaoHp9FOKMY4ihuEGM8BVOE66hexqKtYypgqkdn0UT282SZ91NvHl7c0noVxpjOPSdd9FuNLtasS1FBbGXKlvdvYjFkiV6M1J2N6Fsm1F2cicueZuwDwOkbGaYc0hYAsK2imrP0grqmn4TIuT6XUh1tZmzjXPJeLZmeOv+kvSjWaVsVYNwHguxXWDDqUm/z1txdA9d/hSRuzi65NnN2yTTx6t2hb33rfsGkmiX9ZrTT/AP8AE/6RwHf6G9It0xdcsQYZxTh39H8UYdkibX0rKhJoXslaro5I3pxoqIuzbls282yDTGjP9afS7/VLL9g83OBqvSvpIxLZcc2rAWBcLU9/xDXUUlxk4XWJTwQUzHauarxuVXZplybOPM7nRXirG1+luFDjbR/UYWq6LU1Jm1rKmmqkcq9Lc3bmmSZpt4028h0Wm3Cuj7FV+tUF3xe3C2MaWF0tpraS5Npq1jFdkuTVVNdmsi7O7kqbTpNEmMsaWvS1NopxjfrVixPzUtyob1QsRk29tejNSoY1ckcvIqdrauewPzV6ZcdYhu15dou0bJiWxWOpfS1Nwqbg2m4XNH6OOnaqZuy59uezZtTPC00Y5tekXcbYkxVaY5oIqmlYySnnTKSCVlTG18bu2ipx8qZLynidz1hPFd3wndHWXTLWYVSnvtdHUWqOgp5N4kSVdrleutm5MlyU9TpRwLHo/wBx1jGww3uS9uer6ySsdE2NXukqY3O6FqqiZd0DYOP8fS6ONGOGsQutra2gdU0FJcXrKrOC08rUa6ZNi5qi6qZbOPjOx0paQJMJXbB9mt1tZdLjiW8Mooolm1EZAia002aIueq1UXLtjEmG6XHmguow3rxyR3SyMihkRyK1JN6asbs+LY9Gr8Ro/cvXW6aUNJNsxDeqaeNMBYbjs+UyJm64SOcySTu72zJfiA2ppI0qX2hx6zR7o8wkmJ8SNpUrK5ZqpKeloYVXoVe9eNy7NmzjTj4jsdEWk6XF01+smJLDJhnE+HXtbdKCSdJWNY5quZLHInomKiKva2ceaKakuVhvl33WePqe0aQ6jBNTJbLdNG6OmildWxJEjVySReJrk405zYujzRjXYau2K8TXHHNTjG73m3MpJJJKSKFWpG12onQKqKu1E5OLlA6CzaVdLWOrfLiDR9o2tU2GJZZYqKrud13mWpYxytWRGInQoqouzbxcZ1mgTHFBo73FtlxXcaaaqbSrUsjpofRzyvrZWsYi8mblTbyJmu07/cf3uzs3OWHKOS50cdTSMqYaiF8zWviek8i6rmquaLkqL8aGoURU/J7WCdUXe4Lq2WV2WxjEub83L2tqAbGxfpe014Qw2uJ8SaJ7PQWlkkLZV/PiSSxpLI1jUVrUzzzcicRsLTHpNmwVVWWwWHD8+JMVX6R7LbbYpUiarWJm+SR6+hY3Px8SIqnlt2LcKCt3PV1fSVtNUNkqqB0axStcjkWqiVFTJdqZHn9P9tuFfuktHsNBiyXCU9Raa6KmujYWSZSJtWNEf0ObkXLn27APcaN9KOIK3Hr9H2kPCTMNYikpFraB1PVpU01bC1cnajk4nN27Fz2IvFy7YNM4K0U3al0m2jGmItKlXi2rtNNUQ00EtDDFqtlbqu2xrnly8RuYAAAB0OkW31d30f4jtVBFvtZW2qqp4I9ZG60j4nNama7EzVU2qd8ANPYZwPiSjxng241NExlNbcAus9W/fmLqVarBkzJFzX0DuiTZs4+IwNG2AcVWebRA64W5sKYcsFwo7p5vG7eJZWwIxuxeiz1HbW5omW03gANEJo5xYu5dseB1t8aX2lqqOSaDhDMmtZXtmeuvnqrkxFXYvJkm3YfrHuj3Fl0ptKzKG2sldiC62eotqLURt36OnbSpKu1ehy3t+x2WeWzPNDeoA0zjrAuJrnXaYpqKgbK3EmGqShtXm7E3+aOGpa5q5r0OSyM2uyTb2lPxNacd4N0hJiWzYMfimluGHaG3VEVNcoKeWkmpnPVc9+c1r2uSTYqLsVOLlN0gDQGjLR9jK3w6MZ7rZkopLRfL1X3OJaqJ600dSyp3pM2uVHKqyMToc8s9pPZ9HeLabDmG6OW2sSah0jz3uoalQxdWjdLUKkmee3ZIxdVOi28XGb4AHHrcu0aIxPo6xbXM0gtprdG5bvi203KhzqGJvtPAtKsruPoct7fsXJV1diLsz3wANaY7wpfLrpStl8oqVklBBhu6UMkiytaqTTOiWNuSrnt1XbeJMtvIdI7AmJnaF9GWG+Axpc7FcLHPcIt/ZlEymkY6ZdbPJ2qiLxZ58mZuYAVoxDorkpcc4srbtoWbj6K73WS4UlxgvUNMrIpGMRYHxySMXNrmu2oioqONo2DDFzptMkOI2WlKCzNwdTWxke/McsMzah71hyRVz1WKnRJsXkVTYwAHg7rh27z6dLNiaKmRbVTYdraKWbfGorZpJ4HMbq55rmjHLnlls7h7wAaN0d6PsV2eg0Lw19uZG/DENe27IlQx28LLTvYzLJejzcqJ0OeR43B2iX9G5Ke1XrQO3EtVS173LiCC9wMjqGLOr2Tb0+VrkVrVTNqt427M8y0mwAaJ05YaxNiO7Vi0miaK51sDMrJiS14hjoq6mfq7FerkY5Gtcq9CivRU5Mz1GFcLYspdKdhxBfXR1nBsENtdwrmPaiS12/xPfk3jyXVc7PLI2cAPC6HcPXbD1Pitl2pkgW4YpuNwpspGu14JZEcx2xdmaci7UO20kx3SbCk9PasL2zFDpXNZUWy4VDYYp4V9EmbmOaq8WSOTLtnpABW+zaPcbuwhpGtNswnVYVsl1w/JSWvDtTeo6xvDnNk1pIXI5Wwxqitbqq5Ez25InF2mkmzaQay4YJsjMAVWIcK2Wjp6uvp6a50sPC66NqJHFIkr0zijVuuqbUc5W8iG/ABovTBhC+4+pcEYoumjl1zfaZaxLhhee6Qsmc2ZqMa9szXpGqtVjXZayZo7LjTI7PBVVY9FujnEWI63RjV4GpKaRk01JHWQ1ktYqo1jVYrJHJrKrkYjVVNqm4TCvdptl7t60F2oaeupFkjlWGZiOarmPR7Fy50c1FTtoBmMXWajslbmmeS8aHIAAAAAAAOHcXxocnDuL40ArbuFuo9Ivwpm8RZJUReNEUrbuFuo9Ivwpm8RZMDhEROJArUXjRFORmnOgDIHGac6HIHCNROJEQ5AAAcQAAKqJxqhxmnOgHIAAAAAAAAGac4AAZpzgAAAAAAAAAAAAAAAAAAAAAAFbNLH68ui33pn+rUlkytmlj9eXRb70z/VqQLJpxAJxHGac6AcqiKhwiInEmRyOIADjWbzp8pyiovEuYDIAAMgAAACqicaoAARUXiUAAAAAAHDuL4z5kN9M2Kvf+s+ufTd3F8Z8yG+mbFXv/WfXAsjuCrLasRbne/WW90MNfbqq/TMnp5m5skRIadURU7qIvxFkrhhyx3CrtVXW2ulnntEiy297mbaZyt1c2c3Q7Cvv5Oj1Ebp8IJvsICy4HW09hs9PiGqxDDbqeO61cDKeeqRvRyRsVVa1V5kVVOgxDot0d4gxAl/vWDLJX3PNFdUT0jXOeqcSu5HZfvZnsQBiXC2W64WqW011DTVNBNFvMlNLEjonsyy1VauxUy5DXsGgHQ7BUx1MWAbS2WN6SMVEfsci5ps1suPkNmgDrXWKzuxK3EjrdTreGUi0TaxWeapAr9dY8+t1tolsNnlxHDiOS3U77tDTOpI6tWeaNhc5HKxF5lVMzsgB1dqw/ZbXeLpd7fboKavuz45K+djcnVDmN1WK7uJsP1BYbNBiOpxFDbqdl2qadlNNVo3zR8TFVWtVeZFU7IAdbhyxWfDlqZa7Hbqe30THvkbDAzVajnuVzly7blVTq6y04Swnge7ROs1NBYY4qiqraWKlWVsjXZvlzjRFV+tt2ZLnxHpgBRzSbSaF8Z4bXDmiHR7cFxfcKuBlLNHap4WwN3xqyPc566rW6qKiryZ8iF4Y01Y2tXkREP0AB4C4YBq6rT3bdI6V8LaSjsElrdS6i7457pVejs+LVyVe3mh7862S/WaPEkWG5LlTNu81K6rjo1f5q6FrtVXonNnsA7I85jvA2E8c0VPRYssdLdqemkWWFk+fQOVMlVFRUXiPRgDXdg0IaKbDeqS82jBNtpK+jlSannZrqsb04nJm5UzQ2IAB1mKbBZsUWGqsWILfBcbbVIiT08yZtfk5HJxbdioi91DyOHtCeimwXeC7WnA1np62ncj4ZViWRY3JxObrKqIqci8aGwQB0ONsG4WxrbWW7FViorvTRv3yNlRHmsbudq8bV5NinT4K0T6OsGXlbxhjCdvtlfvTot/iRyuRjss0TNVyzyQ9sAOsw/h+y4fZWssttp6FtdWSVtUkLct9nky15F7a5J8hHijC+HMU0SUeJLFbbvTtz1Y6ymZKjVXlTWRcl7aHbgDymCNHGBsE1VTVYVwvbbTUVLdWaWniye5ueermuao3PJck2bD1YAHW3+w2e/xUkV5t1PXR0lXHWU7ZmayRzRrmx6dtM1OW2KztxK/EjbdTpd30iUTqxGeaLAjtdI8+t1lzOxAHWrYbOuJkxKtupvzwlHwJKzU813jX197z63W25HZAAdXiXDlgxLQ8BxDZbddqXaqRVlMyZqKvKiORcl7aHS4L0Z4BwbcZrjhfClrtVZMzUfPBDk/V41airnki5JsTJNh64AeNxtot0e41uLLjijCdsudYxiMSoljVJFanEiuaqKqJyZ55GdgjAmEcE2+poMLWGjtdNVP3yeOFFVJHZaua6yrns2HpAB0WDsH4YwfS1VLhiyUVpgq6haiaOlj1GvkVERVy5NiImSbDItmHbHbb7dL7QWump7ldljWvqY2ZPqN7bqs1l5ck2HagDoMb4Lwrja3R2/FdhobvTxP14m1MessbuLNq8bV7i7TqcFaKNHeC7w674XwpQWyvdE6FZ4kcrtRVRVTaq8eSHtQB4jGOiTRvi+7uu+I8HWu4V7mo19Q+NWyPRNiaytVNbJNm3M7TC+E8J4Gw1U2vD9lprZataSomp4I3OR6q3olVNquVUaiZbdiIh6MAUo0lVW5/wAQ4Vu9t0f6OLhUYtuEaw21tLZZ4lbM9ckcmeTWom1eL4i1dnwjb63RdaMI4rtVHcIIbXTU1XTTsSSNXxxtRfkcmxU7qHrABr3D2hPRXh+9Ul6s+CrbR3CjkSWnnZrq6NycSpm5UzNhAADXWnbANyx/bsL01trKSldaMSUd1nWo1snRRa+s1uSL0XRbEXJO2hsUwbxd7VZ2Uz7rcaShbVVDKWBaiVsaSzP2MjbnxuXLYibVAzkAAHUYswzY8VWtlsxBb46+kZURVDYnuc1EkjcjmOzaqLsVOLiXiXYduAAOow/hmxWCrutVaLdHST3esdW1z2ucqzTKiIr1zVcticSZJ2tp24A8qujrBa23Edt/MMCUmJZnT3eJJHo2pkciI5y5O6FVyT0OW3bxqdtd8PWa7YZqMNXCgjntNRTcFlplVUa6LLV1c0VFTZzLmdoAOkveE8N3vC6YYu9mo66zJGyJKSdmsxrWIiNyz2oqZJkqbU5zrNH+jTAmAVqHYQw1RWqSoTKaWNHPkemeeqr3qrtXPblnkeuAHTwYYsUOL6jFsVvjbe6ijbRS1aOdrOga7WazLPV4+XLPi27Drcc6OcC44cx+K8LWy6yxs1GTTQpvrW8eqkiZORM+TM9UAPKaPNHGCNH8NTHg/DtLaeFK1Z3Rq575Ms8kVz1V2SZrkmeW1T1YAHU3nDVjvF4tF4udujqa6zSvmt8zldnA97dVyoiLkuac+fPxnNsw5ZLbiC7X+ht8UFzvG8/nCoaq60+9M1I881yTVauWzI7UAdVb8OWS34jumIqO3xQ3W7NhZXVKKutMkTVbGi5rkmSKqbETtnagAeYxxo/wVjdkbcV4Ztl3dE1WRyVEKLJG1dqo16ZOanaRTH0eaM8CaP1qnYPw3SWqSrySeRiue96JxN1nqq6vaRcj14A1pjTQPomxjfpr5f8AB1NUXGdc5p4qiaBZV65yRvaiu7apmp6HDOjzBmHMFTYLtNigjsE6SJNRSvfMyRJPR6yyKqrn3T1QA6TBGE8P4Kw9Fh/DFubb7bC9744GyPeiOe5XOXN6qu1V5znC+FcPYYfc32G1wUDrpWvr61Y8/NZ35az1zVcs8uJMkTkTad0APGaR9FmAdIjqd+McN01zlpm6sMyvfFK1ueerrxua5W55rkq5bT8aNdFGAdHFRW1GDbAlslrWtZUO4VNKr2tVVanmj3ZbVXiPbADV2KNz5ofxLe6i83bBVK+uqXrJPJDUzQJI5dquVsb2tzVdqrltO/qsP4CwRooq7HVWylpMG26ilWpppWPnjbCqq+TWRdZz9qqvKuZ7IKiKioqZovGgFENI1r3OuI7ZS2XQpZqq4YyrrhTtpkp467KJm+IsjnJMuojdXPbkuXHsRMy5mPcDYUx5Zm2nF1kprrSMfrxtlza6N2WWsx7VRzVy5lQ76Gmp4VVYYI41XYqsYiZ/ISga4wFoO0X4FxFHiHC+GEoLnFG+Nk/DaiXVa5MnbHvVNqbOI2OAAAAAx7pXUtsttVcq6ZIKSkhfPPIqKqMYxquc5cuZEVTIPL6XPUoxf7xVv2DwPJJuiNEHQZ4sexHx761X2uramp1+axeh2+i4u2evxRj7B2GcOUuIr1iCiprXWanBJ0csnCdZNZu9NYiukzTb0KLs2mn8Ht1tIejxrm6yLoreioqZ59FTHgqCWsosNaB7ozFVqwpFDh6ujiu12pWzUsMzmxZMXWe1rXuaj8lVybEVEzAs15IWDXYEkxzDfYKjD0aIr6ynY+ZG9EjclYxqv1kcqIqZZpyohBhLSdgTFdtuVxseI6WemtbN8r3StfA6mZkrtd7ZGtc1uSKutllsXmNP0F6n0daLb9iHDuO8L4oqr7iuJ1deaOBv5vtSzpGySaSOKR2xqNRy9Em16Kuzj6rD89qxBpMxo3GWkCxYys82BN5uFxscDY2QwcJfrMVInyKsjUVXIvHkqbOcN44G0qaP8bXN9swzialrq1kW/cHVkkUjo+va2RrVc3am1M02nafprhf9EIsW/niD8xzPYyOs1XajnPlSFqZZZ7ZFRvEac0VY/fBpCw/hChxrYdItnuEE8dHX00bWXO2Mij10SpRnQrGuTW6yoxyuVM0U8a/FuGE3KdBg5+ILZHiWmutJTzWiSpYysZIy7sc9qwquvsRFXi4kzA3pibTTozw1iSow7esTMpblTSRxzxcEne2Nz0RWo57WK1M0c3l5TsMaaUMA4Mu9PacTYnobbWzsR7YZNZytYq5I9+qipG1V2azsk7Z5XRzbqC7aQdLtuulFT1tHNfaRJIJ40ex+VDAqZtXYu1EX4jWeKHVVLpl0oUVZpMwpgqO7Oo2uhv1BHItdSrRtYixvklZmxF3xqtTPJc88gN/420gYPwbQUVZiG+QUkVeqpRoxj5n1GSZqrGRo5zkRFRVVEyTNOc87oFxrPjmLGVy/OL66302JpqW2OfTrCrKZsEDkbqq1rvROevRJnt7hr+1yYd0e430YSXjFNumsFPgyqttHfZpWx0k8qPp1bqyK5Wt1mNVU6LaiZIqnstzpcKC61Wki42utpq6iqMZ1D4KimlbJFK3gtLta5qqipsXagGysQXe32Gy1l5us6wUNHE6aeRI3P1GJxrqtRXL3ERVPKYa0t6PcSUV0q7PiOOojtNOtVWsdTTRyxQpnm/e3sR7m7ONqLzH705YrumCtGV1xHZ6aGaspt6a187HOiga+VrHTSI3olYxHK9UTkQ1Poxu1Xd90na6ir0j4axu9MLVrUms1PHElOnCaddR+pI/NV40zy4l2Aew3MWlKjx/gmkpq6+fnHE0LJ5q9vBXRasfCHtjXPURi9BqJsXPn25myMY3C7WvDFfX2KzPvVziizpaFkrYt+kVUREV7lRGptzVeZFyzXYeB3JqKmgPDyLx75W/9ZObUA0jo8vWlnEOjO+0zbnaZMXU+KKm1SVz4U4PRQskaj3xx5Jvmoiu1Gu2rs1lU6m94uxzg9ukrDM2LnYjnsmElvNHdpKKGKehqHJIiQyNY1GOVdVJG5tzyzzzTIycLY3tujvRtpMxVc1a5tNjS7NghVyNWed0yJHGirxZu415ERV5DtNCq4D/QO9R3nGOE8S3i6xSXPF00VxgniXXTJ7X5OVGwRtyjTPJqInJmB3GjSwYnfNbL3WaWrzfadIGS1FBJS0SRPV8eeq50caOTJVzTJUXYbPXiK626HRlS6asDN0NyWJauSWqS9tsEzJIFoEgdtqN7VWplLverrbc+IsT60DSuibSfdbjpmxngTEb1WJl0qf0fqHMa1JI4EYk1OmSJm5iPY/btyc7kRD1+gi/3bEmAnXO9Va1VX+drjBvisa3zOKsljY3JqImxrWp8W01hQYUrsR2HSFcLBqx4nsOkGsulkkXYizxxQZxO52SN1o1Ti6JM+I9fuRq19y0J0VxlpnUr6q53Kd0Ds84lfWTOVi58qKuXxAbCxnirD+DbI684lucVuoUkbEkj0c5XPd6FrWtRXOcu3YiKuxTxOMNLmE59DeKcXYVxRTTLb6KaOKeKJznwVaxqkLXxq3WaqvVvom5c+zMyt0BDhZ2FLbV4mxTNhR1FdYai13aNiO4LWNa9GK5Fa5qtVqvRUfk1UXjRcjXltx1cMS6NdK9ir6/D2IXWvDs0jcQ2JurT1qSU0yI2RM1RszUYmaNcqZOTiA9phPTZgR+jOhxJeMToqQspaSvnWimz4ZJEjtRGpHm5VVHL0KKmw9HY9KWAbzhK44rocSU35ltsqw1tVOx8DYXojV1XJI1q59E3LZtzREPAY19TjQv8IrF9i4/e6ntVPRYKtddbuAWZr8X2+tudwkpEkhjyXUSoqGbEe1qpEi6y8SJmuwD2UWlXBF1wJe8U2PEkFTR2qFy1MjIZN8p3KnQa8St10zXLLNu089oS0v4dvuiGlvt/xPC+utVsp5b/AFM8DoWxSPTLNV1UaqqqKmTM9vFxodHo1ooK7FmK8WzaV8LY0ulRYEopobJDFFqMY57mySIyV+a9ErUVeTZyHQXZFZuKsF1b2uWlpI7LU1bkarkZAypic97kT1qIma9pMwPaaStL9pqND95xXgW+Ta1sr7fHNUOt8rNRklXC16I2WNNZFjc5M2ovHs25HtMIaScFYxnraHDmIYqispIVlmhfDJDLGzi3zUka1Vai5bURUz2Hh9PWKcM4p0JXSfDWIbVeYobraWyvoKxk6Rqtwp1RHairkqpyKZmNUy3ROGXImSrhW7oq86b7T7AM+l0pYNwlgTC1XirHSXV11o1fS3NttlRbhqI3XlSKJjtT0TdionGeit2kfA9wwVU4zpcS0LrDSq5tRWOcrGwuRURWva5Ec12ap0KpmuabNqGmNC3o9BPwQuv/AOyHW433unj0k11QzK30OkazVdc7UzZHA1tI6R7k61E2qBvHA+lPAWNrvLaMM4gZXV8VOtS+BaaaJ29I5Gq5N8Y3NM3ImznPZmk7HibDmJ91ZR1WG7/a7zTw4Jqo5ZKCrZO1jlroV1XKxVRFy25KbsAHDuL40OTh3F8aAVt3C3UekX4UzeI91ujtNVn0TYeaxjY7hiWuYqW63IuefJvsmW1I0X43LsTlVPC7hbqPSL8KZvEbauuifBF10n0ukW42taq+0sLI4XSyq6Jqsz1H72uzXbmuS8nHx7QNW7iDSFjHH2H8V1OMLtJcailuLEhWSJrFiR7FVzERqJkiKmxOQ8Ffbxpw0gbo/GuCsEaQUslPZlWSKKZdSJsTVjbqpqxuVXZvzzX5Tvvye/8Aw3SD78M+q88VatJ+G9FO6/0lXrFEde6mq0fSxJSQpI/XV0T9qK5NmTV2ge3j0V7q1JGqume15IqL02Rf7Fg29wtDQMqI6GCOsnbPUNjaksrWaqPeiJrOROTNc1yNWaL90Pox0h3llls92no7nLsgpbhBvL5l5mLmrXL+7nn2jbQHU4xv9BhbCt0xHdH6lHbaWSpmXPaqNbnknbXYidtUNObjXFmPsd4XxDi/GVes9DX3NUtMCxtakDGou+IzJEzYiq1qZ8rHc6nl93XiivuEGHND2HVWS7Ylq431EbV270j9WJq9p0nRdyI3/gbD1uwLgG2Ydocm0Vpomxa3Fr6qZvevbc7WcvdArzpZ0i6T8e6c6nRLohu1PZWWmJX3K4vRNr2oiv1n6rla1quazJqZq7PNcuLvNy3pVxhcsZ4h0U6TZopsTWVXOhqka1q1DGORr2rqoiOVM2ua5ERVaqqvFmee/J/0y3mXH+kCsar627Xbele7bl6KZ+S9tZG5/wBFCDS7B+iW7uwFiCkdvTb9DFBUZJ6NztenXPn6FY/kA/elys074m3S11wPgLE9TYrbT2+Kpp5JWLHTam9sVyq9sblVyvc5E7aZch4jTQzdKaKMLQYhxHpZp6innq20kUVHUOdK57mudnk6FqZIjFz28xehOIqju0FXFml/Rbo0jycyqrUqqpnH0D5Wxoq9xrJVAslo+lu02A7BNfpd+u0ltp3VsmqjdaZY2q9ck2J0WfEdleLhSWm01d0uEzYKSjgfPPI7iYxjVc5V7iIpktREaiJllyZFcd3fjWptmAaDAFl1pbxiupbBvUa9GsDXNzT/AM71YztprAZW5Ex1jvSVdMaYvvtY/wDRqWubBaKN0bUSBUzcrWqiZ5Ix0aLtXNVz5zyGIdJml/THpKvGEtC9ZS2SwWZ+9VN3mRE3xyKrdZXq1ytRyouq1jdZURVVcuKwmhnBdNo+0Z2TCkCMV9FTJwl7U6ZO7opX/G9Vy7WR3mH8O2HDzKptis1BbG1c7qmoSlgbEksruN7tVNqrzgVo0faTNLGjTS9adG2meqpbvRXtzY7ddokauT3LqsyejW6zVfk1yPRHNzRc8uPY26y0s1mizAFPLZGRSYgu1QtLQJIzXSPJM3y6vrtXNqInFm5M802Go9Ilc7TlutsO4XsTd9sWCplnr6xu1rnMkY6bJyciuZHEnb1l4jsNPjG4v3aWjTB8yb7R2+FlbJGu1FdryTORU5lbCxAOjkx7p40J4owxddKt9hvmHL+5Eq4URrnUi7FcmaMbqSMR2tkmbXIipyZpY3TrpNt2jHRpU4tljZWyvVsNvgR+TaiZ6KrEzT1uSK5V5mrkeM3clhivW54vFU5iOntM8FdCuW1FSRI3f3JHHfaEaa06QdzxgxcUWuhvEP5vg1o6yFsrVkhzjR+Ts+i6Hj7agaRtdJuvcVYeZpAosT0NubPGlTR2XVjjfJEqZtRI1jVu1OJJH6y57Tb25m0zN0k4AuNwxHHT2q8WF+9XfNd7ia3VVUmycvQIqNdmirsVq8mR7jSzja1aONH1yxTc9XeqOLKngRclnmXZHE3url3EzXkK/wC480ZPxFotxlfcaU8m8Y9mXOJjljV0DXPVZEy2t1nvdl2movEoHjdLO6hxJe9J9qt+jqult+GqW4xQuqt4RVuLleiOV2si5R5Z5N2KqbV5ES76FM91xgnDmALToqw7he3to6KO9SvdtVz5XqsGb3uXa5y868mSJkiIhcxAAAAAAAAAAAAAAAAAAAAFbNLH68ui33pn+rUlkytmlj9eXRb70z/VqQN66QrlV2fR/iG70D0ZV0NqqamBytRyNeyJzmqqLx7UTYVD0RU+6g0n4OjxVYtKtDTUcs8kKR1jtSRHMVEVcmwOTLbs2lsdLvqTYv8AeKt+wean3ArkTc90maon/wASquX95oHhJNJunDQVi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width="710"/>
      </figure>
      <p class="parrafo"> </p>
      <p class="parrafo">III.   <span>Especificaciones técnicas del copo T90 modificado (identificador del arte de pesca: T90_125_2P_LR)</span></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">1.</p>
            </td>
            <td>
              <span>El tamaño de la malla del copo será de al menos 125 mm.</span>
            </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>
              <span>El material de la fibra consistirá en hilos de polietileno con un único torzal de grosor no superior a 6 mm o con un torzal doble de grosor no superior a 4 mm.</span>
            </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>
              <span>La longitud del copo vendrá determinada por la longitud estirada de un cabo de refuerzo longitudinal amarrado a cada costadillo del copo. El cabo de refuerzo longitudinal deberá tener una longitud mínima de 6 m.</span>
            </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.</p>
            </td>
            <td>
              <span>Los cabos de refuerzo longitudinales estarán hechos de PP Danline de un diámetro mínimo de 18 mm.</span>
            </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.</p>
            </td>
            <td>
              <span>El amarre de los cabos de refuerzo longitudinales a los costadillos será uniforme, con una relación de 10 mallas de copo por cada 90 cm de cabo.</span>
            </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.</p>
            </td>
            <td>
              <span>El copo T90 estará conectado a una manga T90 fabricada con el mismo paño de red, tal como se describe para el copo, o a una sección de red selectiva de la red de arrastre.</span>
            </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.</p>
            </td>
            <td>
              <span>El número de mallas presentes en cualquier circunferencia del copo propiamente dicho y de la manga, excluidas las conexiones y los costadillos, será de un máximo de cincuenta.</span>
            </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.</p>
            </td>
            <td>
              <span>En la figura 2 se ilustra un ejemplo de copo T90 modificado.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <p class="parrafo">
        <span>Figura 2</span>
      </p>
      <p class="parrafo"> </p>
      <figure>
        <img height="1092" 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" width="710"/>
      </figure>
      <p class="parrafo"> </p>
      <p class="parrafo">IV.   <span>Especificaciones técnicas del dispositivo NEMOS + ROOFLESS (identificador del arte de pesca: NEMOS+RL175)</span></p>
      <p class="parrafo">a)   NEMOS</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">1.</p>
            </td>
            <td>
              <span>El dispositivo NEMOS estará compuesto por cuatro paños de igual anchura y una longitud mínima de 4,5 m.</span>
            </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>
              <span>Los cuatro paños del dispositivo NEMOS estarán formados por paños romboidales tradicionales y del mismo tamaño nominal de malla (estirado) que el copo al que vaya amarrado (independientemente del tipo de copo).</span>
            </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>
              <span>El número de mallas libres (excepto las mallas de los costadillos) a lo ancho de cada paño del dispositivo NEMOS será del 25 % del número de mallas libres de la circunferencia del copo de malla romboidal al que esté amarrado, o del 50 % del número de mallas libres de la circunferencia en el caso de un copo de malla cuadrada o de un copo T90.</span>
            </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.</p>
            </td>
            <td>
              <span>Cuando esté amarrado a una red de arrastre de dos paños, será posible conectar el borde delantero del dispositivo NEMOS al cuerpo de la red mediante un adaptador de dos a cuatro paños fabricado con el mismo material y cuya longitud equivalga, al menos, a la mitad de la del dispositivo NEMOS.</span>
            </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.</p>
            </td>
            <td>
              <span>Cuando esté amarrado a un copo de dos paños, el borde trasero del dispositivo NEMOS se conectará al copo mediante el adaptador descrito en el punto 4, pero en sentido inverso.</span>
            </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.</p>
            </td>
            <td>
              <span>Para garantizar la estabilidad de la sección transversal del dispositivo NEMOS, es posible proveerlo de elementos adicionales, como flotadores y lastres.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <p class="parrafo">b)   ROOFLESS</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">1.</p>
            </td>
            <td>
              <span>El dispositivo de escape consistirá en una sección rectangular con bordes rectos.</span>
            </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>
              <span>El dispositivo de escape tendrá una longitud mínima de 175 cm. La anchura del dispositivo de escape será igual a la anchura del paño superior del dispositivo NEMOS, excluidas las mallas de los costadillos.</span>
            </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>
              <span>El borde delantero del dispositivo de escape se colocará al 25 % (± dos mallas) de la longitud total del paño superior y terminará como mínimo a dos mallas del borde trasero del paño.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <p class="parrafo">c)   OTRAS ESPECIFICACIONES DEL DISPOSITIVO NEMOS + ROOFLESS</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">1.</p>
            </td>
            <td>
              <span>El panel superior de la red situado directamente delante del dispositivo de escape se elevará con dos flotadores montados en línea uno detrás del otro. El diámetro de los flotadores será de al menos 200 mm.</span>
            </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>
              <span>En caso de que se apliquen, los flotadores y los lastres se amarrarán en línea a los costadillos inferior y superior, respectivamente. No se amarrarán flotadores ni lastres en el segmento del dispositivo NEMOS en el que se coloque el dispositivo ROOFLESS. Los flotadores y los lastres se utilizarán por parejas a babor y estribor. Cada línea de flotadores amarrada al costadillo superior irá acompañada de una línea de lastres en el costadillo inferior. Para evitar un estiramiento vertical excesivo del dispositivo NEMOS (y, por tanto, para evitar reducir la fuga de bacalao), las líneas de lastres no superarán una flotabilidad negativa de 4 kg/m, mientras que las líneas de flotadores contarán con un máximo de seis unidades, cada una de ellas con un diámetro máximo de 120 mm.</span>
            </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>
              <span>El borde del paño situado detrás del dispositivo de escape se estabilizará con una barra rígida conectada a la red con un coeficiente de colgadura de entre 0,3 y 0,4. Se amarrará una barra rígida adicional de las mismas características y longitud al paño inferior, directamente por debajo de la barra rígida del paño superior.</span>
            </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.</p>
            </td>
            <td>
              <span>En las figuras 3 y 4 se ilustra el dispositivo NEMOS + ROOFLESS.</span>
            </td>
          </tr>
        </tbody>
      </table>
      <p class="parrafo">
        <span>Figura 3</span>
      </p>
      <p class="parrafo"> </p>
      <figure>
        <img height="1654.5" 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wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z6g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsERN6cF73Xi0/t6pvy2uT02/3D7eHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9QeHBefc9oPnN/wBQC2wRJ4cF59z2g+c3/UHhwXn3PaD5zf8AUAtsESeHBefc9oPnN/1B4cF59z2g+c3/AFALbBEnhwXn3PaD5zf9Q+qdOC98S76f29U7kS5P3T/cAt0ESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbBEnhwXn3PaD5zf8AUHhwXn3PaD5zf9QC2wRJ4cF59z2g+c3/AFB4cF59z2g+c3/UAtsESeHBefc9oPnN/wBQeHBefc9oPnN/1ALbJO9Ej/ErFPjGf/BOV8OC8+57QfOb/qGW9IfX+u1gs1rttVjNPaUt9Q+dHxVbpePiZw7bK1NvKB/RPA/xIsXxbT/4TT3RDFk6aV3tdmorazAaGRtJTxwI9bk9FdwMRu+3By32PM8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2Rn/wDPMP8A4v5qPA8OC8+57QfOb/qGQ+rhW+Eb6sv3vQemf5u9Mrwf9F9L+v4d+zxuzzAf05BEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc+oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1AKO6VP+T3mnxY76TTjugT+QCm+M6v6SE/am9La6ZvgV5xOfCaOijudMsCzsr3PWPdUXfhVib9nlPU6G9Ju46XYHHitNiNLc2MqZZ+vkrXRqvGqLtwo1ezbygf0VBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbBEnhwXn3PaD5zf9QeHBefc9oPnN/1ALbJm9Ea/IpaP9YYf/Dzme+HBefc9oPnN/wBQzjpBdIy4au4bSY3VYtTWllPXsrUmirHSq5WxvZw7K1PZ77+YC79CvyKYP/q9Q/4DDsyDMJ6Yl2xnDbLjkeC0VSy1UEFE2Z1we1ZEjYjOJU4OW+2+x7jw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiLw4L3x7+p/b+Hbs+6T99/h4D7eHBefc9oPnN/1ALbI01Q/wCsGxX4aL/Deev8OC8+57QfOb/qGRZLrjWXrXq16rvx2CGe39TtQJVKrX9W1W+v4d034vIB/TdvrU+A+SI06b95RET1PaD5zf8AUPnw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBR3Sp/ye80+LHfSacd0CfyAU3xnV/SQn7U3pbXTN8CvOJz4TR0UdzplgWdle56x7qi78KsTfs8p6nQ3pN3HS7A48VpsRpbmxlTLP18la6NV41RduFGr2beUD+ioIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qDw4Lz7ntB85v8AqAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/AKgFtgiTw4Lz7ntB85v+oPDgvPue0Hzm/wCoBbYIk8OC8+57QfOb/qH1XpwXvjRfU/t/DtzT7pP3/fwAW6CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2YD09vyAVPxnSfSUyLw4Lz7ntB85v8AqHC65dJu46o4HJitTiNLbGPqYp+vjrXSKnAqrtwq1O3fygWR0Vv8nvC/ixv0nGmkAaZdLa6YRgVmxODCaOtjtlMkCTvr3MWTZVXfhRi7dvlOk8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAW2CJPDgvPue0Hzm/6g8OC8+57QfOb/qAPRK/xgwr9Vq/pxlM9Gz8gmEfEtP8AQIB6RWtFXrHX2aqq7BBaFtcUsaJFUrL1nWK1d13am23D/tL/AOje1zNBsIa9rmr9xKbkqbfmIBoIAAAAAAAAAAAAAAAAAAAAAAAB6XLsTxnLqGOiyew268U8T+sjjrKdsqMd2bpv2Lt5D3QAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5Aw4XXfFNG9MNNLllkumGM1c8PDFSU60TUSWZ67MRV25NTmq+ZF2N8Mq6V2KUmX6G36iqrpTWtaRja6GqqX8MTHxLuiOXuRybt5c93J29gE603Rs1KudgbmyOw2jussSVcWNtssXpfhVOJIVXhVqOVOWy78+13eav0dsb0j1S02p8hqNL8Xo7nDM+juVOygbwx1DNlXhReaNVHNciL2b7c9tzO7V0t8np9J2VLtOq+ouVPTpT/dhOL0gsiJwpI7xeS77KrOLt70Nn6HOLQ43onQVbbrTXWpvsz7rVVNO7iZ1kmycCL5WoxEd5HcSAdH6iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAEt9MbTHT3GdB7tdsfw2yWyvjqaVrKimpGskajpmoqIqeVF2OV6Bmn+E5fp7fqzJ8WtN4qIbt1UUtXTNkcxnUsXhRV7E3VVNZ6dn+Tjev1qk/x2nGehu/kxyT46/+wRgbN6iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGS5poDp1dcUuVtsOJ47ZLnUU7o6WvZbGPWnevY9E7zDPA0yT3RLV8xp9Ys0zbXvVbGNMsXmdeLktNda6jqfuVA2F71mlYzkm7UVGpxOZzcqdoE/8AQy0yxvInZw/K7PZslobfdG2+gqKi3x+M6Pj6x7eW6I5FjXbdSh/UR0j9zrGvkDDNegFdccm0adZ7ZcW1F5pquSqu8PVuasT5nOSPmqbO3ZGnNFXsVCjAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5Aw4jXvSPTKz6MZfdLXgtgo62ltM8sE8NE1r43o3dHNXuVDeTPekn+QTN/iWo+gBJHQEw3FMwveWxZRj9uvLKampnQNrIEkSNXPk3VN+zfZP3Fb+ojpH7nWNfIGEzehqfjBmv6rSfTkLbAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEcprDd6qw6U5XeqFysq6Kz1U8DkXm17YnK1f2LsoEwZzZsdzvPq7TjQ/TXD2Lbl6u85LU29joKR2+ysj5KiuRUVN9nKqouyIiK423A+j/p9Z8QttsyPF8cv12p4uGquDrXHGs7t1XfhTyIqJ59t1MC6OGsUWmullHbotJ8wuHXPkrK67U1Mro6lznL46OVvNEYjW9v5qlWaUai4vqZi7b/AIvWOlhR/VzwSt4JqeTbfge3ddl257oqovcqger9RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADHtSdHNK6HTvJa2jwDHYKmntFVLDKyiYjmPbC5WuRe5UVEUlXoG4ljOXaiX2iyexUF4pobR1scVXCkjWP66NOJEXv2VU/aXLqv+S7LPiSs/wHka+hv/AJUcj+I//s8YFXeojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBkub6PaV27DL5cKPT7Go6mmt1RNC/wC57F4XticrV5p3KiEtaL9HC+6l6d2/MafMrdbY610rUpn2hsis4JHM9cipvvw79neXHqBBNU4JkFNTRPmmltlSyONjd3PcsTkRETvVVJP0C1kvemellsxG46R5vWSULpnyVMNE9rFR8rn8kc3uR3+wDTdGujRjeLWyvgziCw5hPPM19PJLaGR+l2o3ZWou6qu68/Nt5zvfUR0j9zrGvkDDy9HtUMW1Sx+S7Y1PMjqd6RVlHUs4J6Z6pyR7UVU57LsqKqLsveionbgZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBhI/Tjdp1jVzocEwrE7FbrjHtV3SqpaRrJI0VPwcKKict0Xjd5uDzlmawZzbdOdPbpllyVrkpItqeFV2Wed3KONPhd2+REVe4gHQXCbprRqrd8kyXrKygo2y3S7zO3RJZFRyxxJ5OJydnc1q+YDFonrHK2REaqtVFRHNRU5eVF5Kf0V0DxjRbVHTa35NBp1i0dZt1Fxp20LPwFS1E40+Bd0cnmchHvRlwKi1LzK9YpV8DJaiw1MlHOv8hUNdGsb+XdvyVPIqnV9FPUC4aO6y1OLZRx0VtuFR9zrpFKqolLUNcrWS/1XKrVX2LlXuQC1fUR0j9zrGvkDB6iOkfudY18gYaEgAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhBewCUNVMKwlvSM0706xbCsbpYp+suV7Rtuid1lM3fZjt05IqRyftc021NEdI/c5xr5Awy/o/7Zx0ltTdR37SUlue2xW1/dwtVEerf2RIv/wBMUom3V9DcYXTW+tpquJkjo3PglbI1HtXZzVVFXmi9qdwHDeojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+5zjXyBhC3RUxyxZD0kaSx3y00dxtjvTvFS1ESPjXhjerfFXyKibH9Kz+dPQ0/yrKL/wC2H+FIBanqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYYRlvRAuVyye53Cz5naLZbqmqklpaNtjbtTxudu2NNnbLwpy379tyuTNNadVKrTqotkNNgmSZN6ebI5X2yBXsh4VRNnKiLzXffbyIBPuAYPbdPtYrZpdqpiGI5HR36J77Le2WxjJFkbvvHImyb9m2y7qiq3mqLyotNEtI/c6xr5AwwPTvK6rXfpRWy6XmjZjVJhdM+ejs1VIvpyeV3JXKionYvC5ybckRqc91Ur5OwDPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQAz31EdI/c6xr5AweojpH7nWNfIGGhADPfUR0j9zrGvkDB6iOkfudY18gYaEAM99RHSP3Osa+QMHqI6R+51jXyBhoQA/mp97li8M372PuTR/cT77vSvpHqk6nqet24OHs4duWxdPqI6R+51jXyBhFf/wCfp/8Adv8A/Zz+iwGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ76iOkfudY18gYPUR0j9zrGvkDDQgBnvqI6R+51jXyBg9RHSP3Osa+QMNCAGe+ojpH7nWNfIGD1EdI/c6xr5Aw0IAZ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width="2339"/>
      </figure>
      <p class="parrafo"> </p>
      <p class="parrafo">Detalle de construcción y visión isométrica del dispositivo NEMOS + ROOFLESS, desarrollado para reducir las capturas accesorias de bacalao en las pesquerías de peces planos.</p>
      <p class="parrafo">
        <span>Figura 4</span>
      </p>
      <p class="parrafo"> </p>
      <figure>
        <img height="1654.5" 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width="2339"/>
      </figure>
      <p class="parrafo"> </p>
      <p class="parrafo">Dibujo técnico esquemático (vista superior y lateral) del dispositivo NEMOS + ROOFLESS.</p>
    </div>
  </texto>
</documento>
