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El nuevo estándar para tourers y cruisers.\u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e• Fácil manejo de la dirección e inclinación\u003cbr\u003e• Excelente frenado y estabilidad en curva, tanto en seco como en mojado\u003cbr\u003e• Nuevo estándar en kilometraje y versatilidad para la línea de productos Dunlop\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eTECNOLOGÍA MULTI-TREAD (MT)\u003c\/strong\u003e\u003cbr\u003eGracias a años de éxitos en campeonatos internacionales de Superbikes, resistencia y GP, se ha desarrollado un multicompuesto pionero, que se ha transferido a muchos de nuestros productos actuales para circuito y carretera Sportmax. Al mezclar diversos compuestos, el mismo neumático puede ofrecer diferentes propiedades de rendimiento, por ejemplo, si se adoptan ángulos máximos de inclinación o una posición recta durante una recta a máxima velocidad.\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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80H","offer_id":50643220431178,"sku":"5452000684639","price":267.89,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0921\/4397\/6778\/files\/1622548634_8fd28f44-1ed8-43ef-8a5d-4074e89deb36.jpg?v=1748371201"},{"product_id":"209957180-60x16-metzel-cruisetec-80h","title":"METZELER CRUISETEC","description":"\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                            METZELER a conçu ces pneus CRUISETEC pour un montage spécifique sur commonMOTO. Leur utilisation est recommandée pour \n                            0.\n                        \u003c\/p\u003e\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                        Le nouveau règlement européen sur l'étiquetage des pneus établissant de nouveaux paramètres à respecter pour tous les pneus nouvellement fabriqués, ces pneus présentent les caractéristiques suivantes: indice de consommation de carburant de\n                        , coefficient d'adhérence sur sol mouillé de\n                         et niveau de bruit extérieur de 0 dB.\n                        \u003c\/p\u003e\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                        Les dimensions du pneu sont 180\/60R16 80H, dimensions qui permettent de l'adapter facilement à METZELER.\n                        \u003c\/p\u003e\n                        ","brand":"METZELER","offers":[{"title":"180\/60R16 80H","offer_id":50645340291402,"sku":"8019227357776","price":238.28,"currency_code":"EUR","in_stock":true}]},{"product_id":"229482180-60x16-mich-road-w-gt-74h-r","title":"MICHELIN ROAD W GT","description":"\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                            MICHELIN a conçu ces pneus ROAD W GT pour un montage spécifique sur commonMOTO. Leur utilisation est recommandée pour \n                            0.\n                        \u003c\/p\u003e\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                        Le nouveau règlement européen sur l'étiquetage des pneus établissant de nouveaux paramètres à respecter pour tous les pneus nouvellement fabriqués, ces pneus présentent les caractéristiques suivantes: indice de consommation de carburant de\n                        , coefficient d'adhérence sur sol mouillé de\n                         et niveau de bruit extérieur de  dB.\n                        \u003c\/p\u003e\n                        \u003cp class=\"tw-mt-1 tw-text-[#666666]\"\u003e\n                        Les dimensions du pneu sont 180\/60R16 74H, dimensions qui permettent de l'adapter facilement à MICHELIN.\n                        \u003c\/p\u003e\n                        ","brand":"MICHELIN","offers":[{"title":"180\/60R16 74H","offer_id":50694861488458,"sku":"3528701627489","price":166.13,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0921\/4397\/6778\/files\/pneus-229482180-60x16-mich-road-w-gt-74h-r.jpg?v=1779424724"}],"url":"https:\/\/www.confortauto.fr\/collections\/mesure-180-60-r16.oembed","provider":"Confortauto FR","version":"1.0","type":"link"}