<?xml version="1.0" encoding="ISO-8859-1"?><rss version="2.0"><channel><title><![CDATA[Jantes, Jante, Jantes alu, Pneus, Jantes 4x4 , Jante alu : QUARTIER DES JANTES]]></title><link><![CDATA[http://www.quartierdesjantes.com]]></link><description><![CDATA[Spécialiste français de la vente en ligne de jantes et pneus pas chers.
20.000 jantes et 4.000.000 de pneus disponibles en stock.
Jantes Audi, jantes Mercedes, jantes Mercedes, jantes Peugeot
Livraison gratuite de vos packs jantes]]></description><keywords><![CDATA[Jantes pas chères pour véhicule, Jantes réplique, Jantes Mercedes, Jantes Audi, Jantes Renault, Jantes Peugeot, Jantes Citroen, Jantes Opel, Jantes Ferrari, Jantes Volkswagen, Jantes pour 4x4, Jantes tuning, Jantes discount, Jantes Kosei, Jantes TFT, Jantes Advanti, Jantes Infiny, Jantes Mak, Jantes Racer wheels, Jantes Nova wheels, Jantes FOX, Jantes Aez, Jantes Rs]]></keywords><webMaster>Jantes On line</webMaster><language>fr</language><lastBuildDate>Fri, 20 Apr 2012 09:00:02 +0200</lastBuildDate><image>  <url>http://www.quartierdesjantes.com/template/images/logo-boutique.gif</url>  <title><![CDATA[Jantes, Jante, Jantes alu, Pneus, Jantes 4x4 , Jante alu : QUARTIER DES JANTES]]></title>  <link><![CDATA[http://www.quartierdesjantes.com]]></link>  <description><![CDATA[Spécialiste français de la vente en ligne de jantes et pneus pas chers.
20.000 jantes et 4.000.000 de pneus disponibles en stock.
Jantes Audi, jantes Mercedes, jantes Mercedes, jantes Peugeot
Livraison gratuite de vos packs jantes]]></description></image><item>  <title><![CDATA[AVIS QUARTIER DES JANTES]]></title>  <link>http://www.quartierdesjantes.com//avis-quartier-des-jantes-pxl-102.html</link>  <description><![CDATA[<table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250" style="text-align: center;"><p><span style="font-size:20px;"><u><strong><em>Vos Avis sur vos commandes en cours</em></strong></u></span></p><p>&nbsp;</p><p>&nbsp;</p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/AVIS QUARTIER DES JANTES.png" style="width: 570px; height: 257px;" /></p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table bgcolor="#ffd484" border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="color: rgb(255, 140, 0);"><strong>Quartier des jantes vous donne la parole en vous proposant de donner votre avis sur les produits re&ccedil;us.</strong></span></p><p>&nbsp;</p><p><span style="color:#000;"><span style="font-size: 16px;"><strong>Lors d&#39;une commande en cours , vous pouvez vous rendre sur la page descriptive du produit pour donner votre avis sur les jantes ou pneus re&ccedil;us.</strong></span></span></p><p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><strong>Ainsi pour vous participer &agrave; la communaut&eacute; Quartierdesjantes </strong></span></span></p><p>&nbsp;</p><p>Maintenant vous savez ce qui vous reste &agrave; faire ... Vous connecter et donner votre avis sur nos jantes !</p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr></tr></tbody></table><br />]]></description>  <guid>http://www.quartierdesjantes.com//avis-quartier-des-jantes-pxl-102.html</guid>  <pubDate>2012-01-24 17:30:04</pubDate>  <SKU>102</SKU></item><item>  <title><![CDATA[Contact Quartierdesjantes]]></title>  <link>http://www.quartierdesjantes.com//contact-quartierdesjantes-pxl-101.html</link>  <description><![CDATA[<table align="center" background="../images/Image/Image/page_info_fond_titre.png" border="0" cellpadding="0" cellspacing="0" width="852"><tbody><tr><td height="68" width="90">&nbsp;</td><td width="762"><p><span style="color:#adacac;"><strong><em><span style="font-size: 26px;"><span style="font-family: arial,helvetica,sans-serif;">Contact</span></span></em></strong></span></p></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><h3 style="text-align: center;"><em>Avant tout contact et pour une commande en cours, munissez vous de votre num&eacute;ro de commande</em></h3></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><h3>&nbsp;</h3></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250"><p style="text-align: center;"><img alt="" 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style="width: 380px; height: 251px;" /></p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffd484" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><strong>Service commercial :&nbsp; </strong></p><p>0892 430 700 ( choix 1 )</p><p><span style="font-size:12px;">Du lundi au vendredi : 8h45 / 12h30 - 13h30 / 18h30</span></p><p><span style="font-size:11px;">( Devis, disponibilit&eacute;, passation de commande,&nbsp; conseil , avis )</span></p><p>&nbsp;</p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffe6b7" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><strong>Service livraison :&nbsp; </strong></p><p>0892 430 700 ( choix 2 )</p><p><span style="font-size:12px;">Du lundi au vendredi : 9h00 / 12h30 - 13h30 / 18h00</span></p><p><span style="font-size:11px;">( Transport , suivit de colis )</span></p><p>&nbsp;</p><p><strong>Service comptabilit&eacute; :</strong></p><p>par mail</p><p><span style="font-size:11px;">( facturation , encaissement ) </span></p><p>&nbsp;</p><p>&nbsp;</p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><img height="250" src="../images/Image/Image/pageinfocamion.jpg" width="400" /></td></tr></tbody></table></td><td width="25">&nbsp;</td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table bgcolor="#ffd484" border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><strong>Contact par mail : </strong></p><p>&nbsp;</p><p>Service commercial</p><p>Service livraison</p><p>Service apr&egrave;s-vente</p><p>Service juridique</p><p>&nbsp;</p><p>Depuis la page d&#39;accueil du site dans la partie &quot; nous contacter &quot;</p><p>&nbsp;</p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><br />]]></description>  <guid>http://www.quartierdesjantes.com//contact-quartierdesjantes-pxl-101.html</guid>  <pubDate>2011-10-05 11:56:00</pubDate>  <SKU>101</SKU></item><item>  <title><![CDATA[Jantes Sparco]]></title>  <link>http://www.quartierdesjantes.com//jantes-sparco-pxl-100.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-SPARCO.png" style="width: 950px; height: 190px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p>Leader incontournable en sport automobile, la marque <a href="http://www.quartierdesjantes.com/sparco-m-204.html">SPARCO</a> brille dans toutes les disciplines auto depuis le Karting jusqu&#39;&agrave; la Formule 1. Une marque italienne reconnu de tous, pleine de talents.<br /><br />Depuis 2011, vous d&eacute;couvrirez une gamme de <a href="http://www.quartierdesjantes.com/sparco-m-204.html">jantes SPARCO</a> cr&eacute;er en collaboration avec la tr&egrave;s c&eacute;l&egrave;bre marque OZ<br /><br />L&rsquo;&eacute;quipementier Sparco nous revient avec une gamme de jantes de route qui m&eacute;rite le d&eacute;tour. Au programme,&nbsp; diff&eacute;rents coloris mais surtout une qualit&eacute; de fabrication &agrave; toutes &eacute;preuves.<br />Afin de garantir une qualit&eacute; optimale &agrave; ses clients, Sparco a confi&eacute; la r&eacute;alisation de ces jantes &agrave; OZ Racing.</p><p>&nbsp;</p><p><br />Vous trouverez sur Quartierdesjantes.com toute <a href="http://www.quartierdesjantes.com/sparco-m-204.html">la gamme Sparco</a> &agrave; petit prix.<br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-sparco-pxl-100.html</guid>  <pubDate>2011-09-27 16:47:12</pubDate>  <SKU>100</SKU></item><item>  <title><![CDATA[Jantes Oz Racing]]></title>  <link>http://www.quartierdesjantes.com//jantes-oz-racing-pxl-99.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-OZ.png" style="width: 950px; height: 191px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p>Les <a href="http://www.quartierdesjantes.com/oz-m-141.html">jantes OZ</a> c&rsquo;est quoi ?<br /><br />&nbsp;un design original, tr&egrave;s original, une qualit&eacute; exceptionnel issu de la course, de la comp&eacute;tition. 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Une poursuite sans relance pour l&rsquo;innovation.<br />Vous trouverez toute la gamme de <a href="http://www.quartierdesjantes.com/oz-m-141.html">jantes OZ</a> sur <a href="http://www.quartierdesjantes.com">Quartierdesjantes.com</a></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-oz-racing-pxl-99.html</guid>  <pubDate>2011-09-27 16:46:01</pubDate>  <SKU>99</SKU></item><item>  <title><![CDATA[Paiement en plusieurs fois]]></title>  <link>http://www.quartierdesjantes.com//paiement-en-plusieurs-fois-pxl-97.html</link>  <description><![CDATA[<p>Pour le paiement en plusieurs fois via notre partenaire Cofidis vous devez obligatoirement passez votre commande sur notre site Internet</p><p>&nbsp;</p><p>Un cr&eacute;dit vous engage et doit &ecirc;tre rembours&eacute;. 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Le cr&eacute;dit se renouvelle au fur et &agrave; mesure des remboursements et est r&eacute;utilisable. Sans frais de dossier consenti sous r&eacute;serve d&#39;acceptation par COFIDIS SA &agrave; Directoire et Conseil de surveillance au capital de 50 000 000 &euro; - Enregistr&eacute; aupr&egrave;s de l&#39;ORIAS sous le num&eacute;ro 07023493 (www.orias.fr). Si&egrave;ge social : Parc de la Haute Borne, 61 avenue Halley - 59866 VILLENEUVE D&#39;ASCQ Cedex &ndash; R.C.S LILLE SIREN N&deg;325 307 106. Vous b&eacute;n&eacute;ficiez d&#39;un d&eacute;lai l&eacute;gal de r&eacute;tractation de 14 jours &agrave; compter de la signature de votre contrat de cr&eacute;dit. Le partenaire est mandat&eacute; par COFIDIS afin d&#39;apporter son concours &agrave; la r&eacute;alisation du contrat de cr&eacute;dit, il ne dispose d&#39;aucun pouvoir d&#39;octroi ou de gestion du cr&eacute;dit. Dans la limite du montant disponible et du cr&eacute;dit autoris&eacute;. Le paiement &agrave; cr&eacute;dit r&eacute;sulte d&#39;un accord expr&egrave;s de votre part. Mensualit&eacute; comptant per&ccedil;ue s&eacute;par&eacute;ment et en plus de la mensualit&eacute; du compte 1euro.com. En cas de non paiement, la mensualit&eacute; produira int&eacute;r&ecirc;ts aux conditions habituelles de votre compte 1euro.com.</p>]]></description>  <guid>http://www.quartierdesjantes.com//paiement-en-plusieurs-fois-pxl-97.html</guid>  <pubDate>2011-09-22 12:31:21</pubDate>  <SKU>97</SKU></item><item>  <title><![CDATA[Livraison de vos pneus en chrono]]></title>  <link>http://www.quartierdesjantes.com//livraison-de-vos-pneus-en-chrono-pxl-96.html</link>  <description><![CDATA[<table align="center" background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_titre.png" border="0" cellpadding="0" cellspacing="0" width="852"><tbody><tr><td height="68" width="90">&nbsp;</td><td width="762"><p><span style="color: rgb(173, 172, 172);"><strong><em><span style="font-size: 26px;"><span style="font-family: arial,helvetica,sans-serif;">Livraison express de vos pneus</span></span></em></strong></span></p></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><h3><em><img alt="" src="../images/Image/Image/ciblex_logo.gif" style="width: 840px; height: 253px; float: right;" /></em></h3></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><h3>&nbsp;</h3></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250"><img height="250" src="http://www.quartierdesjantes.com/images/Image/Image/pageinfocamion.jpg" width="400" /></td></tr></tbody></table></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffd484" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="color: rgb(0, 0, 0);"><strong><em><span style="font-size: 26px;"><span style="font-family: arial,helvetica,sans-serif;">Livraison Express ...</span></span></em></strong></span></p><h3><strong>Recevez de 1 &agrave; 4 <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneumatique</a>(s) le lendemain avant 12h<br />pour toute commande pass&eacute;e le jour m&ecirc;me avant 13h00. </strong></h3><h3>Pas de livraisons le samedi ou dimanche.</h3><p>&nbsp;</p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 908px; height: 264px;"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><img alt="" src="../images/Image/Image/GEODIS-CIBLEX-%20TARIF.png" style="width: 771px; height: 200px;" /></p></td></tr></tbody></table></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffe6b7" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p>Valable uniquement pour les pneumatiques</p><p>( hors accessoires et jantes )</p><p>&nbsp;</p><p>&nbsp;</p><p class="gd_p_plus"><em>Geodis assure le transport de vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> le lendemain avant 12h en toute s&eacute;curit&eacute; (certifi&eacute; Iso 9001). Geodis &eacute;value constamment sa performance par des indicateurs qualit&eacute; pour offrir &agrave; ses clients le meilleur niveau de satisfaction.&nbsp; </em></p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><img alt="" src="../images/Image/Image/geodis1.jpg" style="width: 307px; height: 214px;" /></td></tr></tbody></table></td><td width="25">&nbsp;</td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="http://www.quartierdesjantes.com/images/Image/Image/page_info_fond_boxe.png" valign="middle"><table bgcolor="#ffd484" border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><div><p><span style="color: rgb(173, 216, 230);">Conditions et Restrictions</span></p><p>Il est n&eacute;cessaire de choisir une adresse professionnelle : entreprises ou commerces.<br />Commandes limit&eacute;es &agrave; 4 <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> maximum et en France m&eacute;tropolitaine exclusivement.</p><p>Paiement par Carte Bancaire (en cas de paiement &eacute;ventuel par ch&egrave;que, les pneus ne partiront qu&#39;&agrave; r&eacute;ception du ch&egrave;que, ce qui retarderait votre livraison).</p></div><p><span style="color: rgb(173, 216, 230);">Acceptation des conditions</span></p><p>Le client reconna&icirc;t avoir pris connaissance, au moment de la passation de commande, des conditions sp&eacute;cifiques de vente &eacute;nonc&eacute;es par le site Quartierdesjantes.com</p><p>Toute passation de commande &eacute;quivaut &agrave; l&#39;acceptation des pr&eacute;sentes conditions sans aucune r&eacute;serve. Les pr&eacute;sentes conditions sp&eacute;cifiques de livraison s&#39;ajoutent aux Conditions G&eacute;n&eacute;rales de Vente figurant sur le site.</p></td></tr></tbody></table></td><td width="25"><img height="260" src="http://www.quartierdesjantes.com/images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><h3><br />&nbsp;</h3>]]></description>  <guid>http://www.quartierdesjantes.com//livraison-de-vos-pneus-en-chrono-pxl-96.html</guid>  <pubDate>2011-09-22 12:30:16</pubDate>  <SKU>96</SKU></item><item>  <title><![CDATA[Jantes et Pneus Hiver]]></title>  <link>http://www.quartierdesjantes.com//jantes-et-pneus-hiver-pxl-95.html</link>  <description><![CDATA[<h1><span style="color:#ff8c00;"><span style="font-size: 12px;">Exclusif ! Pack Jantes et Pneus Hiver &agrave; prix discount </span></span></h1><h2><span style="font-size:11px;">Votre pack Jantes et Pneus Hiver &agrave; prix doux !</span></h2><p>Sp&eacute;cialiste de la vente en ligne de <strong>jantes et pneus</strong>, Quartierdesjantes.com vous propose une &laquo; offre Hiver &raquo; cl&eacute; en main pour vous permettre de rouler l&rsquo;esprit l&eacute;ger. D&eacute;velopp&eacute; exclusivement pour tous les mod&egrave;les de v&eacute;hicule, ce <strong>Pack Jantes et Pneus Hiver </strong>se compose des produits de votre choix et des services suivants : montage, valvage et &eacute;quilibrage. Retrouvez chez vous d&egrave;s maintenant vos<strong> jantes et pneus Hiver</strong> pr&ecirc;ts &ecirc;tre mont&eacute;s sur votre v&eacute;hicule, sous 2 &agrave; 5 jours ouvr&eacute;s.</p><p>&nbsp;</p><h3><span style="font-size:11px;">Sans oublier notre offre de pneus neige pas cher </span></h3><p>Quartierdesjantes.com, c&rsquo;est un esprit discount unique au service de votre s&eacute;curit&eacute; sur les routes. Passionn&eacute;e par l&rsquo;univers du pneu et par l&#39;histoire mythique des grandes marques automobile, notre &eacute;quipe a pour mission de veiller &agrave; votre bien-&ecirc;tre au volant, surtout l&#39;hiver. C&rsquo;est pourquoi nous vous proposons une s&eacute;lection de <strong>pneus neige pas cher</strong>, pour vous permettre de b&eacute;n&eacute;ficier de produits de qualit&eacute;, sans pour autant vous ruiner (ex : pneu Alpin Michelin &agrave; 63,36&euro; TTC).</p><p>&nbsp;</p><p>&nbsp;</p><p><strong>Recherche de Pneus hiver par marque, cliquez sur la marque de votre choix : </strong></p><p>&nbsp;</p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=1164&amp;x=45&amp;y=12">Pneus hiver Nokian</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=400">Pneus hiver Dunlop</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=404">Pneus hiver Michelin</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=412">Pneus hiver Maxxis</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=405">Pneus hiver Pirelli</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=1117">Pneus hiver Good year</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=408">Pneus hiver Falken</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=409&amp;x=57&amp;y=18">Pneus hiver Fortuna</a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=416&amp;x=70&amp;y=17">Pneus hiver Wanli </a></strong></p><p><strong><a href="http://www.quartierdesjantes.com/qdj_multicriteres-resultats.php?criteria[7]=394&amp;criteria[4]=*&amp;criteria[5]=*&amp;criteria[6]=*&amp;criteria[9]=*&amp;criteria[10]=*&amp;criteria[8]=1152&amp;x=55&amp;y=16">Pneus hiver Profil premier prix </a></strong></p><p>&nbsp;</p><p>&nbsp;</p><p><strong>Recherche de Pneus hiver par taille : Cliquez sur le lien ci-dessous : </strong></p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/pneus-xsl-251.html"><strong>Pneu par taille </strong></a></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/SmallJPEGCache_php.jpeg" style="width: 258px; height: 192px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-et-pneus-hiver-pxl-95.html</guid>  <pubDate>2011-08-17 13:25:24</pubDate>  <SKU>95</SKU></item><item>  <title><![CDATA[Jantes par véhicule]]></title>  <link>http://www.quartierdesjantes.com//jantes-par-vehicule-pxl-94.html</link>  <description><![CDATA[<p><span style="font-size:14px;">Quartierdesjantes vous propose une large s&eacute;lection de jantes Alu disponibles pour tous les plus grands constructeurs automobiles : </span></p><p>&nbsp;</p><p>Vous pouvez trouver vos jantes alu pour votre v&eacute;hicule simplement en s&eacute;lectionant le mod&egrave;le de votre automobile.</p><p>Nous garantissons ainsi une parfaite compatibilit&eacute; avec les jantes qui s&#39;affiche dans la cat&eacute;gorie de votre v&eacute;hicule.</p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="color: rgb(255, 140, 0);">Achat de jantes alu pour MERCEDES &nbsp; &nbsp; </span><img alt="" 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" style="width: 63px; height: 63px; float: right;" /></h2><p>Vous ne savez pas quelles jantes acheter ? Il est vrai que nous proposons une large gamme de jantes Alu pour Mercedes. Du look agressif aux plus petites et discr&egrave;tes, nous avons un choix de jantes imbattables.</p><p>Une recherche simplifi&eacute;e pour vos <b>jantes alu Mercedes </b>&agrave; &eacute;tait mise en place sur le site.</p><p>Nous proposons pour la marque Mercedes une s&eacute;lection de jantes allant du 14&quot; au 22&quot;</p><p>&nbsp;</p><p><b>Cliquez ici : <a href="../jantes-audi-xsl-250_254.html">jantes alu Mercedes</a></b></p><p>&nbsp;</p><h2><span style="color: rgb(255, 140, 0);">Achat de jantes alu pour AUDI </span></h2><p><img alt="" 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" style="width: 112px; height: 83px; float: right;" /></p><p>Vous &ecirc;tes &agrave; la recherche de jantes Alu pour votre Audi ?</p><p>Nous proposons pas moins de 14 marques de jantes alu allant du 14&quot; au 20&quot; en tourisme et du 17&quot; au 22&quot; pour 4x4 Audi.</p><p>La recherche simplifi&eacute;e vous permettra d&#39;acc&eacute;der directement aux jantes compatibles avec votre mod&egrave;les.</p><p>De la jante alu type RS &agrave; la jante alu discr&egrave;te vous n&#39;avez plus qu&#39;a choisir ... Et ce n&#39;est pas le plus simple !</p><p>&nbsp;</p><p><b>Cliquez ici : <a href="../jantes-audi-xsl-250_254.html">jantes alu Audi&nbsp;</a></b></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="color: rgb(255, 140, 0);">Achat de jantes alu pour Porsche</span></h2><p><img alt="" 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" style="width: 73px; height: 84px; float: right;" /></p><p>Vous souhaitez rendre votre porsche plus &quot;m&eacute;chante&quot; ?</p><p>Nous avons les jantes alu qu&#39;il vous faut, de la jante 17 pouces au 20 pouces pour toutes les 911 et du 18 pouces au 22 pouces pour les Jantes 4x4 Porsche.</p><p>La recherche simplifi&eacute;e vous permettra d&#39;acc&eacute;der directement aux jantes compatibles avec votre Porsche.</p><p>De la jantes alu style turbo &agrave; la jante noires en passant par le chrome, le stock est l&agrave; !</p><p>&nbsp;</p><p><b>Cliquez ici : <a href="../jantes-audi-xsl-250_254.html">jantes alu Porsche</a></b></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h2><span style="color: rgb(255, 140, 0);">Achat de jantes alu pour BMW</span></h2><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-bmw-fond-ecran.jpg" style="width: 100px; height: 75px; float: right;" /></p><p>Vous voulez &eacute;quiper votre BMW de jantes alu ?</p><p>Avec jantes plus imposantes ou des jantes type motorsport &quot; M &quot; afin de rendre votre BMW plus sportive, nous avons pour vous les jantes alu qui r&eacute;pondront &agrave; vos crit&egrave;res.</p><p>Votre s&eacute;lection peut se faire soit par marque de jantes ou par le mod&egrave;le de votre v&eacute;hicule.</p><p>&nbsp;</p><p><b>Cliquez ici : <a href="http://www.quartierdesjantes.com/jantes-bmw-xsl-250_255.html">jantes alu BMW</a></b></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-par-vehicule-pxl-94.html</guid>  <pubDate>2011-07-21 14:06:28</pubDate>  <SKU>94</SKU></item><item>  <title><![CDATA[Description d'une jante]]></title>  <link>http://www.quartierdesjantes.com//description-dune-jante-pxl-90.html</link>  <description><![CDATA[<p style="text-align: center;"><strong>La jante est la partie m&eacute;tallique de la roue qui supporte le pneumatique, et qui est fix&eacute;e sur le moyeu.</strong></p><p style="text-align: right;">&nbsp;</p><p style="text-align: right;">&nbsp;</p><p style="text-align: right;">&nbsp;</p><p style="text-align: right;">&nbsp;</p><h3 class="modifiedSectionTitle"><span class="mw-headline" id="Par_type_de_m.C3.A9tal">Par type de m&eacute;tal</span></h3><p>Le plus souvent, les constructeurs automobilesen entr&eacute;e de gamme &eacute;quipent leurs v&eacute;hicules de s&eacute;rie de jantes en t&ocirc;le d&#39;acier embouties. G&eacute;n&eacute;ralement des enjoliveurs, en plastiques peints, sont ajout&eacute;s pour l&#39;esth&eacute;tique du v&eacute;hicule.</p><p>Les v&eacute;hicules de haut de gamme, sont eux &eacute;quip&eacute;s de jantes en aluminium, plus l&eacute;g&egrave;res et autorisant plus de libert&eacute; pour le dessin et l&#39;esth&eacute;tique du voile de la jante.</p><p>En comp&eacute;tition, on voit des jantes en alliage d&rsquo;aluminium, en alliage de magn&eacute;sium en Formule 1, ou m&ecirc;me en mat&eacute;riaux composites pour le karting.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><h3 class="modifiedSectionTitle"><span class="mw-headline" id="Par_taille">Par taille</span></h3><p>Suivant le mod&egrave;le du v&eacute;hicule automobile, ce dernier est &eacute;quip&eacute; de jantes d&#39;un certain diam&egrave;tre et d&#39;une certaine largeur. Le diam&egrave;tre ainsi que la largeur est indiqu&eacute; en pouce, constituant ainsi une importante exception au principe de normalisation du syst&egrave;me international.</p><p>Les largeurs sont exprim&eacute;es en pouces, tous les demi-pouces ( &quot; ) , &agrave; l&#39;exception des jantes pour pneus sp&eacute;ciaux tels que les pneus agricoles par exemple.</p><p>Les diam&egrave;tres normalis&eacute;s sont, toujours aux m&ecirc;me exceptions pr&egrave;s&nbsp;:</p><ul><li>10<a href="http://fr.wikipedia.org/wiki/Pouce_%28unit%C3%A9%29" title="Pouce (unité)">&quot;</a> (254 mm)</li><li>12&quot; (305 mm)</li><li>13&quot; (330 mm), tr&egrave;s utilis&eacute; avant les ann&eacute;es 1990, encore utilis&eacute; sur les automobiles bas de gamme ou la comp&eacute;tition automobile, c&#39;est le cas, entre autres, de la F1</li><li>14&quot; (355 mm), de plus en plus courante, remplace la jante de 13&quot; devenu trop petite esth&eacute;tiquement parlant.</li><li>15&quot; (381 mm), de plus en plus courante remplace souvent la jante de 14&quot; sur les v&eacute;hicule de moyenne-gamme.</li><li>16&quot; (406 mm), en passe de devenir le plus courant, c&#39;est un juste milieux.</li><li>17&quot; (432 mm), un temps r&eacute;serv&eacute; aux automobiles &agrave; vocation sportive, ce diam&egrave;tre de jante est maintenant banalis&eacute;.</li><li>18&quot; (457 mm), couramment utilis&eacute; sur des voitures sportives moyenne et haut de gamme.</li><li>plus de 19&quot; (483 mm), utilis&eacute;es surtout pour le tuning (Sauf 4x4 et SUV), mais maintenant aussi sur les supercars. On trouve aujourd&#39;hui des jantes de 23&quot; (584 mm), voire de 27&quot; (686 mm) aux USA.&nbsp;</li></ul><p>Des dimensions interm&eacute;diaires comme par exemple le 16,5&quot; sont utilis&eacute;es mais uniquement pour les poids-lourds.</p><h2 class="modifiedSectionTitle"><span class="mw-headline" id=".C3.89quilibrage">&Eacute;quilibrage</span></h2><p>L&#39;&eacute;quilibrage des jantes donne parfois lieu &agrave; l&#39;utilisation de plomb sur la jante afin d&#39;en corriger l&#39;&eacute;quilibre et ainsi d&#39;avoir un confort de conduite parfait.</p><h2 class="modifiedSectionTitle"><span class="mw-headline" id="Fixation">Fixation</span></h2><p>Il existe plusieurs per&ccedil;ages qui donne lieu &agrave; des visseries diff&eacute;rentes pour les trous de fixation de jante, souvent selon les marques&nbsp;:</p><ul><li><a href="http://fr.wikipedia.org/wiki/Volkswagen" title="Volkswagen">Jantes Volkswagen</a>&nbsp;: 5 M12x100 (5 trous M12 r&eacute;partis sur un diam&egrave;tre de 100 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Buick" title="Buick">Jantes Buick</a>&nbsp;: 5 M12x116,5 (5 trous M12 r&eacute;partis sur un diam&egrave;tre de 116,5 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Hyundai" title="Hyundai">Jantes Hyundai</a>&nbsp;: 5 M12x114,3 (5 trous M12 r&eacute;partis sur un diam&egrave;tre de 114,3 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Bayerische_Motoren_Werke" title="Bayerische Motoren Werke">Jantes BMW</a>&nbsp;: 5 M12x120 (5 trous M12 r&eacute;partis sur un diam&egrave;tre de 120 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Peugeot" title="Peugeot">Jantes Peugeot</a>&nbsp;: 4 M12x108 (4 trous M12 r&eacute;partis sur un diam&egrave;tre de 108 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Citro%C3%ABn" title="Citroën">Jantes Citro&euml;n</a>&nbsp;: 4 M12x108 (4 trous M12 r&eacute;partis sur un diam&egrave;tre de 108 mm)</li><li><a href="http://fr.wikipedia.org/wiki/Renault" title="Renault">Jantes Renault</a>&nbsp;: 4 M12x100 (4 trous M12 r&eacute;partis sur un diam&egrave;tre de 100 mm)</li></ul><h2 class="modifiedSectionTitle"><span class="mw-headline" id="Description">Description</span></h2><p>La roue est constitu&eacute;e principalement de trois parties&nbsp;:</p><ul><li>Le moyeu, au centre, qui assure le guidage en rotation par rapport au support (ch&acirc;ssis ou bras)&nbsp;; son diam&egrave;tre &eacute;tant toujours tr&egrave;s petit devant celui de la jante, l&#39;effet des frottement entre le moyeu et le palier s&#39;en trouve reduit.</li><li>La jante, sur laquelle se fixe la bande de roulement souvent rapport&eacute;e&nbsp;; au contact de la jante avec le sol, le frottement de glissement se substitue au frottement de roulement. Cet effet combin&eacute; au pr&eacute;c&eacute;dent contribue au rendement du disposif.</li><li>La structure, souvent compos&eacute;e de batons, rayons, reliant les deux parties pr&eacute;c&eacute;dentes.</li></ul><p>La <b>roue</b> est un organe ou pi&egrave;ce m&eacute;canique de forme circulaire tournant autour d&#39;un axe passant par son centre.</p><p>Cette <span class="mw-redirect">invention</span> tr&egrave;s ancienne constitue un des fondements de nos technologies des transports. Elle permet de d&eacute;placer sur terre des charges importantes, en r&eacute;duisant les forces de <span class="mw-redirect">friction</span>. Elle est indispensable dans la plupart des moyens de transport terrestres.</p><p>&nbsp;</p><p>Une roue, ce qui implique une jante peut &ecirc;tre motrice ou non en fonction du type de v&eacute;hicule. Les roues folles ou libres (qui ne transmettent pas d&#39;&eacute;nergie) n&#39;ont pour fonction que le guidage et le support d&#39;une charge (roue de remorque ou roue directrice de v&eacute;hicule).</p>]]></description>  <guid>http://www.quartierdesjantes.com//description-dune-jante-pxl-90.html</guid>  <pubDate>2011-05-26 15:53:36</pubDate>  <SKU>90</SKU></item><item>  <title><![CDATA[Comparateur de prix]]></title>  <link>http://www.quartierdesjantes.com//comparateur-de-prix-pxl-89.html</link>  <description><![CDATA[<p><strong>Quels type de produit ont &eacute;t&eacute; s&eacute;lectionn&eacute;s ?</strong></p><p>&nbsp;</p><p>Nous avons pris en consid&eacute;ration des cat&eacute;gories de produits qui sont syst&eacute;matiquement pr&eacute;sents dans les sites e-commerces choisis.</p><p>Nous avons volontairement opt&eacute; pour une liste de pneus constitu&eacute;es de marques nationales, et ce pour des raisons de parfaite comparabilit&eacute; entre produits.</p><p>&nbsp;</p><p><strong>Qui &agrave; relev&eacute; les prix ?</strong></p><p>&nbsp;</p><p>La soci&eacute;t&eacute; jantes Online directement en ligne sur les sites E-commerce des enseignes affich&eacute;es, dans le but de donner un comparatif pr&eacute;cis et &eacute;quitable.</p><p>&nbsp;</p><p><strong>Comment les prix ont-ils &eacute;t&eacute; relev&eacute;s ?</strong></p><p>&nbsp;</p><p>L&#39;&eacute;quipe en charge des relev&eacute;s de prix aupr&egrave;s des diff&eacute;rents sites d&#39;e-commerce &agrave; r&eacute;alis&eacute; des imprim&eacute;s d&#39;&eacute;crans des tarifs.</p><p>&nbsp;</p><p><strong>Quand les prix ont-ils &eacute;t&eacute; relev&eacute;s ?</strong></p><p>&nbsp;</p><p>Les relev&eacute;s de prix ont tous &eacute;t&eacute; effectu&eacute;s durant une p&eacute;riode limit&eacute;e du 16 mai au 20 mai 2011.</p><p>La p&eacute;riode de relev&eacute;s est identique pour toutes les sites e-commerce, et ne s&#39;&eacute;tend pas trop dans le temps afin de pouvoir donner une plus grande pertinence aux r&eacute;sultats.</p><p>Nous proc&eacute;derons &agrave; un relev&eacute; par mois.</p><p>&nbsp;</p><p>&nbsp;</p><p><strong>La lic&eacute;it&eacute; de la publicit&eacute; comparative suppose que la comparaison</strong></p><blockquote><p>- ne porte que sur des prix</p><p>- ne concerne que des produits identiques vendus dans les m&ecirc;mes conditions.</p></blockquote><p>&nbsp;</p><p><strong>Nos relev&eacute;s de tarif r&eacute;pondent parfaitement aux restrictions en rigueur</strong></p><p>&nbsp;</p><p><strong>Ainsi, la publicit&eacute; comparative n&#39;est licite que si :</strong></p><p>&nbsp;</p><p>- Elle n&#39;est pas trompeuse ou de nature &agrave; induire en erreur (article L. 121-8-1&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle porte sur des biens ou services r&eacute;pondant aux m&ecirc;mes besoins ou ayant le m&ecirc;me objectif (article L. 121-8-2&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle compare objectivement une ou plusieurs caract&eacute;ristiques essentielles, pertinentes, v&eacute;rifiables et repr&eacute;sentatives de ces biens ou services, dont le prix peut faire partie (article L. 121-8-3&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle est faite en dehors des emballages, des factures, des titres de transport, des moyens de paiement ou des billets d&#39;acc&egrave;s &agrave; des spectacles ou &agrave; des lieux ouverts au public (article L. 121-11 du Code de la consommation)</p><p>&nbsp;</p><p>- Elle ne tire pas ind&ucirc;ment profit de la notori&eacute;t&eacute; attach&eacute;e &agrave; une marque de fabrique, de commerce ou de service, &agrave; un nom commercial, &agrave; d&#39;autres signes distinctifs d&#39;un concurrent ou &agrave; l&#39;appellation d&#39;origine ainsi qu&#39;&agrave; l&#39;indication g&eacute;ographique prot&eacute;g&eacute;e d&#39;un produit concurrent (article L. 121-9-1&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle n&rsquo;entra&icirc;ne pas le discr&eacute;dit ou le d&eacute;nigrement des marques, noms commerciaux, autres signes distinctifs, biens, services, activit&eacute; ou situation d&#39;un concurrent (article L. 121-9-2&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle n&rsquo;engendre pas de confusion entre l&#39;annonceur et un concurrent ou entre les marques, noms commerciaux, autres signes distinctifs, biens ou services de l&#39;annonceur et ceux d&#39;un concurrent (article L. 121-9-3&deg; du Code de la consommation)</p><p>&nbsp;</p><p>- Elle ne pr&eacute;sente pas des biens ou des services comme une imitation ou une reproduction d&#39;un bien ou d&#39;un service b&eacute;n&eacute;ficiant d&#39;une marque ou d&#39;un nom commercial prot&eacute;g&eacute; (article L. 121-9-4&deg; du Code de la consommation)&nbsp;</p><p>&nbsp;</p><p>- Pour les produits b&eacute;n&eacute;ficiant d&#39;une appellation d&#39;origine ou d&#39;une indication g&eacute;ographique prot&eacute;g&eacute;e, elle est faite sur des produits b&eacute;n&eacute;ficiant chacun de la m&ecirc;me appellation ou de la m&ecirc;me indication (article L. 121-10 du Code de la consommation)</p>]]></description>  <guid>http://www.quartierdesjantes.com//comparateur-de-prix-pxl-89.html</guid>  <pubDate>2011-05-18 22:09:22</pubDate>  <SKU>89</SKU></item><item>  <title><![CDATA[Forfait montage]]></title>  <link>http://www.quartierdesjantes.com//forfait-montage-pxl-88.html</link>  <description><![CDATA[<p>&nbsp;</p><p style="text-align: center;"><span style="font-size: 16px;"><span style="color: rgb(255, 140, 0);"><strong>Quartierdesjantes.com vous propose de recevoir votre pack complet pr&ecirc;t &agrave; monter </strong></span></span></p><p>&nbsp;</p><p style="text-align: center;"><strong>Ne vous emb&ecirc;tez plus &agrave; transporter vos jantes et vos pneus jusqu&#39;au centre de montage, </strong></p><p style="text-align: center;"><strong>choisissez de recevoir votre pack pr&ecirc;t &agrave; monter </strong></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>Dans les m&eacute;thodes de livraison choissisez l&#39;option &#39;&#39;Montage&#39;&#39;.</p><p>&nbsp;</p><p>Le pack comprend le Montage, le valvage et l&#39;&eacute;quilibrage ( valves inclusent )</p><p>Le d&eacute;lai de livraison est de 5 &agrave; 10 jours maximum</p><p>&nbsp;</p><p>Le forfait est factur&eacute; 45&euro; ttc soit 11.25&euro; ttc par roue</p><p><span style="color: rgb(0, 100, 0);"><span style="font-size: 10px;"><strong><em>(garantie meilleur prix du web et des agences physiques) </em></strong></span></span></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: 12px;">La livraison reste toujours gratuite !</span></p>]]></description>  <guid>http://www.quartierdesjantes.com//forfait-montage-pxl-88.html</guid>  <pubDate>2011-04-25 15:54:18</pubDate>  <SKU>88</SKU></item><item>  <title><![CDATA[Moyen de paiement]]></title>  <link>http://www.quartierdesjantes.com//moyen-de-paiement-pxl-87.html</link>  <description><![CDATA[<p><span style="font-size: 16px;"><span style="color: rgb(255, 140, 0);"><strong>Moyens de paiement</strong></span></span>&nbsp;&nbsp;</p><p>&nbsp;</p><p><br /><br /><strong>C&#39;est tellement simple d&#39;acheter sur Quartierdesjantes.com !</strong><br /><br /><br />&#8232;Ca y est ! Vous vous d&eacute;cidez enfin &agrave; acheter sur Quartierdesjantes ! Cela fait longtemps que vous r&ecirc;viez de cette paire de jantes alu !<br /><br />Au vu de nos modes de paiement et de financement vous vous dites que c&#39;est tellement simple que cela serait dommage de ne pas franchir le cap ! &#8232;&#8232;Vous avez donc pass&eacute; commande sur Quartierdesjantes et vous voici face &agrave; pas moins de 5 modes de paiement : carte de cr&eacute;dit (CB, Visa, Mastercard), ch&egrave;que, virement, 3x fois CB,&nbsp; &agrave; cr&eacute;dit&hellip; Vous allez pouvoir choisir ce qui vous convient le mieux !<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/moyendepaiement.jpg" style="width: 215px; height: 141px; float: right;" /><br /><br /><br /><span style="font-size: 14px;"><strong>Moyens de paiement sur Quartierdesjantes, mode d&#39;emploi !</strong></span><br /><br />&#8232;<strong>1) <em>Vous souhaitez r&eacute;gler par carte bancaire ?</em></strong> Le d&eacute;bit est effectu&eacute; imm&eacute;diatement et le traitement de votre commande est imm&eacute;diat. A noter : Le paiement est s&eacute;curis&eacute; par le service Mercanet de la BNP Paribas.</p><p>&nbsp;</p><p>&nbsp;</p><p>&#8232;&#8232;<strong>2) <em>Vous souhaitez r&eacute;gler par ch&egrave;que ?</em></strong> Il vous suffit de nous envoyer votre r&eacute;capitulatif de commande et votre ch&egrave;que libell&eacute; &agrave; l&#39;ordre de Quartier des jantes &agrave; l&#39;adresse suivante : Quartier des jantes / Jantes Online , centre de paiement 765 route de Marseille 13080 Luynes. D&egrave;s r&eacute;ception de votre ch&egrave;que, nous vous exp&eacute;dions votre commande. Pour les commandes sup&eacute;rieures &agrave; 1000&euro; ttc, nous attendons l&#39;encaissement du ch&egrave;que. Attention : il vous sera demand&eacute; de nous joindre la photocopie de votre pi&egrave;ce d&#39;identit&eacute; avec votre r&egrave;glement<br /><br /><span style="color: rgb(255, 0, 0);">Attention !</span><br />La commande ne sera prise en compte seulement apr&egrave;s r&eacute;ception (al&eacute;as de La Poste). les produits risquant d&#39;&ecirc;tre &eacute;puis&eacute;s entre-temps, merci de nous l&#39;envoyer au plus vite.</p><p>&nbsp;</p><p><br /><strong>&#8232;&#8232;3) <em>Vous souhaitez r&eacute;gler par Virement ?</em></strong><em> </em>Rien de plus simple. Dans l&#39;&eacute;tape de paiement nous vous communiquons le relev&eacute; d&#39;identit&eacute; bancaire (RIB) afin de proc&eacute;der au virement. Votre commande sera trait&eacute; &agrave; r&eacute;ception du r&egrave;glement sur nos comptes.</p><p>&nbsp;</p><p><br /><strong>4) <em>Vous souhaitez r&eacute;gler en 3 fois ?</em></strong> Il vous suffit de suivre le processus directement en ligne. Le 3X CB, se fait par le biais de votre carte bancaire.</p><p>&nbsp;</p><p><br /><strong>5) <em>Vous souhaitez r&eacute;gler &agrave; cr&eacute;dit ?</em></strong> Gr&acirc;ce &agrave; votre compte 1euro.com, vous pouvez r&eacute;gler vos achats en plusieurs fois et b&eacute;n&eacute;ficier d&rsquo;un paiement diff&eacute;r&eacute;.<br /><br /><span style="color: rgb(255, 0, 0);">Attention !</span><br />Un cr&eacute;dit vous engage et doit &ecirc;tre rembours&eacute;. V&eacute;rifiez vos capacit&eacute;s de remboursement avant de vous engager.</p><p>&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//moyen-de-paiement-pxl-87.html</guid>  <pubDate>2011-04-25 15:35:09</pubDate>  <SKU>87</SKU></item><item>  <title><![CDATA[Parrainage]]></title>  <link>http://www.quartierdesjantes.com//parrainage-pxl-86.html</link>  <description><![CDATA[<p align="center"><span style="font-size:20px;"><span style="color: rgb(51, 51, 51);"><strong>Client Quartierdesjantes,</strong><br /><span style="font-size:18px;">Pour vous remercier de nous pr&eacute;senter l&#39;un de vos proches :<br /><span style="color: rgb(255, 140, 0);"><strong>un bon d&rsquo;achat de 15&euro; ttc vous est offert&nbsp;! </strong></span></span><br /><span style="font-size:14px;">Votre filleul b&eacute;n&eacute;ficiera d&rsquo;une remise de 5%</span></span></span></p><p align="center">&nbsp;</p><p align="center">&nbsp;</p><p align="center">&nbsp;</p><h2>Le parrainage, c&#39;est :</h2><ul><li><strong>Illimit&eacute; en choix</strong>&nbsp;<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/ML-63AMG.jpg" style="width: 45px; height: 41px;" />&nbsp; Pas de restriction dans le choix des jantes, pneus ou accessoires !</li></ul><p>&nbsp;</p><ul><li><strong>Illimit&eacute; en avantages</strong>&nbsp; Cumulable avec les offres sp&eacute;ciales</li></ul><p>&nbsp;</p><ul><li><strong>Illimit&eacute; en nombre</strong> <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/cadeaux(1).gif" style="width: 50px; height: 50px;" />Pour le parrain :<br />10 filleuls c&#39;est<br />150&euro; offerts&nbsp;!</li></ul><p>&nbsp;</p><p>&nbsp;</p><h3>&nbsp;</h3><h2><span style="color:#333333;">Comment faire ? </span></h2><h3><span style="color:#333333;">Le filleul indique avant sa commande par mail&nbsp;: &nbsp;</span></h3><ol><li>qu&#39;il est parrain&eacute; par un client Quartierdesjantes.com.</li><li>il doit alors indiquer le nom, pr&eacute;nom, num&eacute;ro de commande de son parrain.</li></ol><p>&nbsp;</p><p>&nbsp;</p><h3 style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/client-internet.jpg" style="width: 150px; height: 100px;" />&nbsp;</h3><h3 style="text-align: center;">Et ensuite, c&#39;est facile, vous recevez votre bon de r&eacute;duction instantan&eacute;ment et votre parrain un ch&egrave;que de 15&euro; ttc.</h3>]]></description>  <guid>http://www.quartierdesjantes.com//parrainage-pxl-86.html</guid>  <pubDate>2011-04-21 17:40:07</pubDate>  <SKU>86</SKU></item><item>  <title><![CDATA[affiliation]]></title>  <link>http://www.quartierdesjantes.com//affiliation-pxl-85.html</link>  <description><![CDATA[<p style="text-align: center;"><span style="color: rgb(255, 102, 0);"><span style="font-size: 16px;"><strong>Gagner de l&#39;argent, facilement et simplement avec votre site</strong></span></span></p><p style="text-align: center;">&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>Bienvenue sur l&rsquo;espace d&eacute;di&eacute; aux <strong>partenaires</strong> de Quartierdesjantes.<br />Vous &ecirc;tes professionnel ou particulier&nbsp;? <strong>Quartierdesjantes</strong> vous propose une solution pour gagner de l&rsquo;argent gr&acirc;ce &agrave; votre site internet et sans effort.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/encart1.jpg" style="width: 215px; height: 147px;" />&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/encart2.jpg" style="width: 215px; height: 143px;" />&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/encart3.jpg" style="width: 215px; height: 143px;" /></p><p>&nbsp;</p><p><br />&nbsp;</p><p>&nbsp;</p><p>Comment &ccedil;a marche, un syst&egrave;me simple :</p><ul><li>Faites venir vos internautes sur Quartierdesjantes, gr&acirc;ce &agrave; nos banni&egrave;res.</li><li>Ils ach&egrave;tent sur Quartierdesjantes.com</li><li>Vous gagnerez 3% de commission sur <strong><u>toutes</u></strong> les ventes g&eacute;n&eacute;r&eacute;es depuis votre site</li></ul><p><strong>La notori&eacute;t&eacute; de Quartierdesjantes</strong><br />Vous profiterez et jouirez de la notori&eacute;t&eacute; de notre groupe et de sa gamme de produit tr&egrave;s large : Jantes alu, pneumatiques, accessoires auto, boitier additionnel &hellip;<br /><br /><strong>Une affiliation r&eacute;mun&eacute;ratrice de qualit&eacute;</strong><br />Gr&acirc;ce &agrave; une forte notori&eacute;t&eacute; et &agrave; une pr&eacute;sence importante sur la toile, nous vous garantiront des revenus important et un service de qualit&eacute; aupr&egrave;s de vos visiteurs.</p><p>&nbsp;</p><p>&nbsp;</p><p>Pour en savoir plus <a href="http://www.quartierdesjantes.com/contact">contactez nous</a> afin d&#39;obtenir tr&egrave;s rapidement un contrat d&#39;affiliation</p>]]></description>  <guid>http://www.quartierdesjantes.com//affiliation-pxl-85.html</guid>  <pubDate>2011-03-26 13:55:51</pubDate>  <SKU>85</SKU></item><item>  <title><![CDATA[Remboursement de la différence]]></title>  <link>http://www.quartierdesjantes.com//remboursement-de-la-difference-pxl-84.html</link>  <description><![CDATA[<p><br /><span style="font-size: 14px;"><strong><span style="color: rgb(0, 128, 0);">La garantie du prix le plus bas sur Quartierdesjantes<br />avec remboursement de la diff&eacute;rence</span></strong></span><br /><br /><br /><br /><strong>Conditions d&#39;application</strong><br /><br />Si dans les 3 jours qui suivent un achat effectu&eacute; sur www.quartierdesjantes.com, vous trouvez sur un site Internet fran&ccedil;ais enregistr&eacute; au registre du commerce fran&ccedil;ais les m&ecirc;mes produits (m&ecirc;me marque, m&ecirc;me mod&egrave;le disponible imm&eacute;diatement) neufs et moins chers (avec accessoires inclus identiques et garantie &eacute;quivalente) et en stock, nous vous remboursons la diff&eacute;rence. Cette garantie couvre exclusivement les jantes et pneumatiques, hors consommables.</p><p>Les prix des produits s&#39;entendent en TTC affich&eacute;s hors remise exceptionnelle de type code de r&eacute;duction promotionnel ou toute autre op&eacute;ration promotionnelle ponctuelle : d&eacute;stockage ou solde.</p><p>Cette condition est limit&eacute;e &agrave; un seul et unique remboursement par foyer.<br /><br />Le remboursement de la diff&eacute;rence ne s&rsquo;applique que pour l&rsquo;ensemble de la dite commande (commande prise dans sa globalit&eacute;). Il ne sera pas fait de remboursement par article. Pour b&eacute;n&eacute;ficier du remboursement de la diff&eacute;rence, il faut que vous puissiez passer exactement la m&ecirc;me commande pour &lsquo;moins cher&rsquo; soit un prix inf&eacute;rieur sur un site concurrent dans les conditions &eacute;nonc&eacute;es ci-dessus.</p><p>Il vous sera donc demand&eacute; de nous justifier vos dires par une adresse URL concurrente.<br /><br />Ne sont pas pris en r&eacute;f&eacute;rence les produits commercialis&eacute;s via Internet de particuliers &agrave; particuliers ou sites d&#39;ench&egrave;res ou (et) livr&eacute;s hors France m&eacute;tropolitaine.<br />Cette offre s&rsquo;applique dans la limite de la vente &agrave; perte.<br /><br /><br /><br /><br /><span style="color: rgb(0, 128, 0);"><strong>Modalit&eacute;s d&#39;application de la garantie du prix le plus bas.</strong></span><br /><br />Pour b&eacute;n&eacute;ficier de la garantie du prix le plus bas par le remboursement de la diff&eacute;rence, il vous suffit de nous envoyer une copie &eacute;cran de la page o&ugrave; figure le produit sur lequel vous souhaitez activer la garantie. Envoyez cette copie avec le r&eacute;capitulatif de votre commande par courrier simple ou recommand&eacute; &agrave; notre adresse :</p><p>&nbsp;</p><p><em>Jantes Online / Quartier des jantes</em></p><p><em>765 route de Marseille</em></p><p><em>13080 Luynes</em></p><p><br />Dans le cas d&#39;un remboursement accept&eacute;<br />Vous recevrez un remboursement la diff&eacute;rence de prix sous forme d&#39;un bon d&#39;achat valable 1 an sur le site www.quartierdesjantes.com. Ce bon d&#39;achat vous sera remis par mail. Le bon d&#39;achat ne sera pas cumulable avec d&#39;autres promotions.</p><p>Bon d&rsquo;achat &agrave; utiliser uniquement sur le site www.quartierdesjantes.com, valable dans toutes les cat&eacute;gories : Jantes, Pneumatiques, Accessoires, Quad ...<br /><br />&nbsp;<br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//remboursement-de-la-difference-pxl-84.html</guid>  <pubDate>2011-03-10 13:33:31</pubDate>  <SKU>84</SKU></item><item>  <title><![CDATA[Satisfait ou remboursé]]></title>  <link>http://www.quartierdesjantes.com//satisfait-ou-rembourse-pxl-83.html</link>  <description><![CDATA[<div id="mini-infos"><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" style="text-align: center;"><span style="font-size:18px;"><span style="color: black;"><strong>Vos achat en toute tranquilit&eacute; avec Quartierdesjantes.</strong></span></span></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffd484" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><h2><strong><span style="color: rgb(0, 100, 0);">&nbsp; Satisfait ou rembours&eacute;*</span></strong></h2><p><strong>&nbsp; 10 jours pour retourner votre commande !</strong></p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 908px; height: 264px;"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" style="text-align: center;" width="47">&nbsp;</td><td height="250" style="text-align: center;"><p style="text-align: center;"><span style="color: black;">Un d&eacute;lai de <strong>10 jours</strong> vous permet de nous retourner les produits qui ne correspondraient pas &agrave; vos attentes. </span></p><p style="text-align: center;"><span style="color: black;">Si le retour est fait dans les 7 jours vous serez rembours&eacute;, pass&eacute; ce d&eacute;lai vous recevrez un avoir. </span></p><p style="text-align: center;">&nbsp;</p><p style="text-align: center;"><span style="color: black;">Pour cela, Le produit devra &ecirc;tre retourn&eacute; dans son emballage d&lsquo;origine, avec son emballage plastique et en parfait &eacute;tat de revente. Les frais de retour sont &agrave; la charge du client.</span></p><p style="text-align: center;">&nbsp;</p><p style="text-align: center;"><span style="color: black;">Plus d&#39;information dans nos <a class="infos" href="http://www.yakarouler.com/infos/cgv.html">Conditions g&eacute;n&eacute;rales de vente</a></span></p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffe6b7" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/satisfait-ou-rembourse.png" style="width: 200px; height: 200px;" /></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><br />&nbsp;</p><p>* Hors produit mansory et jantes r&eacute;plica &agrave; l&#39;unit&eacute;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size:10px;">Les jantes r&eacute;plicas sont des jantes au look constructeur qui reprennent les formes principales des produits mais qui restent diff&eacute;rentes dans la fabrication, les finitions, elles ne sont donc pas identiques.</span></p></td></tr></tbody></table></td><td width="25">&nbsp;</td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p></div>]]></description>  <guid>http://www.quartierdesjantes.com//satisfait-ou-rembourse-pxl-83.html</guid>  <pubDate>2011-03-05 14:11:20</pubDate>  <SKU>83</SKU></item><item>  <title><![CDATA[DISPONIBILITÉ ET DÉLAI]]></title>  <link>http://www.quartierdesjantes.com//disponibilite-et-delai-pxl-82.html</link>  <description><![CDATA[<p><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Quel est en moyenne le d&eacute;lai de livraison sur votre site ?</span></span></p><p id="p1" style="">Pour la majorit&eacute; des pneumatiques que nous proposons le d&eacute;lai est de 72h, cependant il arrive qu&#39;en fonction de la disponibilit&eacute; du manufacturier ce d&eacute;lai passe &agrave; 4/5 jours.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Tous les pneus affich&eacute;s sur le site sont ils en stock ?</span></span></p><p id="p2" style="">Nous avons r&eacute;cemment d&eacute;cid&eacute; d&#39;afficher la disponibilit&eacute; de nos produits sur notre site, ainsi, outre les grandes marques (bridgestone, pirelli, continental, michelin, goodyear, dunlop, firestone, kleber, uniroyal, bf goodrich, fedima , yokohama) pour lesquelles notre partenaire affiche l&#39;ensemble du catalogue tous les produits que vous voyez affich&eacute;s sur le site sont disponibles.</p><p><br /><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est il possible que les pneus que j&#39;ai command&eacute; ne soient pas disponible ?</span></span></p><p id="p4" style="">En effet dans le cas d&#39;une rupture de fabrication chez le manufacturier dont nous ne sommes pas responsable, il se peut qu&#39;une partie de votre commande ne soit pas disponible. Cependant cela reste relativement rare et nous ne manquerons pas de vous envoyer un mail dans les plus brefs d&eacute;lais afin de trouver une solution avantageuse et rapide.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Ai-je un moyen de suivre ma commande ?</span></span></p><p id="p5" style="">Oui, nous avons mis &agrave; votre disposition dans votre espace client , un suivi de commande, ce dernier vous permettra de voir si votre commande a &eacute;t&eacute; enregistr&eacute;e, pr&eacute;par&eacute;e et expedi&eacute;e.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est ce que les d&eacute;lais sont toujours respect&eacute;s?</span></span></p><p id="p6" style="">Votre commande est exp&eacute;di&eacute;e par transporteur, il peut arriver que cette derni&egrave;re subisse un l&eacute;ger retard, dans ce cas pr&eacute;cis deux solutions: la premi&egrave;re est de consulter votre suivi de commande, si ce dernier ne vous apporte pas la r&eacute;ponse souhait&eacute;e, alors contactez notre service client Quartier des jantes au num&eacute;ro de t&eacute;l&eacute;phone communiqu&eacute; sur l&#39;e-mail de confirmation de commande (Pensez &agrave; vous munir de votre num&eacute;ro de commande avant tout appel).</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est-il possible que le tarif de montage communiqu&eacute; ne soit pas celui factur&eacute; aupr&egrave;s de la station de la montage ?</span></span></p><p id="p8" style="">Pour les partenaires de montage, les prix vous sont donn&eacute;s &agrave; titre indicatif et peuvent parfois diff&eacute;rer. De fait, les stations ne nous font pas toujours part d&#39;un eventuel changement de prix de leurs prestations.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">A quel moment de la commande dois-je choisir mon adresse de livraison ? </span></span></p><p id="p9" style="">Lorsque vous aurez choisi et mis au panier vos jantes et/ou pneumatiques, il vous restera 2 &eacute;tapes pour finaliser votre commande. Pour connaitre un centre de montage proche il faut vous rapprocher de votre service commercial qui vous communiquera l&#39;adresse.<br />&nbsp;</p><p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est-ce que vos partenaires de montage me pr&eacute;viennent lorsque mes pneus sont arriv&eacute;s?</span></span></p><p id="p10" style="">Oui, car d&egrave;s lors que vous d&eacute;signez l&#39;un de nos partenaires de montage, ce dernier recoit un mail l&#39;informant que vos pneumatiques vont arriver chez lui. Il a alors consigne de vous pr&eacute;v&eacute;nir par t&eacute;l&eacute;phone ou mail des que les jantes et/ou pneus sont en sa possession. Cependant si cela n&#39;est pas fait , merci de contacter le centre 72h apr&eacute;s la confirmation de l&#39;exp&eacute;dition pour des pneus et 5 &agrave; 7 jours apr&egrave;s pour des jantes.</p><p style="">&nbsp;</p><p style="">&nbsp;</p><p style=""><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//disponibilite-et-delai-pxl-82.html</guid>  <pubDate>2011-01-08 13:56:27</pubDate>  <SKU>82</SKU></item><item>  <title><![CDATA[FAQ]]></title>  <link>http://www.quartierdesjantes.com//faq-pxl-81.html</link>  <description><![CDATA[<p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est-ce un site Francais ?</span></span></p><p id="p1" style="">Quartier des jantes est une societ&eacute; fran&ccedil;aise dont le siege social est bas&eacute; &agrave; Aix en Provence, les jantes et les pneumatiques que nous proposons sont stock&eacute;s en France dans les trois d&eacute;pots de notre partenaire et proviennent &agrave; 90% de manufacturiers fran&ccedil;ais.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Vos pneus sont-ils neufs ou rechap&eacute;s ?</span></span></p><p id="p2" style="">Tous les pneus propos&eacute;s sur notre site sont des pneus neufs, nous proposons aussi des pneus rechap&eacute;s mais dans ce cas pr&eacute;cis la mention rechap&eacute;s est bien pr&eacute;cis&eacute;e sur la fiche produit.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Vos pneus sont ils fabriqu&eacute;s en France ?</span></span></p><p id="p3" style="">M&ecirc;me si nos pneumatiques sont achet&eacute;s en France, de part la mondialisation, les usines de production de la plupart des manufacturiers se situent &agrave; l&#39;&eacute;tranger (Asie, Europ de l&#39;est...). De ce fait , il est courant de lire sur certains pneus de grande marque &quot;Made in Asia&quot; par exemple.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Les prix affich&eacute;s sont ils TTC ou HT ? </span></span></p><p id="p4" style="">Tous nos tarifs sont affich&eacute;s TTC (Toutes Taxes Comprises).</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Quel est le montant des frais de transport ? </span></span></p><p id="p5" style="">La livraison est gratuite &agrave; partir de 2 jantes ou 2 pneus, pour une commande d&#39;un seul pneumatique, il vous sera factur&eacute; 6.90&euro;. NB: les frais de port pour la corse sont major&eacute;s.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Les pneus que vous vendez sont-ils garantis ? </span></span></p><p id="p6" style="">Michelin est le seul manufacturier aujourd&#39;hui &agrave; proposer gratuitement une garantie (vous pourrez y souscrire via le site www.michelin.fr avec votre facture). Pour les autres marques, il n&#39;y &agrave; pas de garantie.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Mes coordonn&eacute;es personnelles sont elles communiqu&eacute;es &agrave; d&#39;autres tiers ?</span></span></p><p id="p7" style="">Vos informations personnelles restent confidentielles et ne seront divulgu&eacute;es que pour mener &agrave; bien votre commande (transporteur ...).</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">J&#39;ai trouv&eacute; moins cher ailleur, est-ce que vous vous alignez ?</span></span></p><p id="p8" style="">Nous nous alignons sur simple appel, pour cela il vous suffira juste de mettre les pneus que vous souhaitez dans votre panier et de nous appeler avant d&#39;effectuer le r&eacute;glement. Un commercial se chargera de vous modifier le tarif &agrave; la baisse. (Le pneu doit &ecirc;tre de meme marque, de m&ecirc;me dimension, de m&ecirc;mes indices et surtout de m&ecirc;me r&eacute;f&eacute;rence).</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Que faire si je n&#39;ai pas re&ccedil;u ma facture ? </span></span></p><p id="p9" style="">Votre facture vous est envoy&eacute;e par e-mail d&egrave;s l&#39;envoi des jantes ou pneumatiques, cependant il arrive que cette derni&egrave;re soit bloqu&eacute;e en &quot;spam&quot;, dans ce cas la merci de contacter notre comptabilit&eacute;. La facture vous sera renvoy&eacute;e par e-mail.</p><p style="">&nbsp;</p><p style=""><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//faq-pxl-81.html</guid>  <pubDate>2011-01-08 13:39:55</pubDate>  <SKU>81</SKU></item><item>  <title><![CDATA[PAIEMENT SÉCURISÉ]]></title>  <link>http://www.quartierdesjantes.com//paiement-securise-pxl-80.html</link>  <description><![CDATA[<p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Votre site est il s&eacute;curis&eacute; ?</span></span></p><p id="p1" style="">Oui, la gestion des transactions bancaires de notre site est g&eacute;r&eacute;e par les banques &quot;BNP PARIBAS&quot; ce qui assure ainsi un r&egrave;glement en toute s&eacute;r&eacute;nit&eacute;. Les &eacute;l&eacute;ments suivant vous permettent de v&eacute;rifier que vous vous trouvez (au moment du paiement) sur un site s&eacute;curis&eacute; :<br /><br />- Dans la barre d&#39;adresse le &quot;http&quot; devient &quot;https&quot;<br />- Un cadenat vient s&#39;ajouter en bas de la page de votre navigateur .</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Quels sont les differents moyens de paiement sur votre site ?</span></span></p><p id="p2" style="">- Soit par Carte bancaire, en saisissant vos num&eacute;ros de cartes sur notre site.<br />- Soit par Virement, vous trouverez nos coordonn&eacute;es bancaire &agrave; la fin de votre commande.<br />- Soit par ch&egrave;que, voustrouverez sur le site au moment du paiement l&#39;adresse &agrave; laquelle vous devrez nous envoyer le ch&egrave;que avec inscrit au dos, votre num&eacute;ro de commande.</p><p style="">- Soit par 1euro.com pour les financement de 5 &agrave; 20 fois sous r&eacute;serve d&#39;acceptation</p><p style="">- Soit par mandat cash</p><p style="">&nbsp;</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est-il possible de r&eacute;gler en plusieurs fois ?</span></span></p><p id="p3" style="">Notre site propose le paiement en 3 fois sans frais par le moyen du groupe Cofidis ou de 5 &agrave; 20 fois par le biais d&#39;1euro.com</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Est-il possible de r&eacute;gler au moment de la livraison (contre remboursement) ?</span></span></p><p id="p4" style="">Non , le paiement est &agrave; effectuer au moment de la commande sur notre site internet uniquement.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">J&#39;ai entr&eacute; mes num&eacute;ros de carte sur votre site et la transaction est refus&eacute;e que faire ?</span></span></p><p>La plupart du temps, il s&#39;agit d&#39;une erreur dans la saisie des num&eacute;ros , r&eacute;essayez &agrave; nouveau, si l&#39;erreur se confirme alors :<br /><br />- Essayez si cela est possible d&#39;un autre poste ou avec une autre carte bancaire<br />- Contactez votre &eacute;tablissement bancaire pour savoir si ce dernier ne bloque pas le r&egrave;glement</p><p>- Vous d&eacute;passez peut-&ecirc;tre le plafond de votre carte bancaire<br />- Optez pour le paiement par ch&egrave;que<br />- En dernier recours , appelez le service commercial</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//paiement-securise-pxl-80.html</guid>  <pubDate>2011-01-08 13:31:45</pubDate>  <SKU>80</SKU></item><item>  <title><![CDATA[Réception de commande]]></title>  <link>http://www.quartierdesjantes.com//reception-de-commande-pxl-79.html</link>  <description><![CDATA[<p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Puis-je savoir avec pr&eacute;cision lorsque ma commande va &ecirc;tre livr&eacute;e ?</span></span></p><p id="p1" style="">Il nous est malheureusement impossible de vous dire par avance l&#39;heure &agrave; laquelle le transporteur va vous livrer. Les soci&eacute;t&eacute;s de transport ne sont pas habilit&eacute; &agrave; appeler chaque client qu&#39;ils ont &agrave; livrer.</p><p>NB: Votre statut de commande affiche &quot;finalis&eacute;e&quot; le jour de la demande en exp&eacute;dition.<br />&nbsp;</p><p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Le transporteur s&#39;est pr&eacute;sent&eacute; en mon absence, que faire pour r&eacute;cuperer mon colis ?</span></span></p><p id="p2" style="">Si le transporteur se pr&eacute;sente &agrave; l&#39;adresse de livraison et qu&#39;il n&#39;y a personne, ce dernier &agrave; pour consigne de laisser un avis de passage dans la boite aux lettres. Ainsi, il vous suffira de le recontacter afin qu&#39;il programme une seconde livraison en fonction de ses disponibilit&eacute;s ou eventuellement que vous alliez chercher le colis &agrave; son d&eacute;p&ocirc;t.</p><p style="">Si aucun avis n&#39;est d&eacute;pos&eacute;, ce dernier reprendra contact avec vous en fonction de leurs disponibilit&eacute;s.</p><p>&nbsp;</p><p><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Que faire si le site indique que ma commande est partie et que je n&#39;ai rien au bout de 10 jours ? </span></span></p><p id="p3" style="">Si au bout de 10 jours et apres le d&eacute;part de votre commande et donc de la r&eacute;ception de la facture votre colis n&#39;est pas livr&eacute;, vous pourrez contacter notre service logistique afin qu&#39;il g&egrave;re le probleme. Ce service fera les d&eacute;marches aupr&egrave;s du transporteur afin que vous soyez livr&eacute; dans les plus brefs d&eacute;lais.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Que faire si la commande est incompl&egrave;te ?</span></span></p><p id="p4" style="">Si le transporteur se pr&eacute;sente avec une livraison incompl&egrave;te, il est imp&eacute;ratif d&#39;&eacute;mettre une r&eacute;serve aupr&egrave;s de ce dernier, c&#39;est &agrave; dire de marquer sur le bon que vous fait signer le transporteur, le nombre de pneus ou jantes receptionn&eacute;es ainsi que le nombre de pneus ou jantes manquants. Ceci nous permettra de vous livrer au plus vite le reste de la commande.</p><p><br /><br /><span class="a_faq" style="font-weight: bold;"><span style="color: rgb(255, 140, 0);">Que faire si les produits pr&eacute;sent&eacute;s par le transporteur ne correspondent pas &agrave; ce que j&#39;ai command&eacute; ?</span></span></p><p id="p5" style="">Cela reste extremement rare, mais si le cas se pr&eacute;sente, il vous faudra refuser la commande et marquer sur le bon que vous fait signer le transporteur &quot;erreur de commande&quot;. Nous ferons le n&eacute;cessaire de notre c&ocirc;t&eacute; pour vous livrer la bonne marchandise dans les meilleurs d&eacute;lais.</p><p style="">&nbsp;</p><p style="">&nbsp;</p><p style=""><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//reception-de-commande-pxl-79.html</guid>  <pubDate>2011-01-08 13:15:02</pubDate>  <SKU>79</SKU></item><item>  <title><![CDATA[utilisation du site]]></title>  <link>http://www.quartierdesjantes.com//utilisation-du-site-pxl-78.html</link>  <description><![CDATA[<div class="inner-box separate-box"><h3><span style="color: rgb(255, 140, 0);">Des Questions ? Des R&eacute;ponses... </span></h3><p>Cette F.A.Q a pour but de r&eacute;pondre le plus rapidemment et le plus simplement possible aux questions que vous vous posez. S&eacute;lectionnez la rubriques qui vous int&eacute;r&eacute;sse.</p></div><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/paiement-securise-pxl-80.html"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/paiement_securise.jpg" style="width: 158px; height: 171px;" />&nbsp;&nbsp;</a>&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; <a href="http://www.quartierdesjantes.com/reception-de-commande-pxl-79.html"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Livraison-pneu.jpg" style="width: 91px; height: 128px;" />&nbsp;</a>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp; <a href="http://www.quartierdesjantes.com/utilisation-du-site-pxl-81.html"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/aide-pc.jpg" style="width: 104px; height: 104px;" /> &nbsp;</a>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p><p>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p><p><strong>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <a href="http://www.quartierdesjantes.com/paiement-securise-pxl-80.html">Paiement s&eacute;curis&eacute;&nbsp;&nbsp;</a>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <a href="http://www.quartierdesjantes.com/reception-de-commande-pxl-79.html">R&eacute;ception de commande&nbsp;</a>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <a href="http://www.quartierdesjantes.com/utilisation-du-site-pxl-81.html">Utilisation du site </a></strong></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/disponibilite-et-delai-pxl-82.html">&nbsp;&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Livraison.jpg" style="width: 154px; height: 154px;" /></a></p><p><a href="http://www.quartierdesjantes.com/disponibilite-et-delai-pxl-82.html"><strong>&nbsp;&nbsp; Disponibilit&eacute; et d&eacute;lai</strong></a></p><p>&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//utilisation-du-site-pxl-78.html</guid>  <pubDate>2011-01-08 13:08:12</pubDate>  <SKU>78</SKU></item><item>  <title><![CDATA[MENTIONS LEGALES]]></title>  <link>http://www.quartierdesjantes.com//mentions-legales-pxl-77.html</link>  <description><![CDATA[<h2 align="center">MENTIONS LEGALES</h2><p>Les informations et recommandations (&quot;Informations&quot;) disponibles sur ce serveur www (World Wide Web) vous sont propos&eacute;es en toute bonne foi. Ces informations sont cens&eacute;es &ecirc;tre correctes au moment o&ugrave; vous en prenez connaissance. Toutefois, Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es ne sont ni repr&eacute;sentantes ni garantes du caract&egrave;re exhaustif et de l&#39;exactitude de ces informations. Vous assumez pleinement les risques li&eacute;s au cr&eacute;dit que vous leur accordez. Ces informations vous sont fournies &agrave; la condition que vous ou toute autre personne qui les recevez puissiez d&eacute;terminer leur int&eacute;r&ecirc;t pour un objectif pr&eacute;cis avant de les utiliser. En aucun cas, Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es ne sont responsables des dommages susceptibles de r&eacute;sulter du cr&eacute;dit accord&eacute; &agrave; ces informations, de leur utilisation ou de l&#39;utilisation d&#39;un produit auquel elles font r&eacute;f&eacute;rence. Ces informations ne doivent pas &ecirc;tre consid&eacute;r&eacute;es comme des recommandations pour l&#39;utilisation d&#39;informations, de produits, de proc&eacute;dures, d&#39;&eacute;quipements ou de formulations qui seraient en contradiction avec un brevet, un copyright ou une marque d&eacute;pos&eacute;e. Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es d&eacute;clinent toute responsabilit&eacute;, expresse ou implicite, si l&#39;utilisation de ces informations venait &agrave; contrevenir &agrave; un brevet, un copyright ou une marque d&eacute;pos&eacute;e. Aucune garantie, expresse ou implicite, n&#39;est donn&eacute;e quant &agrave; la nature marchande des informations fournies, ni quant &agrave; leur ad&eacute;quation &agrave; une finalit&eacute; d&eacute;termin&eacute;e, ainsi qu&#39;en ce qui concerne les produits auxquels il est fait r&eacute;f&eacute;rence dans ces informations. En aucun cas, Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es ne s&#39;engagent &agrave; mettre &agrave; jour ou &agrave; corriger les informations qui seront diffus&eacute;es sur Internet ou sur leurs serveurs web. De m&ecirc;me, Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es se r&eacute;servent le droit de modifier ou de corriger le contenu de son site &agrave; tout moment sans pr&eacute;avis.</p><h4>Cr&eacute;dit photos :</h4><p>Phototh&egrave;que Quartier des jantes : / El&eacute;ments graphiques : Fotolia, Jean-Charles<br /><br /><strong>R&eacute;alisation du site :</strong><br /><br />- <strong>Conception &amp; design :</strong> Cr&eacute;ation web design.<br />- <strong>Conception technique &amp; d&eacute;veloppement :</strong> Cr&eacute;ation web design<br /><br /><strong>Soci&eacute;t&eacute; &eacute;ditrice du site :</strong><br />Jantes Online<br />Siret : 52854144400014<br /><br /><br /><strong>H&eacute;bergement&nbsp;:</strong></p><p align="justify"><strong>CREATIONS-WEB</strong></p><p align="justify">18 Quai du Commandant Malbert<br />Hall B - 1er &eacute;tage</p><p align="justify">29200 BREST - France</p><h4>Droits d&#39;auteur</h4><p>Toutes les informations sur ce serveur web (documents contenus dans le site) sont la propri&eacute;t&eacute; de Jantes Online / Quartier des jantes, Les &eacute;l&eacute;ments graphiques et le design du site sont la propri&eacute;t&eacute; de Jantes online et sont soumises aux lois prot&eacute;geant le droit d&#39;auteur d&egrave;s lors qu&#39;elles sont mises &agrave; la disposition du public sur ce serveur web. Les copies des documents contenus dans ce site ne peuvent &ecirc;tre faites qu&#39;&agrave; titre d&#39;information et exclusivement pour un seul usage strictement priv&eacute;. Aucune licence, ni aucun droit que celui de consulter le site, n&#39;est conf&eacute;r&eacute; &agrave; quiconque au regard des droits de propri&eacute;t&eacute; intellectuelle. La reproduction des documents du site est autoris&eacute;e &agrave; des fins exclusives d&#39;information pour un usage personnel et priv&eacute; : toute reproduction et toute utilisation de copie r&eacute;alis&eacute;e &agrave; d&#39;autres fins est express&eacute;ment interdite.</p><h4>Signes distinctifs</h4><p>Sauf mention contraire, les d&eacute;nominations sociales, les logos, les produits et marques cit&eacute;s dans ce site web sont la propri&eacute;t&eacute; de Quartier des jantes ou de ses partenaires. Ils ne peuvent &ecirc;tre utilis&eacute;s sans l&#39;autorisation &eacute;crite pr&eacute;alable de Jantes online ,Quartier des jantes.</p><h4>Donn&eacute;es personnelles</h4><p>Les donn&eacute;es personnelles que nous pourrions &ecirc;tre amen&eacute;s &agrave; recueillir sont exclusivement destin&eacute;es &agrave; la Direction de la Communication de Jantes online pour vous permettre de profiter des services offerts par le site. Aucune information personnelle vous concernant n&rsquo;est c&eacute;d&eacute;e &agrave; des tiers ou utilis&eacute;e &agrave; des fins non pr&eacute;vues. Conform&eacute;ment &agrave; la loi Informatique et Libert&eacute; du 6 janvier 1978, vous disposez d&#39;un droit d&#39;acc&egrave;s, de modification, de rectification et de suppression des donn&eacute;es personnelles que nous pourrions &ecirc;tre amen&eacute;s &agrave; recueillir (Art. 34 de la loi &quot;Informatique et Libert&eacute;s&quot;).<br /><br /><strong>Pour l&#39;exercer, adressez-vous au :</strong><br /><br />Service commercial, qui vous communiquera l&rsquo;adresse postal &agrave; joindre</p><h4>Engagement de l&#39;utilisateur</h4><p>Chaque visiteur du site Quartier des jantes ou des sites de ses filiales et entit&eacute;s affili&eacute;es qui fournit des informations &agrave; Quartier des jantes, consent &agrave; Quartier des jantes l&#39;int&eacute;gralit&eacute; des droits transf&eacute;rables relatifs &agrave; cette information et autorise Quartier des jantes &agrave; en faire l&#39;usage qui lui plaira. Les informations ainsi fournies par les visiteurs seront consid&eacute;r&eacute;es comme non confidentielles, et devront &ecirc;tre exactes, licites et ne pas nuire aux int&eacute;r&ecirc;ts des tiers.</p><h4>Liens hypertexte</h4><p>Quartier des jantes et ses filiales d&eacute;clinent formellement toute responsabilit&eacute; quant aux contenus des sites vers lesquels elles offrent des liens. Ces liens sont propos&eacute;s aux utilisateurs du site web Quartier des jantes ou des sites web de ses filiales et entit&eacute;s affili&eacute;es en tant que service. La d&eacute;cision d&#39;activer les liens appartient exclusivement aux utilisateurs du web.</p><h4>Cr&eacute;dit photos :</h4><p>Phototh&egrave;que Quartier des jantes : / El&eacute;ments graphiques : Fotolia, Jean-Charles<br /><br /><strong>R&eacute;alisation du site :</strong><br /><br />- <strong>Conception &amp; design :</strong> Cr&eacute;ation web design.<br />- <strong>Conception technique &amp; d&eacute;veloppement :</strong> Cr&eacute;ation web design<br /><br /><strong>Soci&eacute;t&eacute; &eacute;ditrice du site :</strong><br />Jantes Online<br />Siret : 52854144400014<br /><br /><br /><strong>H&eacute;bergement&nbsp;:</strong></p><p align="justify"><strong>CREATIONS-WEB</strong></p><p align="justify">18 Quai du Commandant Malbert<br />Hall B - 1er &eacute;tage</p><p align="justify">29200 BREST - France</p><p align="justify">&nbsp;</p><p align="justify"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//mentions-legales-pxl-77.html</guid>  <pubDate>2011-01-05 15:55:37</pubDate>  <SKU>77</SKU></item><item>  <title><![CDATA[PARTENAIRES]]></title>  <link>http://www.quartierdesjantes.com//partenaires-pxl-76.html</link>  <description><![CDATA[<p>&nbsp;</p><p><!-- Début du code annuaire Motorlegend - Merci de ne rien modifier --></p><p style="text-align: center;"><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 168px; height: 118px;" /></a></p><p>&nbsp;</p><p><span style="color: rgb(255, 0, 0);"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/automobile.jpg" style="width: 707px; height: 31px;" /></span></p><p>&nbsp;</p><p><a href="http://www.ousurfer.com" target="_blank"><img alt="Ousurfer.com" border="0" src="http://www.ousurfer.com/images/selection.gif" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.motorlegend.com/annuaire-automobile/" style="color: rgb(0, 0, 0); font-size: 10px;" target="_blank">&nbsp;&nbsp; <img alt="Annuaire Automobile Motorlegend.com" border="0" src="http://www.motorlegend.com/annuaire-automobile/img/motorlegend-100n.gif " style="border: 0px none; width: 125px; height: 37px;" /></a>&nbsp;&nbsp;&nbsp;<br />&nbsp;&nbsp;&nbsp; <code><a href="http://www.motorlegend.com/annuaire-automobile/" style="color: rgb(0, 0, 0); font-size: 10px;" target="_blank"> Annu</a></code><code><a href="http://www.motorlegend.com/annuaire-automobile/" style="color: rgb(0, 0, 0); font-size: 10px;" target="_blank">aire Motorlegend </a> <!-- Fin du code annuaire Motorlegend --></code></p><p>&nbsp;</p><p>&nbsp; &nbsp; <a href="http://www.annonces-automobile.com/"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/annonces-automobile.jpg" style="width: 124px; height: 104px;" /></a></p><p>&nbsp;</p><p>Forum <a href="http://forum-tuning.fr/" title="Communauté francophone de passionnés de personnalisation auto">Tuning</a> , <a href="http://forum-tuning.fr/" title="Communauté francophone de passionnés de personnalisation auto">Partenaire Exclusif de Quartierdesjantes</a></p><p><a alt="www.blog-vsp.com" href="http://www.blog-vsp.com" target="_blank" title="www.blog-vsp.com"><img border="0" src="http://www.blog-vsp.com/img/logo200X200.gif" style="width: 146px; height: 112px;" />Blog-VSP.com : </a><a alt="www.blog-vsp.com" href="http://www.blog-vsp.com/" target="_blank" title="www.blog-vsp.com">parlons voiture sans permis</a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.trouves-tout.com/" target="_blank"><img border="0" height="60" src="http://www.trouves-tout.com/ban/ban120.jpg" width="120" /></a></p><p><a alt="www.blog-vsp.com" href="http://www.blog-vsp.com" target="_blank" title="www.blog-vsp.com"><br /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.japancar.fr" target="_blank">&nbsp;&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/japancar_logo.gif" style="width: 131px; height: 64px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://camping-car.explorado.com/" title="camping-car occasion">&nbsp;&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/exploradocampingcar.gif" style="width: 128px; height: 87px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.ta-voiture.com/">&nbsp;&nbsp; <img border="0" src="http://www.ta-voiture.com/images/ta-voiture-gd.jpg" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.auto-annuaire.net/" title="referencement annuaire">Referencement annuaire automobile</a></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.web-automobile.com/index.html" title="Web-automobile.com Le Forum Auto Moto">&nbsp;&nbsp; <img alt="Web-automobile.com Le Forum Auto Moto" border="0" src="http://www.web-automobile.com/images/ban_web_automobile_com.gif" style="width: 197px; height: 25px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><div><a href="http://www.auto-collection.org" target="_blank">&nbsp;&nbsp; <img alt="L'annuaire auto-collection.org" border="0" height="40" src="http://www.auto-collection.org/images_fx/logoACnw.gif" width="120" /></a></div><div>&nbsp;</div><div>&nbsp;</div><p><a href="http://www.annuaire-auto.com" mce_href="http://www.annuaire-auto.com" onclick="win=window.open(this.href,'_blank'); if(win) return false;" title="Annuaire Auto"><img alt="Annuaire Auto" border="0" mce_src="http://www.annuaire-auto.com/images/12060.gif" src="http://www.annuaire-auto.com/images/12060.gif" style="width: 117px; height: 59px;" /> .</a></p><p>&nbsp;</p><p><a href="http://www.siteannonce.fr" target="_blank" title="Annonces Gratuites"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/siteinternet.jpg" style="width: 278px; height: 63px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.automobile-sportive.com/"><img alt="L'AUTOMOBILE SPORTIVE, le portail des voitures de sport" border="0" src="http://www.automobile-sportive.com/images/logos/logo300.gif" style="width: 177px; height: 52px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.voituretteonline.fr/"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo_voituretteOnline.gif" style="width: 181px; height: 46px;" /></a></p><p>&nbsp;</p><p><a href="http://voiture.wipikit.fr"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/home-logo.gif" style="width: 238px; height: 73px;" /></a></p><p>&nbsp;</p><p><a href="http://annuaire.tribords.com">Annuaire web</a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://annuaire.pro/voiture/"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/annuaire-pro.jpg" style="width: 200px; height: 40px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.guide-automobile.com/"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/annuaire-auto.gif" style="width: 200px; height: 26px;" /> .</a></p><p>&nbsp;</p><p><a href="http://www.waaaouh.com/annuaire/" target="_blank" title="Annuaire Waaaouh"><img alt="Waaaouh : annuaire et digg-like" border="0" src="http://www.waaaouh.com/images/annuaire-waaaouh-120x90.png" /></a></p><p>&nbsp;</p><p><a href="http://www.waaaouh.com/annuaire/quartier-des-jantes-s14847.html">Quartier des jantes sur Waaaouh</a></p><p>&nbsp;</p><p><a href="http://www.s2prod.net/discount-p1-383.html"> <img alt="Discount" border="0" height="15" src="http://www.s2prod.net/s2prod_80x15.gif" title="Discount" width="80" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.recherchezici.com" title="Moteur de recherche français gratuit"><strong>Recherchez Ici</strong></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.moteur2recherche.fr" title=" Moteur de Recherche "><strong>Moteur 2 Recherche </strong></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.trouvetoo.net/" title="annuaire">Annuaire de sites</a> | <a href="http://www.trouvetoo.net/annuaire-achat-en-ligne.html" title="achat-en-ligne">achat-en-ligne</a> |<script language=javascript src='http://www.trouvetoo.net/tracking/track.php?site=8072e512102b794c08f3479a856c0796'></script><a href="http://www.rachatdecredit.org" title="rachat de crédits">renegociation de credit</a></p><p>&nbsp;</p><p><a href="http://www.rachatdecredit.org">Rachat credit</a> et <a href="http://ptannonce.free.fr/annuaireimmobilier.php3">annuaire immobilier&nbsp;&nbsp;&nbsp; .</a></p><p>&nbsp;</p><p><a href="http://www.annuaire-web-france.com/vote-annuaire-web-france.php?id_site_vote=53544" target="_blank"><img alt="Annuaire Web France" border="0" height="35" src="http://www.annuaire-web-france.com/images/logo-annuaire-web-france.gif" width="120" /></a><noscript><a href="http://www.annuaire-web-france.com/annuaire-auto-moto.php">Annuaire Auto / Moto</a> <a href="http://www.annuaire-web-france.com">Annuaire Web</a></noscript></p><p>&nbsp;</p><p><a href="http://www.mirti.com/"><img alt="Annuaire de référencement" src="http://www.mirti.com/images/referencement.gif" /></a></p><p>&nbsp;</p><p>&nbsp;<!-- Fin Logo zvoon --></p><!-- Logo zvoon--><style type="text/css">#zvoon {color:#FFFFFF;margin:2px;padding:1px;width:140px; height:52px;background-color:#C3120C;font-size:20px;text-align:center;border:1px dashed #4169E1;}#zvoon a {color: #FFFFFF;}</style><div id="zvoon"><div style="float: left; width: 138px;"><a href="http://www.zvoon.net/" title="referencement gratuit"><b>Annuaire Gratuit</b></a></div><div style="overflow: hidden; float: left; width: 138px; padding-top: 5px; height: 20px; font-size: 14px;"><a href="http://www.oovacances.com/">Locations Vacances</a> <a href="http://www.immo-en-france.fr/">Immo particulier</a> France <a href="http://www.zone-annonces.net/">annonces gratuites</a> <a href="http://www.immo-entre-particuliers.com/">immo entre particuliers</a> <a href="http://www.oovacances.fr/">vacances France</a> <a href="http://www.01vacances.eu/">vacances</a> Europe <a href="http://www.zone-annonces.com/">annonces particuliers</a> <a href="http://www.oovoyages.com/">comparateur voyages</a> <a href="http://www.ooimmobilier.com/">immobilier</a> France <a href="http://www.actimania.fr/">petites annonces</a> gratuites <a href="http://www.immeo.fr/">immobilier</a> particulier</div></div><p><!-- Fin Logo zvoon --><!-- Logo KELSITE --></p><style type="text/css">#ks {color:#000099;margin:2px;padding:1px;width:140px; height:68px;background-color:#33AAFF;font-size:20px;text-align:center;border:3px solid #0659AD;}#ks a {color: #000099;}</style><p><br />&nbsp;</p><p>&nbsp;</p><div id="ks"><div style="float: left; width: 138px;"><a href="http://www.kelsite.eu/" title="Annuaire gratuit KELSITE"><b>Annuaire Francophone</b></a></div><div style="overflow: hidden; float: left; width: 138px; padding-top: 5px; height: 20px; font-size: 14px;"><a href="http://www.zone-annonces.com/">Annonces France</a> <a href="http://www.vacances-particuliers.info/">Locations vacances</a> <a href="http://www.ooimmobilier.com/">Immobilier France</a> <a href="http://www.immo-entre-particuliers.com/">Immo particuliers</a> <a href="http://www.immeo.fr/">Immo France</a> <a href="http://www.oovacances.com/">locations vacances</a> <a href="http://www.topvacances.eu/">TOP Vacances</a> <a href="http://www.oovoyages.com/">Voyages</a> <a href="http://www.ski-vacances.fr/">SKI</a> <a href="http://www.oovacances.fr/">Vacances France</a> <a href="http://www.top-locations-vacances.com/">Top Locations</a> <a href="http://www.immo-en-france.fr/">Immo France</a> <a href="http://www.destinations-vacances.com/">destinations vacances</a></div></div><!-- Fin Logo KELSITE --><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.techniconnexion.com/forum"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/techni-connexion.png" style="width: 149px; height: 58px;" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.auto-sport.com" target="_blank"><img border="0" height="25" src="http://www.auto-sport.com/images/autosportlong.gif" width="400" />&nbsp; .</a></p><p>&nbsp;</p><!-- début du code liendur.be --><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.zagaz.com/"><img alt="Comparer les prix du carburant sur Zagaz" height="31" src="http://www.zagaz.com/img/fr/ban/ban88-02.gif" width="88" />&nbsp; .</a></p><p>&nbsp;</p><p>&nbsp;</p><div style="border: 1px solid rgb(3, 191, 251); padding: 1px; color: rgb(0, 0, 0); width: 145px; background-color: rgb(255, 255, 153); font-size: 11px; font-family: arial,sans-serif; text-align: center;">S&eacute;lectionn&eacute; par <a href="http://www.letrouveur.com/" style="font-size: 12px; font-weight: bold; text-decoration: none; color: rgb(0, 51, 102);" target="_blank"><br /><b>letrouveur.com</b></a><a href="http://www.letrouveur.com/cat1387-commandes-en-ligne.php" style="font-size: 10px; color: rgb(0, 51, 102);" target="_blank"><br />Annuaire commandes-en-ligne</a></div><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.moteurshopping.com" target="_blank"><img alt="www.moteurshopping.com :  LE guide shopping !" border="0" src="http://www.moteurshopping.com/Media/MoteurShopping90x45.gif" /></a></p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.promoliens.com">Annuaire Internet</a></p><p>&nbsp;</p><p><a href="http://www.luberonweb.com" target="_blank" title="Vacances Luberon &amp; Provence. Direct propriétaires !"><img alt="Vacances Luberon &amp; Provence. Direct propriétaires !" border="0" height="30" src="http://www.luberonweb.com/images/90_30.jpg" width="90" /></a></p><p>&nbsp;</p><p><a href="http://www.annuaire-backlink.com" target="_blank" title="annuaire backlink"><img alt="annuaire backlink" border="0" height="31px" src="http://www.annuaire-backlink.com/images/88-31.gif" width="88px" /></a></p><p>&nbsp;</p><p><!-- début du code liendur.com --><a href="http://www.liendur.com/" target="_blank" title="annuaire">Annuaire</a> <a href="http://www.liendur.com/boutique-en-ligne-346-1.html" target="_blank" title="Boutique en ligne sur liendur.com">Boutique en ligne</a><!-- fin du code liendur --></p><p>&nbsp;</p><p><a href="http://www.ivisite.com/?in=7245">accessoires Automobile</a></p><p>&nbsp;</p><p><a href="http://forum.web-automobile.com" title="Forum Auto Moto Web-automobile.com "><img alt="Forum Auto Moto Web-automobile.com" border="0" src="http://www.web-automobile.com/images/ban_web_automobile_com.gif" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//partenaires-pxl-76.html</guid>  <pubDate>2010-12-30 14:20:15</pubDate>  <SKU>76</SKU></item><item>  <title><![CDATA[NOS ENGAGEMENT]]></title>  <link>http://www.quartierdesjantes.com//nos-engagement-pxl-75.html</link>  <description><![CDATA[<h2 align="center">NOS ENGAGEMENTS</h2><p>&nbsp;</p><p><strong>Le leader de la jantes alu sur le Web en Europe .<br />Afin de r&eacute;pondre &agrave; la satisfaction de nos clients notre &eacute;quipe met tout en oeuvre afin de respecter certains engagements</strong><br /><br /><strong>Le Prix :</strong><br />Il est tr&egrave;s important pour la totalit&eacute; de nos clients.<br />Pour cette raison Quartierdesjantes.com s&#39;efforce &agrave; maintenir les prix les plus bas et ceux toute l&#39;ann&eacute;e.</p><p>Pour vous Quartierdesjantes aligne ses prix et rembourse la diff&eacute;rence si vous trouvez moins cher ailleurs *<br /><br /><strong>Le Stock :</strong><br />Quartierdesjantes vous propose pr&ecirc;t de 20.000 jantes en stock disponibles imm&eacute;diatement mais aussi pr&ecirc;t de 4.000.000 de pneus disponibles aupr&egrave;s de nos partenaires directement stock&eacute;s en France.<br />L&#39;&eacute;tendu de la gamme est imbattable, vous y trouverez pneus auto, utilitaire, 4x4 pour les pneumatiques mais aussi toutes les plus grandes marques de jantes. Plus r&eacute;cemment nous avons m&ecirc;me ajout&eacute; &agrave; votre disposition une gamme de jantes Quad.<br /><br /><strong>La Qualit&eacute; :</strong><br />Toutes les jantes propos&eacute;es sur le site Quartierdesjantes sont garanties 24 mois par la soci&eacute;t&eacute;.<br />Nous proc&eacute;dons &agrave; un contr&ocirc;le qualit&eacute; avant chaque d&eacute;part afin de vous garantir un produit parfait.<br />Tous nos produits jantes ou pneus sont neufs et nous s&eacute;lectionnons uniquement des pneus portant la norme UE afin de vous garantir le plus grand s&eacute;rieux pour votre s&eacute;curit&eacute;.</p><p>&nbsp;</p><p><strong>Le Paiement s&eacute;curis&eacute; :</strong><br />Quartierdesjantes a choisi un partenaire de confiance, s&ucirc;rement les meilleurs dans le domaine pour garantir la securit&eacute; de votre paiement , avec la BNP PARIBAS vous b&eacute;n&eacute;ficiez d&rsquo;une connexion crypt&eacute;e s&eacute;curis&eacute;e.<br />Les r&egrave;glements sont directement effectu&eacute;s aupr&egrave;s des serveurs bancaires.<br />Notre site ne conserve aucune donn&eacute;e bancaire, ni aucun num&eacute;ro de carte bancaire afin de vous assurer une protection maximal.<br /><br /><strong>Les Livraisons :</strong><br />Les d&eacute;lais indiqu&eacute;s sur le site sont des d&eacute;lais moyens et correspondent aux d&eacute;lais de validation, de pr&eacute;paration et d&rsquo;exp&eacute;dition de votre commande (sortie de stock et des entrep&ocirc;ts ).<br />A partir de deux jantes ou deux pneus la livraison vous est offerte sous les d&eacute;lais indiqu&eacute;s sur le site. Ce d&eacute;lai est donn&eacute; &agrave; titre indicatif et non contractuel.<br /><br /><strong>Le Montage :</strong><br />Quartierdesjantes vous propose de vous livrer vos jantes et pneus directement pr&ecirc;t &agrave; monter sur votre v&eacute;hicule. L&#39;option montage, valvage et &eacute;quilibrage est propos&eacute;e <em><strong>au meilleur tarif possible</strong></em> (45&euro; soit 11.25&euro;/pneu)<br />Vous pouvez &eacute;galement faire livrer vos jantes ou pneus dans un de nos centres de montage partenaires assurant une prise de rendez-vous direct &agrave; r&eacute;ception de la marchandise.<br /><br /><strong>Un centre d&rsquo;appel Fran&ccedil;ais :</strong><br /><br />Notre soci&eacute;t&eacute; &eacute;tant Fran&ccedil;aise nous avons gard&eacute; notre Hotline en France ! Notre &eacute;quipe qualifi&eacute;e &agrave; la vente de la jante alu et du pneumatiques r&eacute;pondra &agrave; toutes vos questions. N&#39;h&eacute;sitez pas &agrave; nous contacter pour toutes questions.</p><p>&nbsp;</p><p><strong>La protection de l&rsquo;environnement :</strong><br />Quartierdesjantes, en revendeur de produits manufactur&eacute;s &agrave; choisi de faire confiance &agrave; son partenaire adh&eacute;rant &agrave; un &eacute;co-organisme. Ainsi en achetant vos pneus chez Quartierdesjantes vous &ecirc;tes sure de payer la taxe de participation aux recyclages des pneumatiques. ( inclut dans le prix affich&eacute; )<br /><br />* Voir conditions</p>]]></description>  <guid>http://www.quartierdesjantes.com//nos-engagement-pxl-75.html</guid>  <pubDate>2010-12-30 13:57:22</pubDate>  <SKU>75</SKU></item><item>  <title><![CDATA[Mansory]]></title>  <link>http://www.quartierdesjantes.com//mansory-pxl-74.html</link>  <description><![CDATA[<table align="center" border="0" cellpadding="0" cellspacing="0" width="689"><tbody><tr><td><img height="63" src="http://www.quartierdesjantes.com/template/images/images/mansory_h.jpg" width="689" /></td></tr><tr><td><a href="http://www.quartierdesjantes.com/accessoires-mansory-xsl-1725.html"><img height="270" src="http://www.quartierdesjantes.com/template/images/images/mansory_g.jpg" width="378" /></a><a href="http://www.quartierdesjantes.com/jantes-mansory-xsl-1724.html"><img height="270" src="http://www.quartierdesjantes.com/template/images/images/mansory_d.jpg" width="311" /></a></td></tr><tr><td background="http://www.quartierdesjantes.com/template/images/images/mansory_m.jpg" class="mansory_h" height="39">Les accessoires Mansory :</td></tr><tr><td class="mansory_m">Faites l&rsquo;achat d&#39;accessoires Mansory en ligne et profitez de prix imbattable et d&#39;une livraison rapide.<br /><br />Des spoilers, bas de caisse, ailerons, &eacute;chappement haut de gamme avec la marque MANSORY disponible chez Quartier des jantes. Vous avez une FERRARI, une MASERATI ou une Porsche ? D&eacute;couvrez ici tous les accessoires Mansory adaptables &agrave; votre v&eacute;hicule : chez Quartier des Jantes, nous vous proposons pour chaque voiture exclusives des accessoires sp&eacute;cifiques. Nous vous conseillons de faire monter les accessoires chez votre concessionnaire.<br />&nbsp;</td></tr><tr><td background="http://www.quartierdesjantes.com/template/images/images/mansory_m.jpg" class="mansory_h" height="39">Les jantes Mansory :</td></tr><tr><td class="mansory_m"><p>Faites l&rsquo;achat de vos jantes en ligne et profitez de la marque Mansory.</p><p><br />Des jantes tuning haut de gamme avec la marque Mansory disponible chez Quartier des jantes. Vous avez une Bentley, une Rolls royce ou une Porsche ? D&eacute;couvrez ici toutes les jantes Mansory adaptables &agrave; votre v&eacute;hicule : chez Quartier des Jantes, nous vous proposons pour chaque voiture exclusives des jantes alu sp&eacute;cifique &agrave; vos donn&eacute;es constructeur. En commandant votre pack de jantes en ligne, vous b&eacute;n&eacute;ficierez de nos nombreux services et de nos prix imbattables.<br />Vous pouvez &eacute;galement choisir des pneumatiques afin de recevoir un pack jantes complet pret &agrave; monter.</p></td></tr><tr><td><img height="21" src="http://www.quartierdesjantes.com/template/images/images/mansory_b.jpg" width="689" /></td></tr></tbody></table><br />]]></description>  <guid>http://www.quartierdesjantes.com//mansory-pxl-74.html</guid>  <pubDate>2010-11-09 14:29:49</pubDate>  <SKU>74</SKU></item><item>  <title><![CDATA[Jantes RS]]></title>  <link>http://www.quartierdesjantes.com//jantes-rs-pxl-73.html</link>  <description><![CDATA[<p><img alt="" src="../images/Image/Image/RS.jpg" style="width: 239px; height: 167px;" /></p><p><br />Quartier des jantes distributeur de <strong>jantes pas ch&egrave;res</strong> en ligne vous parle de la marque de jantes RS disponible sur notre site de vente en ligne,<br /><br />Les jantes RS sont fabriqu&eacute;es en Chine dans une usine dernier cri de 2009. Surpris par une tel qualit&eacute; de fabrication et d&#39;innovation nous avons d&eacute;cid&eacute; de proposer toute la gamme de jante RS.<br />La marque RS propose des jantes pas ch&egrave;res de tr&egrave;s bonne fabrication, la technologie est moderne et le design est toujours des plus innovants.<br />La marque proposent beaucoup de jantes adaptables sur la plus grande partie des v&eacute;hicules et 4x4.<br /><br /><br />Des jantes de qualit&eacute; &agrave; prix discount c&#39;est la devise de la marque de jantes RS<br /><br />Notre boutique en ligne de jantes propose la gamme RS &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits RS pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : RS b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser RS, c&#39;est pour la simple est bonne raison que c&#39;est un produit d&#39;appel tr&egrave;s demand&eacute;. Que vous cherchiez &agrave; &eacute;quiper votre Audi, votre Mercedes , votre Volkswagen ou votre Bmw pas cher les jantes discounts RS sont faites pour vous.</p><p><br />Les garanties quartierdesjantes sur toutes nos jantes en ventes sont de 24 mois .... alors pourquoi h&eacute;siter ?<br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.</p><p>&nbsp;</p><p><img alt="" src="../images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-rs-pxl-73.html</guid>  <pubDate>2010-10-28 17:44:47</pubDate>  <SKU>73</SKU></item><item>  <title><![CDATA[Jantes Mansory]]></title>  <link>http://www.quartierdesjantes.com//jantes-mansory-pxl-72.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/mansory_logo.jpg" style="width: 295px; height: 69px;" /></p><p>&nbsp;</p><p>Vous pouvez desormais faire l&#39;achat de jantes et accessoires MANSORY en ligne sur un site Fran&ccedil;ais.</p><p>&nbsp;</p><p>Toute la gamme Mansory est disponible sur commande sur le site : www.quartierdesjantes.com</p><p>Quartier des jantes est un revendeur Fran&ccedil;ais officiel de la c&eacute;l&eacute;bre marque de Tuning Mansory.</p><p>&nbsp;</p><p>Notre &eacute;quipe de sp&eacute;cialiste est &agrave; votre &eacute;coute. N&#39;h&eacute;sitez pas &agrave; nous poser toutes les questions que vous vous posez sur un &eacute;quipement de la marque Mansory.</p><p>&nbsp;</p><p>Le d&eacute;lai moyen de livraison pour des jantes Mansory est de 7 jours, quand au d&eacute;lai de livraison pour un &eacute;quipement : parchoc, aileron, bas de caisse , ... est lui de 10 jours apr&egrave;s validation de votre commande.</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/mansory-pxl-74.html">Disponible ici -- Jante et accessoires Mansory </a></p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-mansory-pxl-72.html</guid>  <pubDate>2010-10-28 17:43:57</pubDate>  <SKU>72</SKU></item><item>  <title><![CDATA[Jantes FOX Racing]]></title>  <link>http://www.quartierdesjantes.com//jantes-fox-racing-pxl-71.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-FOX.png" style="width: 950px; height: 290px;" /></p><p><br />Quartier des jantes distributeur de <strong>jantes pas ch&egrave;res</strong> en ligne vous parle de la marque de <a href="http://www.quartierdesjantes.com/fox-m-145.html">jantes FOX</a> disponible sur notre site de vente en ligne,<br /><br />Les jantes FOX sont fabriqu&eacute;es en Chine dans une usine dernier cri. Surpris par une tel qualit&eacute; de fabrication et d&#39;innovation nous avons d&eacute;cid&eacute; de proposer toute la gamme de jante Fox.<br />La <a href="http://www.quartierdesjantes.com/fox-m-145.html">marque FOX</a> propose des jantes pas ch&egrave;res de tr&egrave;s bonne fabrication, la technologie est moderne et le design est toujours des plus innovants.<br />La marque proposent beaucoup de jantes adaptables sur la plus grande partie des v&eacute;hicules<br /><br /><br />Des jantes de qualit&eacute; &agrave; prix discount c&#39;est la devise de la marque de <a href="http://www.quartierdesjantes.com/fox-m-145.html">jantes FOX</a><br /><br />Notre boutique en ligne de jantes propose la gamme FOX &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits FOX pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : FOX b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser FOX, c&#39;est pour la simple est bonne raison que c&#39;est un produit d&#39;appel tr&egrave;s demand&eacute;. Que vous cherchiez &agrave; &eacute;quiper votre Audi, votre Mercedes , votre Volkswagen ou votre Bmw pas cher les <a href="http://www.quartierdesjantes.com/fox-m-145.html">jantes discounts FOX</a> sont faites pour vous.</p><p><br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com"><img alt="" src="../images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-fox-racing-pxl-71.html</guid>  <pubDate>2010-10-28 17:43:15</pubDate>  <SKU>71</SKU></item><item>  <title><![CDATA[Stocker vos pneus]]></title>  <link>http://www.quartierdesjantes.com//dossier-stocker-vos-pneus-pxl-19_70.html</link>  <description><![CDATA[<p><strong>&nbsp;<br />Si vous devez stocker vos pneus, nous vous communiquons quelques conseils &agrave; respecter ,</strong></p><p><strong>vos pneus dureront plus longtemps ! </strong></p><p>&nbsp;</p><p>Conseils avant de changer vos pneus:&nbsp;</p><p>marquez d&#39;abord &agrave; la craie le sens de roulement et la position dans laquelle les pneus &eacute;taient install&eacute;s <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_stockage pneu.jpg" style="width: 282px; height: 425px; float: right;" /></p><p>(par ex. DG = devant gauche, AD = arri&egrave;re droit).</p><p>&nbsp;</p><p>Ensuite, proc&eacute;dez &agrave; un nettoyage complet des pneus et enlevez les graviers ou d&eacute;bris. Les pneus doivent &ecirc;tre stock&eacute;s dans un endroit sec, frais et sombre, loin de toute huile, essence, mati&egrave;res grasses ou produits chimiques qui pourraient attaquer le m&eacute;lange de caoutchouc de vos pneus.</p><p>&nbsp;</p><p><br />Les pneus sur jantes ne doivent pas &ecirc;tre pos&eacute;s &agrave; la verticale, mais suspendus ou stock&eacute;s &agrave; plat (id&eacute;alement sur une palette en bois) afin de permettre un passage d&#39;air.<br /><br />Les pneus seuls, par contre, doivent &ecirc;tre stock&eacute;s &agrave; la verticale et tourn&eacute;s l&eacute;g&egrave;rement une fois par mois pour &eacute;viter des points de pression. Dans ce cas pr&egrave;cis, il faut &eacute;viter de les suspendre ou de les empiler.<br /><br />Avant la remise en service des pneus stock&eacute;s, il est conseill&eacute; de faire contr&ocirc;ler les &eacute;ventuelles d&eacute;t&eacute;riorations, l&#39;usure, la profondeur des sculptures ou l&#39;&eacute;quilibrage. Ce service est propos&eacute; par tous les commer&ccedil;ants sp&eacute;cialis&eacute;s.</p><p>Vous &eacute;viterez ainsi une usure anormale ou une prise de risque inutile.<br /><br />&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><em><strong>Conseil Quartier des jantes </strong></em></span><br /><br />Beaucoup de distributeurs en pneus offrent &agrave; tarifs concurrentiels un service de stockage appropri&eacute; &agrave; vos pneus.</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-stocker-vos-pneus-pxl-19_70.html</guid>  <pubDate>2010-10-19 17:35:56</pubDate>  <SKU>70</SKU></item><item>  <title><![CDATA[Nettoyage de vos pneus]]></title>  <link>http://www.quartierdesjantes.com//dossier-nettoyage-de-vos-pneus-pxl-19_69.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_nettoyagepneus.jpg" style="width: 284px; height: 422px; float: right;" /></p><p><span style="font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Nettoyage des pneus.</strong></span></span><br /><br />Et oui, un pneu doit &eacute;galement &ecirc;tre nettoy&eacute; occasionnellement.</p><p>Ce nettoyage est toutefois particuli&egrave;rement important avant le stockage.</p><p>C&#39;est &agrave; dire lors du changement pneus hiver / pneus &eacute;t&eacute;.<br /><br />&nbsp;&nbsp;&nbsp; * N&#39;utilisez pas de produits de nettoyage contenant des solvants ou des huiles, ils nuisent au caoutchouc !<br />&nbsp;&nbsp;&nbsp; * Le nettoyage devra se faire &agrave; l&#39;eau claire additionn&eacute;e de savon ou de d&eacute;tergent.<br /><br />Si vous utilisez des appareils de nettoyage &agrave; haute pression lors du lavage du v&eacute;hicule, veuillez prendre les pr&eacute;cautions suivantes :<br /><br />&nbsp;&nbsp;&nbsp; * Les pneus ne doivent jamais &ecirc;tre nettoy&eacute;s avec une buse ronde<br />&nbsp;&nbsp;&nbsp; * Lors du nettoyage avec une buse plate ou une &quot;fraise de d&eacute;crassage&quot;, une distance minimale de 20 cm doit &ecirc;tre observ&eacute;e.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-nettoyage-de-vos-pneus-pxl-19_69.html</guid>  <pubDate>2010-10-19 17:17:34</pubDate>  <SKU>69</SKU></item><item>  <title><![CDATA[Livraison de vos jantes]]></title>  <link>http://www.quartierdesjantes.com//livraison-de-vos-jantes-pxl-66.html</link>  <description><![CDATA[<div id="content"><h1>Livraison</h1><p>&nbsp;</p><p><strong><span style="font-weight: bold;">La soci&eacute;t&eacute; Quartier des jantes vous livre</span> vos jantes tr&egrave;s rapidement, pneus et pack jantes complet dans plusieurs pays ! </strong></p><div class="delivery-block"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/livraison.jpg" style="width: 200px; height: 167px;" /><p>Les jantes sont livr&eacute;s &agrave; l&#39;adresse de livraison stipul&eacute; par le client lors de la validation de sa commande. <span class="blue">Les livraisons ont lieu du lundi au vendredi, de 8H00 &agrave; 18H &agrave; l&#39;adresse de livraison stipul&eacute; sur votre commande et garantie par des professionnels : GLS, DHL, MAZET, GEODIS, CALBERSON</span></p><p>&nbsp;</p><p>La livraison de vos jantes est effectu&eacute;e entre 2 &agrave; 8 jours ouvr&eacute;s ( en fonction du produit et de l&#39;entrep&ocirc;t de d&eacute;part )</p><p>Nous vous informons qu&#39;il n&#39;y &agrave; pas de num&eacute;ro de suivit pour les jantes depuis le site internet.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></div><div class="delivery-block"><img alt="" src="http://static.1001pneus.fr/images/templates/delivery/pneu.png" /><p>Pour une commande de pneus seuls, ils sont livr&eacute;s attach&eacute;s par paires ou seuls dans le cas d&#39;une commande de pneus &agrave; l&#39;unit&eacute;. <span class="blue">Le d&eacute;lai de livraison est de 2 </span><span class="blue">(deux)</span><span class="blue"> &agrave; 5 </span><span class="blue">(cinq)</span><span class="blue"> jours ouvr&eacute;s. </span></p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></div><div class="delivery-block"><img alt="" src="http://static.1001pneus.fr/images/templates/delivery/transport.png" /><p>Si personne n&#39;est pr&eacute;sent &agrave; l&#39;adresse de livraison, pas de panique ! Le transporteur vous appel avant livraison afin de s&#39;en informer ou vous laissera un avis de passage dans le cas contraire. Il vous sera donc possible de le contacter afin de convenir d&#39;une nouvelle livraison.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></div><div class="delivery-block"><p><img alt="" src="http://static.1001pneus.fr/images/templates/delivery/chrono.png" /></p><p>Si la livraison ne s&#39;effectue pas dans le d&eacute;lai donn&eacute; &agrave; titre indicatif, nous vous invitons &agrave; contacter le service livraison disponible par mail depuis la page d&#39;accueil du site dans la partie &quot; contact &quot; avec votre num&eacute;ro de commande. un retour vpous sera fait dans les plus bref d&eacute;lai.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p></div><div class="delivery-block"><img alt="" src="http://static.1001pneus.fr/images/templates/delivery/warning.png" /><p><strong>Cas particuliers : </strong></p><p>&nbsp;</p><p><strong>Livraison en Corse :</strong></p><p>&nbsp;</p><p>D&eacute;lai 4 &agrave; 8 jours ouvr&egrave;s , tarif : 35&euro; ttc</p><p>&nbsp;</p><p><strong>Livraison en Belgique, Suisse, Luxembourg : </strong></p><p>&nbsp;</p><p><span style="font-size:12px;">La livraison de vos jantes et ou pneumatiques en Belgique et Luxembourg est factur&eacute; 15&euro; ttc.</span></p><p><span style="font-size:12px;">La livraison est r&eacute;alis&eacute;e par nos partenaires : DHL, UPS, ...</span></p><p><span style="font-size: 12px;">La livraison en Suisse n&#39;est disponible que pour les Pneumatiques, non disponible pour les jantes.</span></p><p>&nbsp;</p><p><span style="font-size: 12px;">D&eacute;lai de livraison de 5 &agrave; 10 jours.</span></p><p>&nbsp;</p><p><strong>Livraison dans les DOM-TOM :</strong></p><p>&nbsp;</p><p><span style="font-size: 12px;">La livraison de vos jantes et ou pneumatiques en DOM-TOM est &eacute;tabli sur mesure en fonction de la taille de vos jantes et/ou pneumatiques. Nous contacter avant commande.</span></p><p><span style="font-size: 12px;">La livraison est r&eacute;alis&eacute;e par notre partenaire Premier Air Courier qui r&eacute;pond &eacute;troitement &agrave; nos imp&eacute;ratifs de qualit&eacute;, le d&eacute;lai de livraison varie de 5 &agrave; 15 jours maximum en fonction de la commande.</span></p><p>&nbsp;</p><p>Il est &eacute;galement possible de livrer gratuitement la marchandise chez votre mandataire afin qu&#39;il vous livre votre marchandise en Dom-tom</p><p class="blue">Contactez nos &eacute;quiopes par mail pour un devis et plus d&#39;information</p><p class="blue">&nbsp;</p><p class="blue">&nbsp;</p><p class="blue">&nbsp;</p><table border="0" cellpadding="0" cellspacing="0" width="100%"><tbody><tr><td><p><span style="font-size:12px;"><em>Les d&eacute;lais sont donn&eacute;s &agrave; titre indicatif , en jours ouvr&eacute;s et d&eacute;pendent du stock disponible, week-end et jour f&eacute;ri&eacute;.</em></span></p><p><span style="font-size:12px;"><em>Nous informons notre aimable client&egrave;le qu&#39;&agrave; chaque r&eacute;ception de colis le client doit imp&eacute;rativement inspecter minutieusement la marchandise. Aucune r&eacute;clamation ne pourra avoir lieu apr&egrave;s r&eacute;ception de la marchandise si aucune r&eacute;serve n&#39;a &eacute;tait faite.</em></span></p></td></tr><tr><td>&nbsp;</td></tr></tbody></table></div><div class="delivery-block">&nbsp;</div></div>]]></description>  <guid>http://www.quartierdesjantes.com//livraison-de-vos-jantes-pxl-66.html</guid>  <pubDate>2010-09-28 17:18:19</pubDate>  <SKU>66</SKU></item><item>  <title><![CDATA[Centre de montage]]></title>  <link>http://www.quartierdesjantes.com//centre-de-montage-pxl-65.html</link>  <description><![CDATA[<p>&nbsp;</p><p><span style="font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Faites livrer vos jantes dans une de nos stations de montage.</strong></span></span></p><p>&nbsp;</p><p>La livraison de vos <strong>jantes et pneumatiques</strong> dans nos stations de montage est un moyen simple de se faire livrer sans intervention de votre part.</p><p>&nbsp;</p><p>Plus besoin d&#39;attendre &agrave; son domicile.</p><p>Plus d&#39;avis de passage du service de livraison en cas d&#39;absence de votre part.</p><p>&nbsp;</p><p><em><strong><span style="color: rgb(255, 140, 0);">Exemple : Vous choisissez une station de montage proche de chez vous, nous faisons livrer vos jantes dans ce centre de montage, d&egrave;s r&eacute;ception de vos jantes le garagiste vous appel pour vous pr&eacute;venir. Vous pouvez donc vous rendre sur place lorsque vous en avez le temps. </span></strong></em></p><p>&nbsp;</p><p>Voici les &eacute;tapes pour connaitre les stations de montage proche de chez vous :</p><p>&nbsp;</p><p>1 <img alt="" src="../images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Cr&eacute;ez votre panier.</p><p>2 <img alt="" src="../images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Finaliser votre panier</p><p>3&nbsp;<img alt="" src="../images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Lorsque l&#39;on vous demande l&#39;adresse de livraison contactez nos service commercial au : <strong>0 892 430 700</strong></p><p><span style="font-size: 11px;">(Nous allons vous communiquer les adresses les plus proches de chez vous mais aussi les moins cher)</span></p><p>4&nbsp;<img alt="" src="../images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Vous rentrez l&#39;adresse du centre de montage dans l&#39;adresse de livraison</p><p>5&nbsp;<img alt="" src="../images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Validez et payez votre panier.</p><p>&nbsp;</p><p>Votre commande nous est donc envoy&eacute;e.</p><p>&nbsp;</p><p>Votre <strong>pack jantes</strong>, ou <strong>pneumatiques</strong> arrivera donc entre 2 &agrave; 7 jours dans notre centre de montage partenaire.</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="../images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//centre-de-montage-pxl-65.html</guid>  <pubDate>2010-08-31 13:50:32</pubDate>  <SKU>65</SKU></item><item>  <title><![CDATA[Création pack jantes + pneus]]></title>  <link>http://www.quartierdesjantes.com//creation-pack-jantes-pneus-pxl-64.html</link>  <description><![CDATA[<p>&nbsp;</p><p><span style="font-size: 14px;"><span style="color: rgb(255, 140, 0);"><strong>Comment cr&eacute;er son pack jantes + pneumatiques ? </strong></span></span></p><p>&nbsp;</p><p>Rien de plus simple, nous disposons de plusieurs centre de montage avec des techniciens qualifi&eacute;s dans nos entrep&ocirc;ts de stockage.</p><p>&nbsp;</p><p>Voici les &eacute;tapes pour cr&eacute;er votre <strong>pack jantes</strong> complet&nbsp; en quelques minutes :</p><p>&nbsp;</p><p>1 <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> :&nbsp; S&eacute;lectionner vos <strong>jantes</strong> et ajoutez les &agrave; votre panier.</p><p>2 <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : S&eacute;lectionner vos <strong>pneus</strong> dans la s&eacute;lection pneumatiques et ajoutez les dans votre panier.</p><p><span style="font-size: 9px;">( Th&eacute;oriquement vous avez donc dans votre panier 4 jantes et 4 pneumatiques de votre choix)</span></p><p>&nbsp;</p><p>3&nbsp;<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Vous pouvez donc valider votre panier de fa&ccedil;on &agrave; le finaliser.</p><p>4&nbsp;<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Arrivez &agrave; l&#39;&eacute;tape de livraison vous choisissez l&#39;option : &quot; montage, valvage, &eacute;quilibrage&quot; factur&eacute; 45&euro; ttc</p><p>5&nbsp;<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 15px; height: 15px;" /> : Validez et payez votre panier.</p><p>&nbsp;</p><p>Votre commande nous est donc envoy&eacute;e.</p><p>&nbsp;</p><p>Votre pack arrivera donc chez vous pr&ecirc;t &agrave; monter sur votre v&eacute;hicule.</p><p>Plus besoin de se rendre dans un centre de montage et de payer un &eacute;quilibrage + montage.</p><p>&nbsp;</p><p>D&eacute;lai de livraison : 7 &agrave; 10 jours ouvr&eacute;s maximum</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p><p>&nbsp;</p><p>Si toutefois vous n&#39;arrivez pas &agrave; cr&eacute;er votre pack jantes tout seul, n&#39;h&eacute;sitez pas &agrave; contacter notre service commercial</p><p>au 0 811 621 907. Nous pourrons alors vous assister dans vos d&eacute;marches.</p>]]></description>  <guid>http://www.quartierdesjantes.com//creation-pack-jantes-pneus-pxl-64.html</guid>  <pubDate>2010-08-31 13:25:22</pubDate>  <SKU>64</SKU></item><item>  <title><![CDATA[Garantie de nos jantes]]></title>  <link>http://www.quartierdesjantes.com//garantie-de-nos-jantes-pxl-63.html</link>  <description><![CDATA[<p>Toutes nos jantes sont garanties 2 ans.</p><p>Quartier des jantes vous offre une garantie suppl&eacute;mentaire , exclusif sur internet.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/40-1600x1200-uwd_nc1.JPG" style="width: 150px; height: 113px;" /></p><p>&nbsp;</p><p>Cette garantie est une exclusivit&eacute; quartier des jantes qui est pris en charge par notre soci&eacute;t&eacute;. Unique sur internet</p><p>&nbsp;</p><p>La garantie comprend :</p><p>&nbsp;</p><p>* Fissures anormales dans l&#39;aliage</p><p>* Casse anormal</p><p>* saut de vernis</p><p>&nbsp;</p><p>&nbsp;</p><p>La garantie n&#39;est pas valable en cas de choc anormal, coup ou accident. La soci&eacute;t&eacute; Quartierdesjantes s&#39;autorise le droit d&#39;acception ou de refus du dossier apr&egrave;s &eacute;tude des photographies de la jante par le constructeur.</p><p>&nbsp;</p><p>Ainsi vous pouvez vous rassurez et commander vos jantes en toute tranquilit&eacute;.</p><p>Les jantes alu pas ch&egrave;res disponibles sur notre site dispose d&#39;un contr&ocirc;le qualit&eacute; avant chaque d&eacute;part ainsi coupl&eacute; avec cette extension de garantie gratuite, vous pourrez contaster que jantes pas ch&egrave;res ou jantes discount ne rime pas avec bas de gamme.</p><p>&nbsp;</p><p>Nous vous souhaitons bonne route ...</p><p>&nbsp;</p><p>L&#39;&eacute;quipe de Quartier des jantes</p>]]></description>  <guid>http://www.quartierdesjantes.com//garantie-de-nos-jantes-pxl-63.html</guid>  <pubDate>2010-06-30 14:00:27</pubDate>  <SKU>63</SKU></item><item>  <title><![CDATA[Jantes HARRY HAUSEN]]></title>  <link>http://www.quartierdesjantes.com//jantes-harry-hausen-pxl-62.html</link>  <description><![CDATA[<p><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-harry-hausen-pxl-62.html</guid>  <pubDate>2010-06-09 10:31:51</pubDate>  <SKU>62</SKU></item><item>  <title><![CDATA[Jantes MAK]]></title>  <link>http://www.quartierdesjantes.com//jantes-mak-pxl-61.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU MAK.png" style="width: 950px; height: 191px;" /><br /><br />&nbsp;</p><p>Foncez d&eacute;couvrir les mod&egrave;les MAK disponibles sur : www.quartierdesjantes.com<br /><br />Vous demandez des jantes de jeunes designeur ?<br />C&#39;est bien l&agrave; qu&#39;il faut regarder , la gamme de <a href="http://www.quartierdesjantes.com/mak-m-152.html"><strong>jantes MAK </strong></a>est une petite marque de tr&egrave;s haute qualit&eacute;</p><p style="text-align: center;"><br /><br /><br /><strong>DECOUVREZ LA COLLECTION DE <a href="http://www.quartierdesjantes.com/mak-m-152.html">JANTES MAK</a> SUR <a href="http://www.quartierdesjantes.com">QUARTIERDESJANTES.COM</a></strong></p><p><br />Une fois encore,&nbsp; l&#39;&eacute;quipe &agrave; travaill&eacute; une ann&eacute;e enti&egrave;re pour cr&eacute;er les designs les plus originaux et trouver les proc&eacute;d&eacute;s de fabrication les plus pointus. Le r&eacute;sultat ? C&rsquo;est une ligne de mod&egrave;les de jantes uniques aux finitions somptueuses cr&eacute;&eacute;e sp&eacute;cialement pour vous.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>LA SOCIETE</strong></span><br /><br />La soci&eacute;t&eacute; n&rsquo;a pour l&rsquo;instant qu&rsquo;une br&egrave;ve histoire, mais son &eacute;quipe est constitu&eacute;e des plus jeunes designers, des ing&eacute;nieurs les plus exp&eacute;riment&eacute;s et d&rsquo;artisans au savoir-faire incomparable. Les ann&eacute;es pr&eacute;c&eacute;dentes ont prouv&eacute; que leur travail vous a plu, alors que la marque de jante pas cher MAK a rencontr&eacute; un vif succ&egrave;s aupr&egrave;s des passionn&eacute;s d&rsquo;automobile. L&#39;&eacute;quipe de MAK am&eacute;liore constamment les produits pour r&eacute;pondre parfaitement &agrave; vos attentes. Leur satisfaction est leur but ultime.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>CONCU EN FRANCE</strong></span><br /><br />La mode et la joaillerie ont toujours &eacute;t&eacute; des disciplines d&rsquo;excellence en France. Les Jantes de la marque MAK sont con&ccedil;ues en France, car ils pensent qu&rsquo;elles ont tout en commun avec ces domaines. Chacune de leurs jantes est dessin&eacute;e par un v&eacute;ritable artiste qui s&rsquo;attache &agrave; cr&eacute;er des courbes parfaites et des traits pr&eacute;cis. Seul un projet sur 300 est retenu et conduira &agrave; un design abouti. Comme pour tout projet de haute technologie, l&rsquo;innovation technique est l&rsquo;essence de l&rsquo;avant-garde. Les ing&eacute;nieurs cherchent de nouvelles id&eacute;es tous les jours afin de donner de nouvelles possibilit&eacute;s &agrave; nos designers et faire de des jantes MAK de v&eacute;ritables chefs d&rsquo;&oelig;uvres. Comme en joaillerie, les derniers ajustements sont laiss&eacute;s &agrave; des artisans qui maitrisent les secrets du chrome et de l&rsquo;aluminium, qui r&eacute;alisent les finitions &agrave; la main.<br />C&rsquo;est cela qui donne a ces jantes UNE NOUVELLE DIMENSION.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>TECHNOLOGIE</strong></span><br /><br />Les jantes MAK sont d&rsquo;une seule pi&egrave;ce.<br />Le coulage des jantes est le proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Ceci peur &ecirc;tre r&eacute;alis&eacute; de diff&eacute;rentes mani&egrave;res : Bien entendu, ce n&rsquo;est pas si simple que cela y parait. Mais en pr&ecirc;tant attention aux d&eacute;tails, il est possible d&rsquo;avoir des r&eacute;sultats fantastiques. Ce type de fabrication est le plus courant.<br /><strong>Moulage</strong><br />C&rsquo;est &eacute;galement un proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Mais alors que certains fabricants utilisent uniquement la gravit&eacute;, d&rsquo;autres utilisent des syst&egrave;mes de pression pour l&rsquo;injection d&rsquo;aluminium fondu. Une fois la jante moul&eacute;e, elle est envoy&eacute;e en finition.<br /><strong>Finitions</strong><br />Les flancs sont propos&eacute;s en diff&eacute;rentes finitions, du brillant aux variations de couleurs, en passant par des combinaisons de poli et d&eacute;poli.<br /><br /><br />Notre boutique en ligne de jantes propose la gamme MAK &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits MAK du 17&quot; au 22&quot; pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : MAK b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser MAK, c&#39;est parce que nous avons &eacute;t&eacute; &eacute;merveill&eacute;s par la passion de ces jeunes designeurs qui font un travaille remarquable et qui propose une gamme de jante avec des per&ccedil;age difficile &agrave; trouver (ex: 6x114.3). Que vous cherchiez &agrave; &eacute;quiper votre MMitsubishi, votre Land rover , votre 4x4 ou votre Mercedes les jantes pas cher MAK sont faites pour vous.</p><p><br />Les garanties quartierdesjantes sur toutes nos jantes en ventes sont de 24 mois .... alors pourquoi h&eacute;siter ?</p><p>&nbsp;</p><p>La gamme de jantes MAK :</p><p>&nbsp;</p><p>&nbsp;</p><p>Toutes cette gamme de jantes MAK est disponible au meilleur tarif garantie</p><p><strong>Veuillez donc nous contacter pour obtenir un devis de <a href="http://www.quartierdesjantes.com/mak-m-152.html">jantes MAK</a>, Vous serez surpris du tarif ! </strong></p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-mak-pxl-61.html</guid>  <pubDate>2010-05-22 14:24:36</pubDate>  <SKU>61</SKU></item><item>  <title><![CDATA[Jantes Advanti]]></title>  <link>http://www.quartierdesjantes.com//jantes-advanti-pxl-60.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo_advanti.gif" style="width: 178px; height: 93px;" /><br /><br /><strong>Foncez d&eacute;couvrir les mod&egrave;les Advanti disponibles sur : www.quartierdesjantes.com</strong><br /><br />Vous demandez des <a href="http://www.quartierdesjantes.com">jantes</a> de jeunes designeur ? Modernes ? pas ch&egrave;res , ...?&nbsp;<br />C&#39;est bien l&agrave; qu&#39;il faut regarder , la gamme de jante Advanti est une petite marque montante .</p><p style="text-align: center;"><br /><br /><strong>DECOUVREZ LA COLLECTION 2009/2010 DE JANTES ADVANTI SUR www.quartierdesjantes.com</strong></p><p><br />Une fois encore,&nbsp; l&#39;&eacute;quipe &agrave; travaill&eacute; une ann&eacute;e enti&egrave;re pour cr&eacute;er les designs les plus originaux et trouver les proc&eacute;d&eacute;s de fabrication les plus pointus. Le r&eacute;sultat ? C&rsquo;est une ligne de mod&egrave;les de jantes uniques aux finitions somptueuses cr&eacute;&eacute;e sp&eacute;cialement pour vous.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>LA SOCIETE</strong></span><br /><br />La soci&eacute;t&eacute; n&rsquo;a pour l&rsquo;instant qu&rsquo;une br&egrave;ve histoire, mais son &eacute;quipe est constitu&eacute;e des plus jeunes designers, des ing&eacute;nieurs les plus exp&eacute;riment&eacute;s et d&rsquo;artisans au savoir-faire incomparable. Les ann&eacute;es pr&eacute;c&eacute;dentes ont prouv&eacute; que leur travail vous a plu, alors que la marque de jante pas cher Advanti a rencontr&eacute; un vif succ&egrave;s aupr&egrave;s des passionn&eacute;s d&rsquo;automobile. L&#39;&eacute;quipe de Advanti am&eacute;liore constamment les produits pour r&eacute;pondre parfaitement &agrave; vos attentes. Leur satisfaction est leur but ultime.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>CONCU EN FRANCE</strong></span><br /><br />La mode et la joaillerie ont toujours &eacute;t&eacute; des disciplines d&rsquo;excellence en France. Les Jantes de la marque Advanti sont con&ccedil;ues en France, car ils pensent qu&rsquo;elles ont tout en commun avec ces domaines. Chacune de leurs jantes est dessin&eacute;e par un v&eacute;ritable artiste qui s&rsquo;attache &agrave; cr&eacute;er des courbes parfaites et des traits pr&eacute;cis. Seul un projet sur 300 est retenu et conduira &agrave; un design abouti. Comme pour tout projet de haute technologie, l&rsquo;innovation technique est l&rsquo;essence de l&rsquo;avant-garde. Les ing&eacute;nieurs cherchent de nouvelles id&eacute;es tous les jours afin de donner de nouvelles possibilit&eacute;s &agrave; nos designers et faire de des jantes Advanti de v&eacute;ritables chefs d&rsquo;&oelig;uvres. Comme en joaillerie, les derniers ajustements sont laiss&eacute;s &agrave; des artisans qui maitrisent les secrets du chrome et de l&rsquo;aluminium, qui r&eacute;alisent les finitions &agrave; la main.<br />C&rsquo;est cela qui donne a ces jantes UNE NOUVELLE DIMENSION.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>TECHNOLOGIE</strong></span><br /><br />Les jantes Advanti sont d&rsquo;une seule pi&egrave;ce.<br />Le coulage des jantes est le proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Ceci peur &ecirc;tre r&eacute;alis&eacute; de diff&eacute;rentes mani&egrave;res : Bien entendu, ce n&rsquo;est pas si simple que cela y parait. Mais en pr&ecirc;tant attention aux d&eacute;tails, il est possible d&rsquo;avoir des r&eacute;sultats fantastiques. Ce type de fabrication est le plus courant.<br /><strong>Moulage</strong><br />C&rsquo;est &eacute;galement un proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Mais alors que certains fabricants utilisent uniquement la gravit&eacute;, d&rsquo;autres utilisent des syst&egrave;mes de pression pour l&rsquo;injection d&rsquo;aluminium fondu. Une fois la jante moul&eacute;e, elle est envoy&eacute;e en finition.<br /><strong>Finitions</strong><br />Les flancs sont propos&eacute;s en diff&eacute;rentes finitions, du brillant aux variations de couleurs, en passant par des combinaisons de poli et d&eacute;poli.<br /><br /><br />Notre boutique en ligne de jantes propose la gamme Advanti &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits Advanti du 15&quot; au 17&quot; pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Advanti b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les <a href="http://www.quartierdesjantes.com/">jantes</a> aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser Advanti, c&#39;est parce que nous avons &eacute;t&eacute; &eacute;merveill&eacute;s par la passion de ces jeunes designeurs qui font un travaille remarquable. Que vous cherchiez &agrave; &eacute;quiper votre Peugeot, votre Daewoo , votre Honda ou votre Mercedes les jantes pas cher Advanti sont faites pour vous.</p><p><br />Les garanties quartierdesjantes sur toutes nos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">jantes</a> en ventes sont de 24 mois .... alors pourquoi h&eacute;siter ?<br /><br /><br /><strong>Rendez-vous sur www.quartierdesjantes.com pour visialiser et acheter une jante Advanti pas cher au meilleur prix !</strong></p><p>&nbsp;</p><p>&nbsp;</p><p>La gamme de jantes Advanti :</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI BURN</a></p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI BURTON</a></p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI AGUSTA</a></p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI NEO</a></p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI REVO</a></p><p><a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">ADVANTI SECA</a></p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-advanti-pxl-60.html</guid>  <pubDate>2010-05-22 14:13:33</pubDate>  <SKU>60</SKU></item><item>  <title><![CDATA[Jantes Infiny]]></title>  <link>http://www.quartierdesjantes.com//jantes-infiny-pxl-59.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-INFINY.png" style="width: 950px; height: 193px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p>Foncez d&eacute;couvrir les mod&egrave;les Infiny disponibles sur : <a href="http://www.quartierdesjantes.com">www.quartierdesjantes.com</a><br /><br />Vous demandez des jantes de jeunes designeur ?<br />C&#39;est bien l&agrave; qu&#39;il faut regarder , la gamme de <a href="http://www.quartierdesjantes.com/infiny-m-142.html">jante Infiny</a> est la marque montante .</p><p style="text-align: center"><br /><br /><strong>DECOUVREZ LA COLLECTION DE <a href="http://www.quartierdesjantes.com/infiny-m-142.html">JANTES INFINY</a> SUR QUARTIERDESJANTES.COM</strong></p><p><br />Une fois encore,&nbsp; l&#39;&eacute;quipe &agrave; travaill&eacute; une ann&eacute;e enti&egrave;re pour cr&eacute;er les designs les plus originaux et trouver les proc&eacute;d&eacute;s de fabrication les plus pointus. Le r&eacute;sultat ? C&rsquo;est une ligne de mod&egrave;les de jantes uniques aux finitions somptueuses cr&eacute;&eacute;e sp&eacute;cialement pour vous.<br /><br /><span style="color: rgb(255,140,0)"><strong>LA SOCIETE</strong></span><br /><br />La soci&eacute;t&eacute; n&rsquo;a pour l&rsquo;instant qu&rsquo;une br&egrave;ve histoire, mais son &eacute;quipe est constitu&eacute;e des plus jeunes designers, des ing&eacute;nieurs les plus exp&eacute;riment&eacute;s et d&rsquo;artisans au savoir-faire incomparable. Les ann&eacute;es pr&eacute;c&eacute;dentes ont prouv&eacute; que leur travail vous a plu, alors que la marque de jante pas cher Infiny a rencontr&eacute; un vif succ&egrave;s aupr&egrave;s des passionn&eacute;s d&rsquo;automobile. L&#39;&eacute;quipe d&#39;Infiny am&eacute;liore constamment les produits pour r&eacute;pondre parfaitement &agrave; vos attentes. Leur satisfaction est leur but ultime.<br /><br /><span style="color: rgb(255,140,0)"><strong>CONCU EN FRANCE</strong></span><br /><br />La mode et la joaillerie ont toujours &eacute;t&eacute; des disciplines d&rsquo;excellence en France. Les Jantes de la marque Infiny sont con&ccedil;ues en France, car ils pensent qu&rsquo;elles ont tout en commun avec ces domaines. Chacune de leurs jantes est dessin&eacute;e par un v&eacute;ritable artiste qui s&rsquo;attache &agrave; cr&eacute;er des courbes parfaites et des traits pr&eacute;cis. Seul un projet sur 300 est retenu et conduira &agrave; un design abouti. Comme pour tout projet de haute technologie, l&rsquo;innovation technique est l&rsquo;essence de l&rsquo;avant-garde. Les ing&eacute;nieurs cherchent de nouvelles id&eacute;es tous les jours afin de donner de nouvelles possibilit&eacute;s &agrave; nos designers et faire de des jantes Infiny de v&eacute;ritables chefs d&rsquo;&oelig;uvres. Comme en joaillerie, les derniers ajustements sont laiss&eacute;s &agrave; des artisans qui maitrisent les secrets du chrome et de l&rsquo;aluminium, qui r&eacute;alisent les finitions &agrave; la main.<br />C&rsquo;est cela qui donne a ces jantes UNE NOUVELLE DIMENSION.<br /><br /><span style="color: rgb(255,140,0)"><strong>TECHNOLOGIE</strong></span><br /><br />Les jantes infiny sont d&rsquo;une seule pi&egrave;ce.<br />Le coulage des jantes est le proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Ceci peur &ecirc;tre r&eacute;alis&eacute; de diff&eacute;rentes mani&egrave;res : Bien entendu, ce n&rsquo;est pas si simple que cela y parait. Mais en pr&ecirc;tant attention aux d&eacute;tails, il est possible d&rsquo;avoir des r&eacute;sultats fantastiques. Ce type de fabrication est le plus courant.<br /><strong>Moulage</strong><br />C&rsquo;est &eacute;galement un proc&eacute;d&eacute; qui consiste &agrave; verser de l&rsquo;aluminium fondu dans un moule. Mais alors que certains fabricants utilisent uniquement la gravit&eacute;, d&rsquo;autres utilisent des syst&egrave;mes de pression pour l&rsquo;injection d&rsquo;aluminium fondu. Une fois la jante moul&eacute;e, elle est envoy&eacute;e en finition.<br /><strong>Finitions</strong><br />Les flancs sont propos&eacute;s en diff&eacute;rentes finitions, du brillant aux variations de couleurs, en passant par des combinaisons de poli et d&eacute;poli.<br /><br /><br />Notre boutique en ligne de jantes propose la gamme Infiny &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits Infiny pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Infiny b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser Infiny, c&#39;est parce que nous avons &eacute;t&eacute; &eacute;merveill&eacute;s par la passion de ces jeunes designeurs qui font un travaille remarquable. Que vous cherchiez &agrave; &eacute;quiper votre Peugeot, votre Fiat , votre Alfa romeo ou votre Bmw les jantes pas cher Infiny sont faites pour vous.<br /><br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.</p><p>&nbsp;</p><p>Toutes la gamme de <a href="http://www.quartierdesjantes.com/infiny-m-142.html">jantes Infiny</a> est disponible sur notre site.</p><p><strong>Si certaines jantes sont absentes sachez que nous pouvons les obtenirs sur commande aux meilleurs tarifs. Vous serez surpris du tarif ! </strong></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-infiny-pxl-59.html</guid>  <pubDate>2010-05-22 14:07:39</pubDate>  <SKU>59</SKU></item><item>  <title><![CDATA[Jantes Cesam]]></title>  <link>http://www.quartierdesjantes.com//jantes-cesam-pxl-58.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-Cesam.jpg" style="width: 184px; height: 60px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><strong><span style="font-size: 14px;">Pr&eacute;sentation de la Marque de jantes Cesam</span></strong></span><br /><br />Leader du tuning en France et n&deg;1 des tendances depuis plus de 16 ans. Vous trouverez ici les plus belles jantes alu du march&eacute; : Cesam Sport, Parotech, 2Hot, TSW, Amalio ou Konig, tous les designs et toutes les finitions dont vous r&ecirc;vez sont ici (jante alu, jante noir, finition noir mat / alu, blanc, etc.). Le royaume de la jante tuning c&rsquo;est ici !<br /><br /><br />Mais Quartierdesjantes c&rsquo;est bien plus que de la jante alu : vous souhaitez un pack jantes et pneus ? Gr&acirc;ce &agrave; notre stock important et &agrave; nos stations de montage en usine, nous sommes en mesure de vous fournir cela : Pack jantes + pneus, Pack Style, Pack &eacute;t&eacute;, Pack Hiver, Pack Sport,<br /><br /><strong><em><span style="color: rgb(255, 140, 0);"><span style="font-size: 14px;">les chiffres cesam :</span></span></em></strong><br /><br />500 m&sup2; de bureaux<br />35 employ&eacute;s<br />4000m&sup2; d&#39;entrepots<br />60.000 jantes en stock<br />100.000 pneus en stock<br />+ de 500 colis envoy&eacute; chaque jours<br /><br /><br /><br />Que vous ayez une voiture r&eacute;cente type Peugeot 207, Fiat 500, Mini, Renault M&eacute;gane, Renault Clio, Renault Twingo, Citro&euml;n C3, Citro&euml;n C4, Peugeot 308, Ford Fiesta, Volkswagen Golf VI ou Volkswagen Polo, ou des best-sellers comme les Peugeot 106. 205. 206, les Renault Super 5 GT Turbo, les Citro&euml;n Saxo, les Golf 1 Golf 2 Golf 3 Golf 4 ou Golf 5, ou bien une Honda Civic, une BMW, une Audi, bref, quelque soit la marque nous avons forc&eacute;ment au moins une jante disponible pour votre voiture.<br /><br />La jante alu est le m&eacute;tier de Cesam depuis plus de 16 ans maintenant, et comparer les prix avec des jantes t&ocirc;les, vous verrez que vous y gagnez ! En terme de prix, mais surtout en terme de look, de qualit&eacute; de poids, nous pouvons &eacute;quiper des v&eacute;hicules du 13&ldquo; au 24&ldquo;.<br /><br />Vous pouvez retrouver les photos de tous les showcar jantes : Subaru STi Yokohama, Aussi S8 Parotech, 206CC Parotech, 300C Norev, Mustang Cesam, Touareg P24 Parotech, ML500 Uranium 24, Volkswagen Sirocco Yokohama, toutes affubl&eacute;es des derniers Jet-ski Seadoo, d&eacute;s v&eacute;hicules que vous avez pu d&eacute;couvrir dans la presse sp&eacute;cialis&eacute;e (GTi Mag, Boost Tuning, Maxi Tuning, Shift&rsquo;R, etc.) ou m&ecirc;me dans &eacute;missions de T&eacute;l&eacute; comme Turbo sur M6.<br /><br />Rendez-vous sur www.quartierdesjantes.com pour trouver la gamme Cesam disponible.<br />Beaucoup de jante Cesam ne sont disponible que sur commande, n&#39;h&eacute;sitez pas &agrave; nous contacter.</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-cesam-pxl-58.html</guid>  <pubDate>2010-05-22 13:49:48</pubDate>  <SKU>58</SKU></item><item>  <title><![CDATA[Jantes AEZ]]></title>  <link>http://www.quartierdesjantes.com//jantes-aez-pxl-57.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-AEZ.png" style="width: 950px; height: 344px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p><strong>Les jantes haut de gamme AEZ sont disponibles sur : QUARTIERDESJANTES.COM</strong><br /><br />Des jantes de marque AEZ reconnues pour leurs qualit&eacute; mais pas ch&egrave;res c&#39;est possible !<br /><br />Les <a href="http://www.quartierdesjantes.com/aez-m-149.html">jantes AEZ</a> b&eacute;n&eacute;ficient d&#39;une fabrication allemande.<br />Vous pouvez visionner les produits sur l&#39;adresse du fabricant : http://www.aez-wheels.com<br /><br />Notre boutique en ligne de jantes propose la gamme AEZ &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits AEZ pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Les jantes AEZ b&eacute;n&eacute;ficient d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br />Les jantes AEZ disposent de la norme Europ&eacute;enne CE<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des <a href="http://www.quartierdesjantes.com/jantes-xsl-250.html">jantes alu</a> si notre choix &agrave; &eacute;tait de commercialiser AEZ, c&#39;est pour la simple est bonne raison que c&#39;est un produit haut de gamme. Que vous cherchiez &agrave; &eacute;quiper votre Audi, votre Mercedes , votre Chrysler ou votre Bmw pas cher les <a href="http://www.quartierdesjantes.com/aez-m-149.html">jantes haut de gamme AEZ</a> sont faites pour vous.</p><p>&nbsp;</p><p><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes pas ch&egrave;res de vos r&ecirc;ves.</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-aez-pxl-57.html</guid>  <pubDate>2010-05-22 13:14:11</pubDate>  <SKU>57</SKU></item><item>  <title><![CDATA[Jantes Racer wheels]]></title>  <link>http://www.quartierdesjantes.com//jantes-racer-wheels-pxl-56.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/BANDEAU-RACER-WHEELS.png" style="width: 950px; height: 202px;" /></p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com/racer-wheels-m-148.html"><strong>Jantes &agrave; prix d&eacute;jant&eacute;e sur quartierdesjantes avec la marque Racer wheels</strong></a><br /><br />Des jantes de qualit&eacute; &agrave; prix discount c&#39;est ce que nous vous proposons ici avec la marque de <a href="http://www.quartierdesjantes.com/racer-wheels-m-148.html">jantes Racer Wheels</a><br /><br />Notre boutique en ligne de jantes propose la gamme Racer wheels &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits Racer wheels du 13&quot; au 18&quot; pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount de la marque, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Racer wheelss b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique ! C&#39;est la raison pour laquelle nous avons accepter de revendre cette marque.<br />La marque Racer wheels dispose biensur des normes Europ&eacute;enne.<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser <a href="http://www.quartierdesjantes.com/racer-wheels-m-148.html">Racer wheels</a>, c&#39;est pour la simple est bonne raison que c&#39;est un produit intournable des jantes tuning. Que vous cherchiez &agrave; &eacute;quiper votre Alfa rom&eacute;o, votre Citroen , votre Ford ou votre Nissan , les jantes pas cher Racer wheels sont faites pour vous.<br /><br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.</p><p>&nbsp;</p><p>&nbsp;</p><p><a href="http://www.quartierdesjantes.com"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></a></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-racer-wheels-pxl-56.html</guid>  <pubDate>2010-05-22 12:20:27</pubDate>  <SKU>56</SKU></item><item>  <title><![CDATA[Jantes Nova wheels]]></title>  <link>http://www.quartierdesjantes.com//jantes-nova-wheels-pxl-55.html</link>  <description><![CDATA[<p><br />Quartier des jantes vous propose en exclusivit&eacute; les jantes Nova wheels en vente sur notre site,<br /><br />La marque Nova wheels &agrave; &eacute;tait cr&eacute;&eacute; en 2009 par un sp&eacute;cialiste et pionnier de la vente de jantes multi-marques en France.<br /><br />Tr&egrave;s belle qualit&eacute; de fabrication.<br />Les jantes Nova wheels sont modernes et innovantes.<br /><br />La marque propose aussi des jantes alu 1er prix pas cher pour les petites bourses ou pour les &eacute;quipements secondaires comme des roues de secours ou des packs jantes/pneumatiques neige.<br /><br />Foncez d&eacute;couvrir les mod&egrave;les Nova wheels disponibles sur : www.quartierdesjantes.com<br /><br />Des jantes de qualit&eacute; &agrave; prix discount c&#39;est la devise de la marque de jantes Nova wheels<br /><br />Notre boutique en ligne de jantes propose la gamme Nova wheels &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits nova wheels pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Nova wheels b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu pas cher si notre choix &agrave; &eacute;tait de commercialiser Nova wheels, c&#39;est pour la simple est bonne raison que c&#39;est un produit d&#39;appel tr&egrave;s demand&eacute;. Que vous cherchiez &agrave; &eacute;quiper votre Peugeot, votre Renault , votre opel ou votre volkswagen pas cher les jantes discounts nova wheels sont faites pour vous.</p><p><br />Les garanties quartierdesjantes sur toutes nos jantes en ventes sont de 24 mois .... alors pourquoi h&eacute;siter ?<br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.<br /><br /><br /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-nova-wheels-pxl-55.html</guid>  <pubDate>2010-05-20 23:10:26</pubDate>  <SKU>55</SKU></item><item>  <title><![CDATA[Jantes TFT]]></title>  <link>http://www.quartierdesjantes.com//jantes-tft-pxl-54.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/LOGO-TFT(1).jpg" style="width: 150px; height: 68px;" /></p><p>&nbsp;</p><p><br />Quartier des jantes distributeur de <strong>jantes pas ch&egrave;res</strong> en ligne vous parle de la marque de jantes TFT THREEFACE TUNING disponible sur notre site de vente en ligne,<br /><br />Les jantes TFT sont fabriqu&eacute;es en Italie dans un entrepot de 2300m2 dont 100m2 d&eacute;di&eacute; au bureaux.<br />La marque TFT est n&eacute;e de 5 amis en 2004.<br /><br />La marque TFT propose des jantes pas cher de tr&egrave;s bonne fabrication, la technologie est moderne et le design est toujours des plus innovants.<br />La marque proposent aussi beaucoup de jantes repliques disponibles sur notre site.<br /><br />Les jantes pas cher TFT sont disponibles en r&eacute;pliques pour :<br /><br />Audi<br />Mercedes<br />Porsche<br />Bmw<br />Alfa romeo<br />Land rover<br />Mini<br />Smart<br />Volkswagen<br /><br />Les jantes TFT sont disponibles sur : www.quartierdesjantes.com<br /><br />Des jantes de qualit&eacute; &agrave; prix discount c&#39;est la devise de la marque de jantes TFT<br /><br />Notre boutique en ligne de jantes propose la gamme TFT &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits TFT pour &eacute;quiper votre voiture. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : TFT b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser TFT, c&#39;est pour la simple est bonne raison que c&#39;est un produit d&#39;appel tr&egrave;s demand&eacute;. Que vous cherchiez &agrave; &eacute;quiper votre Audi, votre Mercedes , votre Porsche ou votre Bmw pas cher les jantes discounts TFT sont faites pour vous.</p><p><br />Les garanties quartierdesjantes sur toutes nos jantes en ventes sont de 24 mois .... alors pourquoi h&eacute;siter ?<br /><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.<img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-tft-pxl-54.html</guid>  <pubDate>2010-05-20 22:56:04</pubDate>  <SKU>54</SKU></item><item>  <title><![CDATA[Jantes Kosei]]></title>  <link>http://www.quartierdesjantes.com//jantes-kosei-pxl-53.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/LOGO-KOSEI.gif" style="width: 220px; height: 82px;" /></p><p>&nbsp;</p><p>&nbsp;</p><p>Quartier des jantes distributeur de <strong>jantes pas ch&egrave;res</strong> vous parle en quelques mots de la marque de <strong>jante Kosei</strong>, disponible et en vente sur notre site.<br /><br />L&rsquo;Europe &eacute;tant un des plus importants march&eacute;s pour la <strong>jante aluminium</strong>, le groupe Kosei a &eacute;tabli en France &agrave; Auxerre en juillet 1997 une soci&eacute;t&eacute; Kosei Europe avec un centre de distribution charg&eacute; de promouvoir et de vendre les <strong>jantes Kosei</strong><br /><br />KOSEI ALUMINIUM a &eacute;t&eacute; cr&eacute;&eacute;e en 1950, en tant que fournisseur de moulage en alliage destin&eacute; aux avions.<br /><br />KOSEI ALUMINIUM a construit son expansion gr&acirc;ce &agrave; un r&eacute;seau commercial international, et &agrave; des sites de production implant&eacute;s dans d&rsquo;autres pays que le Japon. Ainsi que l&rsquo;ont fait de nombreux leaders de la construction automobile en d&eacute;localisant leur production, KOSEI ALUMINIUM a &eacute;tabli de nouvelles usines aux Philippines, en Tha&iuml;lande et en Chine, et a implant&eacute; des r&eacute;seaux commerciaux aux Etats-Unis et en Europe<br /><br />Qualifi&eacute;e ISO 9001 et ISO 14001,<br />KOSEI ALUMINIUM privil&eacute;gie le prix avec des <strong>jantes pas cher</strong>, la qualit&eacute;, les d&eacute;lais et l&rsquo;environnement.<br /><br />Le si&egrave;ge social de KOSEI ALUMINIUM et le site de TOYOTA sont situ&eacute;s au c&oelig;ur de la r&eacute;gion de l&rsquo;industrie automobile, &agrave; l&rsquo;Est de la ville de Toyota.<br />Cette usine est dot&eacute;e d&rsquo;un syst&egrave;me de productivit&eacute; hautement efficace, et fabrique 40 000 jantes par mois.<br /><br />Afin de r&eacute;pondre &agrave; la demande croissante du consommateur pour les jantes KOSEI, le site de FUKUI fut cr&eacute;&eacute; en 1990 dans le Parc Technologique de Fukui et s&rsquo;&eacute;tend sur 82 000 m&egrave;tres carr&eacute;s<br />.<br />Dot&eacute; d&rsquo;une cha&icirc;ne de production de<strong> jantes pas cher en aluminium</strong> compl&egrave;te, le site produit pr&egrave;s de 100 000 jantes par mois, gr&acirc;ce aux nouvelles techniques de contr&ocirc;le de co&ucirc;t et de management<br />&nbsp;&nbsp; &nbsp;<br /><br />Situ&eacute; dans le parc industrial Rojana dans les faubourgs de Bangkok, KCC fut cr&eacute;&eacute; en 1997, r&eacute;sultat d&rsquo;une fusion entre KOSEI ALUMINIUM, CHANKASEM INTERNATIONAL Co, Ltd, et THAI BRIDGESTONE BUSINESS SERVICE CO Ltd.<br /><br />Le site &agrave; une production sont de 75 000 jantes par mois.<br /><br />Construit dans la r&eacute;gion industrielle de Laguna, aux abords de Manille, KPI produit pr&egrave;s de 30 000 jantes par mois, fruit de l&rsquo;exp&eacute;rimentation des techniques et savoir-faire d&eacute;velopp&eacute;s au Japon.<br />KPI fournit la premi&egrave;re monte des producteurs d&rsquo;automobiles locaux et le march&eacute; du Sud-Est Asiatique, ainsi que la production destin&eacute;e aux Etats-Unis, &agrave; l&rsquo;Europe et au Japon<br />&nbsp;&nbsp; &nbsp;<br />LE DEVELOPPEMENT DE KOSEI A L&rsquo;ETRANGER S&rsquo;ACCELERE<br />&laquo; KOSEI a &eacute;tabli une nouvelle base de production de <strong>jantes aluminium</strong> en Chine, &agrave; Jiangsu &agrave; c&ocirc;t&eacute; de Shanghai.<br />La capacit&eacute; de production de jantes aluminium en Chine pr&eacute;vue est de 120 000 jantes par mois &raquo;<br /><br /><br />Des jantes de qualit&eacute; accessible &agrave; un prix pas cher c&#39;est la devise de la soci&eacute;t&eacute; quartierdesjantes<br /><br />Notre boutique en ligne de jantes propose la gamme Kosei &agrave; prix r&eacute;duits, Quartier des Jantes vous propose toute une gamme de produits Kosei pour &eacute;quiper votre voiture ou votre 4x4. Retrouvez sur notre site des dizaines de jantes discount et de pneus, pour de nombreux mod&egrave;les de voiture. C&ocirc;t&eacute; fiabilit&eacute;, pas d&rsquo;inqui&eacute;tude : Kosei est un pionnier et b&eacute;n&eacute;ficie d&#39;un contr&ocirc;le qualit&eacute; des plus s&eacute;rieux pour offrir &agrave; votre voiture s&eacute;curit&eacute;, performance et esth&eacute;tique !<br />Toutes les jantes re&ccedil;u sont ensuite contr&ocirc;l&eacute;e par notre soci&eacute;t&eacute; avant d&#39;&ecirc;tre mise en vente.<br /><br />Un expert reconnu pour les jantes aluminium<br /><br />Nous sommes sp&eacute;cialistes des jantes alu si notre choix &agrave; &eacute;tait de commercialiser Kosei, c&#39;est tout simplement parce que c&#39;est une marque incontournable du tuning. Que vous cherchiez &agrave; &eacute;quiper votre Dacia, votre Renault , votre Suzuki ou votre Volvo pas cher les jantes Kosei r&eacute;pondrons &agrave; toutes vos attentes de modernisme et d&#39;endurance.<br />Les garanties quartierdesjantes sur toutes nos jantes en ventes sont de 18mois .... alors pourquoi h&eacute;siter ?</p><p>&nbsp;</p><p>&nbsp;</p><p><br />Notre &eacute;quipe de professionnels est &agrave; votre disposition pour vous aider &agrave; choisir les jantes de vos r&ecirc;ves.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>Fabrication des jantes Kosei :</strong></span><br /><br /><span style="color: rgb(178, 34, 34);"><strong>1. L&Eacute;G&Egrave;RET&Eacute;</strong></span><br />R&eacute;cemment, la demande en jantes l&eacute;g&egrave;res a augment&eacute; suite aux efforts r&eacute;alis&eacute;s sur le poids des v&eacute;hicules afin de les rendre plus manoeuvrables et plus performants.<br /><br />La Technologie Flow Forming de KOSEI permet un gain de poids sur les jantes ce qui contribue aux &eacute;conomies de carburant et au respect de l&rsquo;environnement.<br /><br />La l&eacute;g&egrave;ret&eacute; des jantes est obtenue par diminution de la masse sur diff&eacute;rentes parties ce qui a pour cons&eacute;quence de r&eacute;duire la solidit&eacute;. Pour r&eacute;soudre ce conflit, le design et les techniques de r&eacute;alisation deviennent les points cl&eacute;s de la conception de la jante.<br /><br /><span style="color: rgb(178, 34, 34);"><strong>2. DESIGN</strong></span><br /><br />De nombreuses personnes recherchent de belles jantes pas cher au design dernier cri pour le tuning afin de donner une image valorisante de leur v&eacute;hicule. Les jantes KOSEI donnent cette image luxueuse et impressionnante.<br />Le proc&eacute;d&eacute; Flow Forming permet de produire en toute libert&eacute; des produits l&eacute;gers et esth&eacute;tiques, avec la solidit&eacute; n&eacute;cessaire tout en conservant intact l&rsquo;originalit&eacute; du design d&rsquo;origine.<br /><br /><span style="color: rgb(178, 34, 34);"><strong>3. SOLIDIT&Eacute;</strong></span><br /><br />La solidit&eacute;, facteur essentiel pour KOSEI, est toujours prise en compte lors de la fabrication de jantes l&eacute;g&egrave;res. Le design est tr&egrave;s important pour obtenir une jante r&eacute;pondant aux normes de r&eacute;sistance, pouvant s&rsquo;adapter sur la plupart des v&eacute;hicules et permettant la technique utilis&eacute;e pour r&eacute;aliser les gains de poids.<br /><br /><br />L&eacute;g&egrave;ret&eacute;, solidit&eacute;, design et qualit&eacute; sont les caract&eacute;ristiques qui diff&eacute;rencient les marques de jantes.<br />Ces exigences sont men&eacute;es &agrave; bien gr&acirc;ce &agrave; l&rsquo;impressionnante Technologie Super Forming d&eacute;velopp&eacute;e par KOSEI.<br />Technologie Super Forming :<br />La puissante analyse IAO de la partie centrale de la jante, une solidification rapide, le traitement thermique, la mise en forme par pression rendent cette technologie comparable &agrave; la m&eacute;thode de forgeage.<br />Cette m&eacute;thode permet l&rsquo;obtention d&rsquo;une jante plus l&eacute;g&egrave;re et r&eacute;sistante que par le proc&eacute;d&eacute; normal de moulage.<br />Ce sont les caract&eacute;ristiques principales de la jante, sans parler de son design de haut niveau. L&rsquo;avantage de cette m&eacute;thode est d&rsquo;offrir une technicit&eacute; avanc&eacute;e &agrave; des co&ucirc;ts b&eacute;n&eacute;fiques pour tous.<br /><br /><span style="color: rgb(255, 140, 0);"><strong>Rendez-vous sur <a href="http://www.quartierdesjantes.com">www.quartierdesjantes.com</a> pour trouver la gamme Kosei</strong></span></p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><strong><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></strong></span></p>]]></description>  <guid>http://www.quartierdesjantes.com//jantes-kosei-pxl-53.html</guid>  <pubDate>2010-05-20 22:20:35</pubDate>  <SKU>53</SKU></item><item>  <title><![CDATA[Le pneu "Run flat" qu'est ce que c'est ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-le-pneu-run-flat-quest-ce-que-cest-pxl-19_52.html</link>  <description><![CDATA[<p><br />Ces nouvelles technologies &eacute;quipent aujourd&rsquo;hui les v&eacute;hicules haut de gamme. Elles apportent encore plus de s&eacute;curit&eacute;, en &eacute;vitant aux pneus d&rsquo;&eacute;clater brusquement. Elles permettent &eacute;galement de ne plus devoir changer une roue crev&eacute;e sur le bord de la route.<br /><br />Ces nouveaux pneus con&ccedil;us pour le roulage &agrave; plat apportent donc un v&eacute;ritable &ldquo;plus&rdquo; en mati&egrave;re de s&eacute;curit&eacute;. Leur principe est simple : une structure rigide qui permet de continuer &agrave; rouler &agrave; vitesse r&eacute;duite lorsque le pneu est crev&eacute; (Vous pouvez parcourir jusqu&rsquo;&agrave; 80 km &agrave; une vitesse maximale de 80 km/h).<br /><br /><br /><strong>Principe : </strong>les flancs plus rigides continuent &agrave; &ldquo;porter&rdquo; le v&eacute;hicule m&ecirc;me lorsque le pneu est &agrave; pression z&eacute;ro.<br /><br />Pour l&rsquo;automobiliste, il y &agrave; plusieurs avantages :<br /><br />&nbsp;&nbsp;&nbsp; * <strong>la s&eacute;curit&eacute; :</strong> vous conservez le contr&ocirc;le de la voiture en cas de crevaison subite,<br />&nbsp;&nbsp;&nbsp; * <strong>le confort d&rsquo;utilisation :</strong> le pneu vous offre une autonomie de d&eacute;placement suffisante pour vous rendre en centre auto pour effectuer la r&eacute;paration.<br /><br /><br />Cette technologie est d&eacute;velopp&eacute;e par l&rsquo;ensemble des grandes marques:<br />Michelin, Pirelli, Continental, Goodyear, dunlop, Bridgestone, ...</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-le-pneu-run-flat-quest-ce-que-cest-pxl-19_52.html</guid>  <pubDate>2010-04-10 16:15:09</pubDate>  <SKU>52</SKU></item><item>  <title><![CDATA[Conseils d'entretien de vos pneus hiver]]></title>  <link>http://www.quartierdesjantes.com//dossier-conseils-dentretien-de-vos-pneus-hiver-pxl-19_51.html</link>  <description><![CDATA[<p>Quand monter vos pneumatiques Hiver : A partir d&#39;octobre vous pouvez monter vos pneus hiver .<br />Quand les d&eacute;monter : En mars vous les d&eacute;montez<br /><br /><br /><span style="color: rgb(255, 102, 0);"><strong>Comment gonfler ses <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> en hiver ?</strong></span><br /><br />Par l&rsquo;action du froid, la pression mesur&eacute;e est inf&eacute;rieure &agrave; la pression r&eacute;elle des pneus. Plus la temp&eacute;rature ext&eacute;rieure est basse, plus la pression mesur&eacute;e diminue (0,1 bar par tranche de 8&deg; C).<br />Quartierdesjantes vous conseille d&rsquo;ajouter 0,2 bar &agrave; la pression d&rsquo;utilisation courante de vos pneus correspondant &agrave; votre v&eacute;hicule.<br /><br />Pour votre s&eacute;curit&eacute;, n&rsquo;oubliez pas que sur sol mouill&eacute;, enneig&eacute; ou verglac&eacute;, vos manoeuvres doivent &ecirc;tre anticip&eacute;es et tr&egrave;s progressives. &Eacute;vitez &eacute;galement les mouvements brusques et les vitesses trop &eacute;lev&eacute;es.<br /><br /><br /><strong><span style="color: rgb(255, 102, 0);">Comment stocker vos pneus hiver apr&egrave;s le d&eacute;montage ?</span></strong><br /><br /><br />&nbsp;&nbsp;&nbsp; * Avant de les d&eacute;monter, marquez la position des roues ou<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; des pneus sur votre v&eacute;hicule (&ldquo;avant&rdquo; et &ldquo;arri&egrave;re&rdquo;). Ainsi,<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; vous pourrez les permuter d&rsquo;avant en arri&egrave;re l&rsquo;hiver prochain<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; pour &eacute;quilibrer leur usure.<br />&nbsp;&nbsp;&nbsp; * Nettoyez, rincez et s&eacute;chez soigneusement vos roues, pour les<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; prot&eacute;ger de l&rsquo;oxydation.<br />&nbsp;&nbsp;&nbsp; * N&rsquo;entreposez jamais vos pneus pr&egrave;s d&rsquo;hydrocarbures (essence, huile, etc).<br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-conseils-dentretien-de-vos-pneus-hiver-pxl-19_51.html</guid>  <pubDate>2010-04-10 16:11:01</pubDate>  <SKU>51</SKU></item><item>  <title><![CDATA[Est-il possible de réparer un pneu crevé ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-estil-possible-de-reparer-un-pneu-creve-pxl-19_50.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_clou.jpg" style="width: 531px; height: 226px;" /></p><p>&nbsp;</p><p>En th&eacute;orie Oui , il est possible de r&eacute;parer un <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneu</a> crev&eacute;, apr&egrave;s cela d&eacute;pend de l&#39;&eacute;tat du pneu.<br />Celui-ci se r&eacute;pare si la crevaison n&rsquo;a pas entrain&eacute; sa d&eacute;gradation.<br />Le pneu est un organe de s&eacute;curit&eacute;, il doit imp&eacute;rativement &ecirc;tre d&eacute;mont&eacute; et contr&ocirc;l&eacute; avant d&rsquo;&ecirc;tre r&eacute;par&eacute; !</p><p>Ce contr&ocirc;le &eacute;vitera tout &eacute;clatement du <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneu</a> par l&#39;int&eacute;rieur.<br /><br /><strong>Quartier des jantes</strong> propose une large s&eacute;lection de produit pour vous permettre de r&eacute;parer vos pneus. Il est conseill&eacute; de toujours en avoir dans la voiture afin de pouvoir se rendre dans le garage le plus proche suite &agrave; une crevaison.</p><p>&nbsp;</p><p>&nbsp;</p><p>Nous conseillons la marque : SLIME</p><p>&nbsp;</p><p>Trouvez ici votre kit : &nbsp; <a href="http://www.quartierdesjantes.com/kit-reparation-slim-auto-xml-323_1037_1499-9461.html">Kit crevaison Slime voiture ou moto </a></p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-estil-possible-de-reparer-un-pneu-creve-pxl-19_50.html</guid>  <pubDate>2010-04-10 16:05:07</pubDate>  <SKU>50</SKU></item><item>  <title><![CDATA[Que dit la loi sur mes pneumatiques?]]></title>  <link>http://www.quartierdesjantes.com//dossier-que-dit-la-loi-sur-mes-pneumatiques-pxl-19_49.html</link>  <description><![CDATA[<p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_loi.jpg" style="width: 271px; height: 271px;" /></p><p>&nbsp;</p><p>Il s&#39;agit de l&rsquo;article R134 qui d&eacute;finit vos obligations en mati&egrave;re de pneumatiques automobiles.<br /><br />Sur un m&ecirc;me essieu, les deux pneus doivent :<br /><br />&nbsp;&nbsp;&nbsp; * &ecirc;tre de marque et de dimensions identiques,<br />&nbsp;&nbsp;&nbsp; * respecter le m&ecirc;me indice de vitesse et de charge,<br />&nbsp;&nbsp;&nbsp; * avoir la m&ecirc;me structure (&agrave; l&rsquo;exception de la roue de secours).<br /><br /><br />L&rsquo;usure maximum l&eacute;gale est de 1, 6 mm pour chacun des pneus. C&rsquo;est-&agrave;-dire qu&rsquo;il ne doit exister aucun point o&ugrave; la profondeur des rainures est inf&eacute;rieure &agrave; 1,6 mm<br />Nous vous conseillons fortement de remplacer vos pneus avant d&rsquo;atteindre cette cote l&eacute;gale, qui peut s&#39;av&eacute;rer dangereuse en cas de forte pluie impr&eacute;vue par exemple.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-que-dit-la-loi-sur-mes-pneumatiques-pxl-19_49.html</guid>  <pubDate>2010-04-10 16:00:21</pubDate>  <SKU>49</SKU></item><item>  <title><![CDATA[Pneus Hiver , quand l'utiliser ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-pneus-hiver-quand-lutiliser-pxl-19_48.html</link>  <description><![CDATA[<p>&nbsp;</p><p>Au dessous de 7&deg;C tout automobiliste est concern&eacute; par les pneus hiver.</p><p>Il y a donc de fortes chances pour que, quelque soit la r&eacute;gion o&ugrave; vous circulez, des pneus hivers soient pour vous un vrai plus en terme de s&eacute;curit&eacute;.<br />Dot&eacute; de m&eacute;lange de gomme adapt&eacute; aux basses temp&eacute;ratures, d&rsquo;une lamellisation 7 fois plus importante qu&rsquo;un pneu &eacute;t&eacute;, et d&rsquo;un fort entaillement, le pneu hiver ou &quot;pneu neige&quot; :<br /><br />&nbsp;&nbsp;&nbsp; * r&eacute;duit de fa&ccedil;on significative votre distance de freinage<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; (-35%)<br />&nbsp;&nbsp;&nbsp; * r&eacute;duit le risque d&rsquo;aquaplaning<br />&nbsp;&nbsp;&nbsp; * am&eacute;liore la motricit&eacute; sur sol glissant<br /><br /><br /><span style="color: rgb(255, 140, 0);"><strong>Info utile : Il faut savoir qu&#39;un pneu hiver ne s&#39;use pas plus vite qu&#39;un pneu &eacute;t&eacute; :)</strong></span></p><p>&nbsp;</p><p><em><strong>&nbsp;Ne soyez plus en froid<br />avec votre s&eacute;curit&eacute; !</strong></em></p><p><br />En France, en hiver, les temp&eacute;ratures sont<br />souvent tr&egrave;s basses : chaque r&eacute;gion de France&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_hiver.jpg" style="width: 283px; height: 423px; float: right;" /><br />passe une grande partie de la saison hivernale<br />sous la barre des 7&deg;C. Un seuil qui met un frein<br />&agrave; l&rsquo;adh&eacute;rence de vos pneus. Ainsi, en hiver, le<br />risque d&rsquo;accident est 6 fois plus &eacute;lev&eacute; qu&rsquo;en &eacute;t&eacute;.</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><em><strong>&nbsp; Pensez pneu hiver</strong></em></span><br />M&ecirc;me sur sol sec et froid, ils assurent des<br />distances de freinage r&eacute;duites, une meilleure<br />adh&eacute;rence et une adaptation parfaite<br />aux syst&egrave;mes &eacute;lectroniques.</p><p>&nbsp;</p><p>&nbsp; <span style="color: rgb(255, 140, 0);"><em><strong>S&eacute;curit&eacute; maximum</strong></em></span><br />Le pneu hiver r&eacute;siste au froid, aux intemp&eacute;ries,<br />aux sols mouill&eacute;s, verglac&eacute;s ou enneig&eacute;s.</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);">&nbsp; <em><strong>De la puissance en plus</strong></em></span><br />Le pneu hiver garantit une meilleure motricit&eacute;<br />des v&eacute;hicules &laquo; coupleux &raquo; (SUV, diesels puissants).</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><strong><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></strong></span></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-pneus-hiver-quand-lutiliser-pxl-19_48.html</guid>  <pubDate>2010-04-10 15:57:04</pubDate>  <SKU>48</SKU></item><item>  <title><![CDATA[Tous les pneus peuvent-ils convenir à ma voiture ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-tous-les-pneus-peuventils-convenir-ma-voiture-pxl-19_47.html</link>  <description><![CDATA[<p>&nbsp;</p><p>&nbsp;</p><p><strong>Non :</strong> au m&ecirc;me titre que vous et votre voiture avez un profil bien pr&eacute;cis (mod&egrave;le de voiture, type de conduite, nature de la route, distances parcourues...), chaque pneumatique poss&egrave;de ses propres caract&eacute;ristiques.<br /><br />Chez Quartierdesjantes, nous avons identifi&eacute; 5 grands profils de pneumatiques pour vous aider &agrave; choisir les pneus qui vous conviennent : Urbain / Autoroutier / Sportif / 4x4 / Utilitaire et sp&eacute;cifique<br /><br /><span style="color: rgb(255, 102, 0);"><strong>Usage urbain</strong></span><br />Tout ce que vous demandez &agrave; vos pneumatiques, c&rsquo;est z&eacute;ro souci !<span class="conseil_desc"><img alt="" src="../images/Image/Image/Fotolia_pneucolonne.jpg" style="width: 314px; height: 382px; float: right;" /></span><br />Dans cette cat&eacute;gorie, vous trouverez des pneumatiques adapt&eacute;s aux voitures de petite et moyenne cylindr&eacute;e, effectuant des trajets courts et r&eacute;p&eacute;titifs.<br />Les crit&egrave;res prix-tranquillit&eacute; sont essentiels.<br /><br /><span class="conseil_desc"> </span></p><p class="conseil_desc03"><span class="conseil_desc"><span style="color: rgb(255, 102, 0);"><strong>Usage autoroutier</strong></span></span></p><p><span class="conseil_desc">Rouler est votre quotidien. En voiture, vous avalez les kilom&egrave;tres, et ce que vous demandez &agrave; vos pneus, c&rsquo;est d&rsquo;assurer, de vous rassurer et de tenir la distance... autant que vous !</span><br /><span class="conseil_desc"> Les pneus de cette cat&eacute;gorie offrent un maximum de long&eacute;vit&eacute; et de s&eacute;curit&eacute;. Les crit&egrave;res <strong style="font-weight: normal;">durabilit&eacute; - confort</strong> sont essentiels.</span></p><p>&nbsp;</p><p><strong><span style="color: rgb(255, 102, 0);">Usage sportif</span></strong><br />Pour vous, rouler est un vrai plaisir, et le choix d&rsquo;un pneu n&rsquo;est pas neutre !<br />Cette cat&eacute;gorie de pneumatiques propose des performances pointues en mati&egrave;re d&rsquo;adh&eacute;rence, de trajectoires et de design. Les crit&egrave;res look et tenue de route sont essentiels.<br /><br /><strong><span style="color: rgb(255, 102, 0);">Usage 4x4</span></strong><br />Ce que vous appr&eacute;ciez dans le 4x4, c&rsquo;est sa capacit&eacute; &agrave; &ecirc;tre &agrave; l&rsquo;aise partout. Efficace sur autoroute, maniable en ville, et toujours pr&ecirc;t pour l&rsquo;aventure en campagne.<br />Dans cette cat&eacute;gorie pneumatiques sp&eacute;cifiques 4 x 4, nous proposons un choix d&rsquo;usages, de 100% urbain &agrave; 100% franchissement.</p><p><br /><span style="color: rgb(255, 102, 0);"><strong>Usage utilitaire</strong></span><br />Pour un v&eacute;hicule utilitaire comme pour un CAMPING-CAR, ce que vous demandez &agrave; un pneumatique c&rsquo;est avant tout d&rsquo;assurer en se faisant oublier. Quartierdesjantes propose des gammes compl&egrave;tes de pneus pour ces v&eacute;hicules sp&eacute;cifiques et exigeants.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br /><br /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-tous-les-pneus-peuventils-convenir-ma-voiture-pxl-19_47.html</guid>  <pubDate>2010-04-10 15:53:02</pubDate>  <SKU>47</SKU></item><item>  <title><![CDATA[Monter un pneu, est-ce à la portée de tout le monde ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-monter-un-pneu-estce-la-portee-de-tout-le-monde-pxl-19_46.html</link>  <description><![CDATA[<p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_7449932_XS.jpg" style="width: 413px; height: 291px;" /></p><p>&nbsp;</p><p><strong>Non</strong>, cette op&eacute;ration qui peut vous para&icirc;tre &ldquo;anodine&rdquo; est pourtant complexe<br />et agira sur :<br /><br /><span style="color: rgb(255, 102, 0);"><strong>Votre s&eacute;curit&eacute; </strong></span>: Cela demande un outillage complexe . Par exemple, vos jantes sont syst&eacute;matiquements serr&eacute;es &agrave; l&rsquo;aide de cl&eacute; dynamom&eacute;trique pour vous garantir le juste serrage.<br /><br /><span style="color: rgb(255, 102, 0);"><strong>L&rsquo;&eacute;tat de votre v&eacute;hicule </strong></span>: lors du changement de pneus, un technicien prot&egrave;ge vos jantes pour respecter leur aspect initial. Sans une protection ad&eacute;quat la jante &agrave; peu de chance de ne pas &ecirc;tre ab&icirc;m&eacute;e.<br /><br /><span style="color: rgb(255, 102, 0);"><strong>Votre comportement au volant </strong></span>: le montage du pneu sur la jante, l&rsquo;&eacute;quilibrage, la juste pression, le changement de valve sont autant d&rsquo;op&eacute;rations qui vous permettront de retrouver confort, s&eacute;curit&eacute; et tenue de route.<br />C&#39;est votre seul &eacute;l&eacute;ment de contact et de liaison avec le sol, cela ne doit pas &ecirc;tre pris &agrave; la l&eacute;g&egrave;re</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-monter-un-pneu-estce-la-portee-de-tout-le-monde-pxl-19_46.html</guid>  <pubDate>2010-04-10 15:45:53</pubDate>  <SKU>46</SKU></item><item>  <title><![CDATA[L'équilibrage et la valve, est-ce vraiment important ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-lequilibrage-et-la-valve-estce-vraiment-important-pxl-19_45.html</link>  <description><![CDATA[<p>La question est difficilement contournable !</p><p>Oui, L&#39;&eacute;quilibrage est un &eacute;l&egrave;ment cl&eacute; pour une bonne dur&eacute;e de vie de vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneumatiques</a> et pour un bon confort de conduite.<br /><br /><br /><span style="color: rgb(255, 102, 0);"><strong>L&rsquo;&eacute;quilibrage permet d&rsquo;&eacute;viter les vibrations lorsque vous roulez</strong></span>. Ainsi, vous &eacute;viterez d&rsquo;user pr&eacute;matur&eacute;ment vos pneus, vos suspensions et roulements. Votre v&eacute;hicule sera plus confortable et aura une meilleure tenue de route. L&#39;&eacute;quilibrage des pneus ne doit pas &ecirc;tre pr&eacute;cis que sur les v&eacute;hicules les plus performantes mais sur 100% des voitures sans exception,</p><p>citadines, 4x4, sportives, berlines, ...</p><p>&nbsp;</p><p><span style="color: rgb(255, 0, 0);"><strong>&nbsp;Explication :</strong></span><br /><br />Une roue &eacute;quilibr&eacute;e est une roue dont :<br />- La masse est uniform&eacute;ment r&eacute;partie autour de l&#39;axe de rotation.<br />- Le centre de gravit&eacute; se trouve au centre de l&#39;axe de rotation.</p><p>&nbsp;</p><p>Il existe deux op&eacute;rations bien diff&eacute;rentes :</p><p><u>l&#39;&eacute;quilibrage statique</u> (oscillations verticales) et <u>l&#39;&eacute;quilibrage dynamique</u> (oscillations horizontales).</p><p><br />- L&#39;&eacute;quilibre statique se r&egrave;gle en pla&ccedil;ant des masselottes d&#39;&eacute;quilibrage &agrave; l&#39;ext&eacute;rieur de la <a href="http://www.quartierdesjantes.com/">jante</a> &agrave; l&#39;oppos&eacute; de la masse d&eacute;s&eacute;quilibrante.</p><p><br />- L&#39;&eacute;quilibre dynamique se r&egrave;gle en pla&ccedil;ant d&#39;autres masses &agrave; l&#39;int&eacute;rieur de la jante.</p><p>&nbsp;</p><p>Les centre de montage professionnels disposent d&#39;appareils sophistiqu&eacute;s et adapt&eacute;s qui indiquent pr&eacute;cis&eacute;ment le poids &agrave; appliquer et le point de d&eacute;s&eacute;quilibre maximum.</p><p>&nbsp;</p><p>Quartier des jantes vous propose aujourd&#39;hui plusieurs stations de montage avec une &eacute;quipe professionnels pour faire monter vos <a href="http://www.quartierdesjantes.com/">jantes</a> et pneus en toute s&eacute;curit&eacute;.<br />&nbsp;&nbsp;&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_valve.jpg" style="width: 212px; height: 141px;" /><br /><span style="color: rgb(255, 102, 0);"><strong>La valve garantit l&rsquo;&eacute;tanch&eacute;it&eacute; du pneu.</strong></span> Elle est soumise &agrave; de fortes pressions li&eacute;es &agrave; la force centrifuge. Au fur et &agrave; mesure des kilom&egrave;tres, elle se d&eacute;t&eacute;riore et risque des pertes lentes de pression. Il est donc indispensable de la changer &agrave; chaque intervention (usure, crevaison&hellip;). Si votre v&eacute;hicule est &eacute;quip&eacute; de valve &eacute;l&eacute;ctronique (m&eacute;tallique), seul &ldquo;l&rsquo;obus&rdquo; sera chang&eacute;.</p><p>&nbsp;</p><p>En cours d&#39;utilisation, une valve se d&eacute;t&eacute;riore par vieillissement et sous l&#39;action de la force centrifuge (&agrave; 100 km/h, sur un 195/70/14, la valve subit une force perturbatrice de 1,7 kg).</p><p><br /><span style="color: rgb(255, 0, 0);"><strong>Conseil : changez syst&eacute;matiquement les valves quand vous changez vos pneus.</strong></span></p><p><br />Il est impensable de compromettre votre s&eacute;curit&eacute;, celles de vos passagers ou la long&eacute;vit&eacute; du pneu en voulant &eacute;conomiser le prix d&#39;une valve.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-lequilibrage-et-la-valve-estce-vraiment-important-pxl-19_45.html</guid>  <pubDate>2010-04-10 15:40:21</pubDate>  <SKU>45</SKU></item><item>  <title><![CDATA[Faut-il toujours monter les pneus neufs à l'arrière ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-fautil-toujours-monter-les-pneus-neufs-larriere-pxl-19_44.html</link>  <description><![CDATA[<p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_voituresurpont.jpg" style="width: 397px; height: 302px;" /></p><p>&nbsp;</p><p>Effectivement il est conseill&eacute; de monter les pneus neufs &agrave; l&#39;arri&egrave;re.</p><p>il s&#39;agit ici juste d&#39;une recommandation en pneumatiques mais en voici les raisons :<br /><br />&nbsp;&nbsp;&nbsp; * <strong><span style="color: rgb(255, 102, 0);">Raison s&eacute;curitaire :</span></strong> en positionnant vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> neufs &agrave; l&rsquo;arri&egrave;re, vous optimisez la tenue de route du train arri&egrave;re et &eacute;viterez de partir en &laquo; t&ecirc;te &agrave; queue &raquo;.<br /><br />&nbsp;&nbsp;&nbsp; *<span style="color: rgb(255, 102, 0);"> </span><strong><span style="color: rgb(255, 102, 0);">Raison &eacute;conomique :</span></strong> les <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> s&rsquo;usent g&eacute;n&eacute;ralement moins vite &agrave; l&rsquo;arri&egrave;re. En montant vos pneus neufs &agrave; l&rsquo;arri&egrave;re, vous optimisez leur dur&eacute;e de vie !<br />&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-fautil-toujours-monter-les-pneus-neufs-larriere-pxl-19_44.html</guid>  <pubDate>2010-04-10 15:33:49</pubDate>  <SKU>44</SKU></item><item>  <title><![CDATA[Eco participation]]></title>  <link>http://www.quartierdesjantes.com//nous-payons-lecoparticipation-sur-nos-pneumatiques-pas-cher-pxl-43.html</link>  <description><![CDATA[<p><span style="color: rgb(0, 128, 0);"><span style="font-size: 14px;"><strong>Quartier des jantes recycle vos pneumatiques usag&eacute;es</strong></span></span></p><p><span style="color: rgb(0, 128, 0);"><span style="font-size: 14px;"><strong>&nbsp; <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_5321717_XS.jpg" style="width: 306px; height: 229px; float: right;" /></strong></span></span></p><p>&nbsp;</p><p>Pr&eacute;servons l&#39;environnement ensemble en recyclant vos vieux pneumatiques gr&acirc;ce &agrave; nos partenaires activement impliqu&eacute;s.</p><p>&nbsp;</p><p>Quartierdesjantes participe au recyclage de vos pneumatiques usag&eacute;s en payant aupr&egrave;s de ces partenaires l&#39;&eacute;co-participation. Sans le savoir lorsque vous r&eacute;alisez un achat chez nous vous participez &agrave; la collecte, au tri et au traitement de vos pneus usag&eacute;s.</p><p>Pas de suppl&eacute;ment &agrave; payer car l&#39;&eacute;co-participation est directement r&eacute;percut&eacute;e sur le prix des pneumatiques, soit le prix affich&eacute;.</p><p>Cela correspond &agrave; 1.50&euro; ht par pneumatique dans la cat&eacute;gorie tourisme.</p><p>&nbsp;</p><p>notre partenaire &agrave; r&eacute;alis&eacute; un partenariat avec la soci&eacute;t&eacute; Aliapur et l&#39;afip-frp afin de garantir gratuitement la reprise et le recyclage des pneumatiques chez nos partenaires.</p><p>&nbsp;</p><p>Avec Quartierdesjantes roulez au vert</p>]]></description>  <guid>http://www.quartierdesjantes.com//nous-payons-lecoparticipation-sur-nos-pneumatiques-pas-cher-pxl-43.html</guid>  <pubDate>2010-04-09 16:23:12</pubDate>  <SKU>43</SKU></item><item>  <title><![CDATA[F.A.Q  KIT POWER]]></title>  <link>http://www.quartierdesjantes.com//faq-kit-power-pxl-42.html</link>  <description><![CDATA[<div id="container"><div id="content"><div class="txtInit"><h2><span style="color: rgb(51, 153, 102);">F.A.Q</span></h2><ol><li><span class="txt-evidence">Comment commander ?</span><p><br />* Soit directement en ligne sur ce site, il suffit de cliquer sur le bouton &quot;Ajouter au panier&quot; et de suivre la proc&eacute;dure de commande : par carte bleue ou ch&egrave;que<br />* Soit en nous envoyant un mail &agrave; contact@quartierdesjantes.com et nous vous enverrons toutes les explications.<br />* Soit en nous t&eacute;l&eacute;phonant :</p><p>Nos prix TTC comprennent la livraison pour la France M&eacute;tropolitaine. Pour les commandes venant des Dom Tom et des pays autres que la France, veuillez nous contacter &agrave; <span style="text-decoration: underline;">contact@quartierdesjantes.com</span> Merci.</p></li><li><span class="txt-evidence">Haut de gamme, &ccedil;a veut dire quoi ?<br /></span><p>&Ccedil;a veut dire que nous apportons un soin tr&egrave;s particulier &agrave; l&#39;&eacute;laboration de notre &eacute;lectronique, aux respect des proc&eacute;dures de tests de fiabilit&eacute; et d&#39;endurance tr&egrave;s s&eacute;v&egrave;res, au c&acirc;blage mais &eacute;galement aux connecteurs que nous employons. Il est naturel pour nous de n&#39;utiliser que des c&acirc;bles, composants &eacute;lectroniques et connecteurs r&eacute;pondant aux normes de s&eacute;curit&eacute; automobiles. Tous les contacteurs sont de qualit&eacute; premi&egrave;re monte avec des fiches &eacute;tanches. Ceci nous am&egrave;ne &agrave; des co&ucirc;ts de fabrication plus &eacute;lev&eacute;s, mais &eacute;limine les dangers inh&eacute;rents aux faux contacts caus&eacute;s par les projections d&#39;eaux. Le bo&icirc;tier additionnel KITPOWER&reg; est fabriqu&eacute; avec les contraintes de s&eacute;curit&eacute; maximales. Il faut &eacute;galement signaler le fait que vous pourrez &agrave; tout moment activer ou d&eacute;sactiver le KITPOWER&reg; (la plupart des mod&egrave;les) en branchant un interrupteur optionnel sur le tableau de bord de votre v&eacute;hicule. Lors de la mise au point, nous avons pris en compte les param&egrave;tres de r&eacute;verb&eacute;ration &eacute;lectromagn&eacute;tiques, il nous est donc possible d&#39;int&eacute;grer une &eacute;lectronique complexe dans un bo&icirc;tier ABS tr&egrave;s r&eacute;sistant aux chocs, &agrave; la chaleur et aux variations climatiques.<br />R&eacute;sultat : nos bo&icirc;tiers sont garantis 8 ans, nous offrons une garantie moteur, boite jusqu&#39; &agrave; 2 ans ou 100 000 KM (voir conditions).</p></li><li><span class="txt-evidence">J&rsquo;aimerais faire un test de puissance avec ma voiture (ou 4X4) sur votre banc de puissance, est ce possible?</span><p>Bien sur, sans probl&egrave;me, nous pouvons connecter le bo&icirc;tier et effectuer un test avant et apr&egrave;s installation. Veuillez nous contacter pour prendre rendez vous.</p></li><li><span class="txt-evidence">Est ce que KITPOWER&reg; se monte sur une voiture automatique ?</span><p>Oui ! Le bo&icirc;tier KITPOWER&reg; est adapt&eacute; pour tous les mod&egrave;les automatiques.</p></li><li><span class="txt-evidence">Est-ce que la mise en place d&#39;un bo&icirc;tier Kitpower va ab&icirc;mer ou modifier ma voiture ?</span><p>Non . Le bo&icirc;tier KITPOWER&reg; se branche en parall&egrave;le, sans d&eacute;monter les &eacute;quipements d&rsquo;origine, on ne touche pas au calculateur. Il n&#39;y a pas de modification m&eacute;canique du v&eacute;hicule. Il ne faut pas couper, ni souder de fil. Le bo&icirc;tier se d&eacute;monte sans laisser de trace.</p></li><li><span class="txt-evidence">Est-ce que le bo&icirc;tier va user ou ab&icirc;mer mon moteur ?</span><p>Une utilisation judicieuse du moteur avec le KITPOWER&reg; , qui permet d&#39;escompter des performances routi&egrave;res nettement sup&eacute;rieures, sera toujours pr&eacute;f&eacute;rable &agrave; une utilisation irrespectueuse du moteur sans KITPOWER&reg; .<br />Les bo&icirc;tiers KITPOWER&reg; sont con&ccedil;us pour apporter plus de puissance de couple, et par cons&eacute;quent plus d&#39;acc&eacute;l&eacute;ration, tout en respectant les tol&eacute;rances indiqu&eacute;es par le constructeur. Il n&#39;y a donc aucun risque d&#39;usure suppl&eacute;mentaire. Nombreux sont d&#39;ailleurs les constructeurs automobiles &agrave; utiliser une technologie en tous points identique &agrave; celle des bo&icirc;tiers additionnels et &agrave; ainsi proposer dans leur catalogue diff&eacute;rents niveaux de puissance et de couple pour un m&ecirc;me moteur.</p></li><li><span class="txt-evidence">Ma voiture va consommer plus de carburant ?</span><p>Non, tout d&eacute;pend de votre style de conduite ! Il est inutile d&rsquo;appuyer &agrave; fond sur l&rsquo;acc&eacute;l&eacute;rateur pour profiter des performances du bo&icirc;tier. Vous pourrez b&eacute;n&eacute;ficier de nouvelles sensations sans changer votre fa&ccedil;on de conduire. Votre v&eacute;hicule ne consommera donc pas plus. A conduite &eacute;quivalente la consommation globale &agrave; m&ecirc;me tendance &agrave; baisser, le couple moteur &eacute;tant disponible plus rapidement. Mais, en conduite ultra sportive, la consommation sera sup&eacute;rieure, m&eacute;fiez vous des personnes qui vous dirons l&rsquo;inverse.</p></li><li><span class="txt-evidence">Ma voiture fumera-t-elle davantage ?</span><p>Non, une voiture qui fume est, en g&eacute;n&eacute;ral, une voiture mal r&eacute;gl&eacute;e ou encrass&eacute;e (sans rapport avec l&rsquo;ajout d&rsquo;un bo&icirc;tier KITPOWER) .<br />Les bo&icirc;tiers KITPOWER&reg; sont r&eacute;gl&eacute;s de mani&egrave;re &agrave; ce que le moteur reste conforme aux normes de combustion en application dans l&#39;industrie automobile. Votre voiture ne fumera, ni ne polluera davantage.</p></li><li><span class="txt-evidence">Avec le bo&icirc;tier, la vitesse maximale augmente-t-elle ?</span><p>Le bo&icirc;tier am&eacute;liore l&#39;acc&eacute;l&eacute;ration et le couple du v&eacute;hicule, la vitesse maximale est donc plus rapidement atteinte. Le v&eacute;hicule r&eacute;pondra mieux &agrave; vos demandes, en cas de d&eacute;passement par exemple. Vous &eacute;prouverez un bien meilleur confort de conduite, la vitesse maximale du v&eacute;hicule peut augmenter mais ce n&#39;est pas le but recherch&eacute;.</p></li><li><span class="txt-evidence">Est-ce que je peux monter le KITPOWER&reg; sans connaissance technique ?</span><p>Le bo&icirc;tier boitier additionnel KITPOWER&reg; est livr&eacute; avec un mode d&#39;emploi d&eacute;taill&eacute;. De plus, vous pouvez appeler notre service technique pour toute question ou h&eacute;sitation, ou pour un montage en ligne.</p></li><li><span class="txt-evidence">Quelle est la dur&eacute;e de garantie du KITPOWER&reg; ?</span><p>Les bo&icirc;tiers KITPOWER&reg; et New Kit b&eacute;n&eacute;ficient d&#39;une garantie de 8 ans.</p></li><li><span class="txt-evidence">Je ne trouve pas ma voiture dans votre catalogue ?</span><p>S&#39;il s&#39;agit d&#39;un vieux mod&egrave;le, le bo&icirc;tier n&rsquo;existe probablement pas. S&#39;il s&#39;agit d&#39;un mod&egrave;le r&eacute;cent ou qui vient de sortir, le KITPOWER&reg; est probablement en cours de d&eacute;veloppement. Envoyez-nous un e-mail pour en savoir plus.</p></li><li><span class="txt-evidence">Est-ce que je peux installer un interrupteur ?</span><p>La plupart de nos bo&icirc;tiers sont &eacute;quip&eacute;s d&#39;un c&acirc;ble pour le branchement d&rsquo;un interrupteur dans l&rsquo;habitacle (ou ailleurs !) qui permet d&rsquo;activer ou de d&eacute;sactiver le bo&icirc;tier.</p></li><li><span class="txt-evidence">J&rsquo;ai une voiture essence, puis je avoir un KITPOWER ?</span><p>NON, pas de&nbsp;bo&icirc;tier&nbsp;additionnel disponible. Nous pouvons optimiser la puissance des moteurs essence&nbsp;gr&acirc;ce&nbsp;au CHIPTUNING.</p></li><li><span class="txt-evidence">Je ne trouve pas l&rsquo;endroit, sur mon moteur pour brancher le bo&icirc;tier ?</span><p>Pas de panique, si vous avez la moindre question lors du montage, vous avez le n&deg; de t&eacute;l&eacute;phone de notre centre de d&eacute;veloppement, veuillez nous t&eacute;l&eacute;phoner, un technicien fera le montage &laquo; en ligne &raquo; avec vous.</p></li><li><span class="txt-evidence">Et les anciens mod&egrave;les diesels ?</span><p>Les anciens mod&egrave;les diesels utilisent un syst&egrave;me d&rsquo;injection m&eacute;canique. Impossible d&rsquo;y connecter nos bo&icirc;tiers num&eacute;riques.</p></li><li><span class="txt-evidence">J&rsquo;ai re&ccedil;u un mod&egrave;le diff&eacute;rent de celui pr&eacute;sent&eacute; sur votre site ?</span><p>Ne vous inqui&eacute;tez pas, nous avons plusieurs mod&egrave;les de bo&icirc;tiers diff&eacute;rents. Nous ne pouvons pr&eacute;senter toutes les photos sur le site. N&rsquo;h&eacute;sitez pas &agrave; nous contacter si vous avez la moindre question.</p></li><li><span class="txt-evidence">Le KITPOWER est-il num&eacute;rique ou analogique, peut on le reprogrammer&nbsp; ?</span><p>Notre bo&icirc;tier est num&eacute;rique, il y a donc possibilit&eacute; de le reprogrammer pour un autre&nbsp; v&eacute;hicule avec le m&ecirc;me syst&egrave;me d&#39;injection, de m&ecirc;me g&eacute;n&eacute;ration.</p></li><li><span class="txt-evidence">Est-ce que le KITPOWER&reg; respecte les &eacute;l&eacute;ments de s&eacute;curit&eacute; comme l&rsquo;abs, esp, etc.?</span><p>Oui.</p></li><li><span class="txt-evidence">J&rsquo;ai vendu ma voiture. Est-ce que je peux r&eacute;utiliser mon bo&icirc;tier ?</span><p>Oui, &agrave; condition d&rsquo;avoir achet&eacute; une voiture avec le m&ecirc;me syst&egrave;me d&rsquo;injection. Vous pouvez nous le renvoyer pour une reprogrammation, si cela est n&eacute;cessaire. Veuillez nous contacter (frais de reprogrammation en plus).</p></li><li><span class="txt-evidence">Comment &ecirc;tre certain(e) de ne pas avoir achet&eacute; une copie ?</span><p>Attention aux contrefa&ccedil;ons :<br />Il y a sur le march&eacute; des bo&icirc;tiers additionnels KITPOWER&reg; (sur certains sites de vente aux ench&egrave;res) au prix de 33 euros et moins ! Souvent, ces bo&icirc;tiers sont soit branch&eacute;s sur le capteur de temp&eacute;rature soit &agrave; d&rsquo;autres endroits fantaisistes (gains max. de 5 %) ou ne disposent pas de fiches ! En cas de doute, contactez-nous!<br />Si vous avez d&#39;autres questions, n&#39;h&eacute;sitez pas &agrave; nous contacter via <span style="text-decoration: underline;">contact@quartierdesjantes.com</span></p></li></ol></div></div></div>]]></description>  <guid>http://www.quartierdesjantes.com//faq-kit-power-pxl-42.html</guid>  <pubDate>2010-03-12 16:04:06</pubDate>  <SKU>42</SKU></item><item>  <title><![CDATA[Boitier additionnel Bio-éthanol]]></title>  <link>http://www.quartierdesjantes.com//boitier-additionnel-bioethanol-pxl-41.html</link>  <description><![CDATA[<div class="txtInit"><h2><span style="color: rgb(51, 153, 102);">Boitiers bio-&eacute;thanol</span></h2><p><a href="http://www.quartierdesjantes.com/contact.php"><strong>Pour toutes commandes, il est n&eacute;cessaire de nous contacter en cliquant sur ce lien <br /></strong></a></p><p style="color: rgb(104, 164, 0);"><img src="http://www.kitpower.fr/images/bioethanol_01.jpg" alt="" title="Bio &eacute;thanol" style="float: left; margin-right: 20px; margin-bottom: 10px;" />En roulant avec le&nbsp;KITPOWER  BIOE85&nbsp;vous r&eacute;aliserez une&nbsp;<strong>&eacute;conomie de pr&egrave;s de 40%</strong>&nbsp;&agrave;  chaque plein. <br /><strong>la substitution d&rsquo;une tonne  d&rsquo;essence par une tonne de Bio&eacute;thanol r&eacute;duit de 75% les &eacute;missions de gaz &agrave;  effet de serre.</strong></p><p>Le Bio &eacute;thanol&nbsp;: Une &eacute;nergie totalement renouvelable (en opposition au p&eacute;trole) mais surtout non polluante : elle ne rejette en effet pratiquement pas de CO2 dans l'atmosph&egrave;re.</p><p>La transformation avec le Kit BIOE85 se mat&eacute;rialise par le montage d'un bo&icirc;tier additionnel &eacute;lectronique qui va ajuster en permanence les temps et les d&eacute;bits d'injection d'origine pour faire fonctionner correctement le moteur &agrave; l'Ethanol. Le bo&icirc;tier additionnel est&nbsp;&nbsp; un v&eacute;ritable calculateur qui travaille en temps r&eacute;el avec les informations envoy&eacute;es par la sonde lambda d'origine (qui sert au bon fonctionnement de l'injection) de la voiture et un capteur de temp&eacute;rature ind&eacute;pendant. La gestion &eacute;lectronique du bo&icirc;tier additionnel permet ainsi de fonctionner indiff&eacute;remment &agrave; l'E85 ou &agrave; l'essence et avec n'importe quel ratio entre les deux carburants dans le r&eacute;servoir.<br /><br />Fort de son exp&eacute;rience dans le domaine de la pr&eacute;paration moteur, Kitpower&nbsp; offre&nbsp;&nbsp; un produit tr&egrave;s abouti avec les connections d'origine pour les injecteurs. D&eacute;montable en quelques minutes, le montage est aussi extr&ecirc;mement fiable et ne comporte aucune modification du faisceau &eacute;lectrique d'origine. Toutefois, comme l'&eacute;thanol est un peu plus corrosif que l'essence, il convient de surveiller l'&eacute;tat des durites souples d'alimentation avant l'installation pour les voitures de plus de 150.000 kilom&egrave;tres.</p><p>Boitiers KITPOWER BIOE85 en  connectiques d'origine sur chaque injecteur :</p><p style="color: rgb(104, 164, 0);"><strong>C'est ce qui se fait de mieux sur le march&eacute; : il d&eacute;tecte automatiquement la meilleure stichom&eacute;trie (ratio air/essence) par l'interm&eacute;diaire de l'ECU (electronic control units). Il g&egrave;re le temps d'injection en temps r&eacute;el permettant ainsi un gain &eacute;conomique id&eacute;al vis &agrave; vis de la surconsommation, il poss&egrave;de un syst&egrave;me optimisant ainsi les d&eacute;marrage &agrave; froid et le fonctionnement pendant les premi&egrave;res minutes pour &eacute;viter d'endommager le moteur gr&acirc;ce &agrave; une optimisation parfaite du m&eacute;lange. Il est compatible avec toutes les voitures &agrave; injection multipoint et monopoint.</strong>&nbsp;<strong>Aucun probl&egrave;me de dysfonctionnement dans le temps, assurant une fiabilit&eacute; intacte &agrave; votre moteur. &nbsp; --&gt; Surconsommation l&eacute;g&egrave;re et maitris&eacute;e.</strong></p><p>Tarifs de nos&nbsp;bo&icirc;tiers&nbsp;:</p><ul>    <li>Tarif TTC public 4 cylindres: <strong>595 euros TTC</strong></li>    <li>Tarif TTC public 5,6,8 cylindres: <strong>750 euros TTC</strong></li></ul><p><strong>Nos boitiers &eacute;tant du haut de gamme, une proc&eacute;dure de montage est n&eacute;cessaire et doit &ecirc;tre r&eacute;alis&eacute;e, de pr&eacute;f&eacute;rence, par un professionnel.</strong></p><p><strong>Il faut imp&eacute;rativement nous donner le type exact de v&eacute;hicule (marque, mod&egrave;le, cylindr&eacute;e, puissance) et son ann&eacute;e lors de votre commande.</strong>&nbsp;<strong>&nbsp;</strong><br /><strong>Dans la grande majorit&eacute; des cas, nous pouvons vous confirmer par mail la compatibilit&eacute; de votre v&eacute;hicule avec notre KIT BIOE85.</strong><br />Dans le cas  contraire, contr&ocirc;les &agrave; effectuer :</p><ol>    <li><strong>INDISPENSABLE</strong>&nbsp;: Imp&eacute;dance des injecteurs minimum 10  ohms</li>    <li><strong>Si possible</strong>, faire une analyse des  gaz d&rsquo;&eacute;chappements et analyse OBD (v&eacute;rification des codes d&eacute;fauts).</li>    <li>D&eacute;finir le type de connectiques  injecteurs (EV1, DH1,&hellip;) ou <strong>nous donner  le type exact de v&eacute;hicule et nous  vous&nbsp;exp&eacute;dierons&nbsp;le&nbsp;bo&icirc;tier&nbsp;avec les bons connecteurs.</strong></li>    <li>V&eacute;rifier la polarit&eacute; des injecteurs  (invers&eacute;e ou non), cf. notice de montage : en cas de  polarit&eacute; invers&eacute;e, 2 possibilit&eacute;s : <br />    a. commander un kit polarit&eacute; invers&eacute;e, <br />    b. inverser la polarit&eacute; de votre kit</li></ol><p>Cette &eacute;tape termin&eacute;e, vous pouvez pr&eacute;parer le kit  pour&nbsp; l&rsquo;installation&nbsp;:</p><ul>    <li>Montage du kit (cf.notice de montage)&nbsp;: <br />    La difficult&eacute;&nbsp;d&eacute;pends&nbsp;uniquement de&nbsp;l'accessibilit&eacute;&nbsp;aux connecteurs des injecteurs, dans la grande majorit&eacute; des cas, le&nbsp;bo&icirc;tier&nbsp;se monte rapidement.</li>    <li>V&eacute;rification du fonctionnement&nbsp; <br />    V&eacute;rifier que tous les branchements sont correctement effectu&eacute;s et que les informations de la sonde lambda sont bien interpr&eacute;t&eacute;es par le kit (v&eacute;rification de la pollution, v&eacute;rification <br />    richesse/pauvret&eacute;). <br />    L&rsquo;analyse des gaz en mode essence est pr&eacute;f&eacute;rable  avant de terminer le travail.</li></ul><p><strong>Informations : </strong></p><p>La mise en service du kitpower BIOE85 &nbsp; se  fait progressivement :</p><ul>    <li>50% d&rsquo;E85 au premier plein</li>    <li>100% d&rsquo;E85 au deuxi&egrave;me plein</li></ul><p>Apr&egrave;s 1000 km &agrave; 100% E85, il est fortement conseill&eacute;  d&rsquo;effectuer un entretien complet du v&eacute;hicule.</p><ul>    <li>changement des bougies</li>    <li>filtre &agrave; essence</li>    <li>filtre &agrave; huile</li>    <li>huile</li></ul><p><img src="http://www.kitpower.fr/images/bioethanol_02.jpg" alt="" title="Bio &eacute;thanol" style="float: right; margin-left: 20px; margin-bottom: 10px;" />L&rsquo;&eacute;thanol &eacute;tant plus pur que le sans plomb 95, il a tendance &agrave; remonter les impuret&eacute;s situ&eacute;es dans le r&eacute;servoir, ainsi que de d&eacute;coller la calamine du moteur. Pour &eacute;viter que les filtres se bouchent, il est n&eacute;cessaire de faire cet entretien.</p><p>Proc&eacute;dure de d&eacute;marrage &agrave; froid : <br />Pour un d&eacute;marrage optimal, mettre le contact, attendre 5 secondes, le temps que les calculateurs se param&egrave;trent. Lorsque la temp&eacute;rature ext&eacute;rieure est inf&eacute;rieure &agrave; 10&deg; C, attendre 20 sec., le temps que le syst&egrave;me de d&eacute;marrage &agrave; froid prenne en compte la temp&eacute;rature.</p><p><strong>ATTENTION</strong> : Lorsque les temp&eacute;ratures se situent entre  1&deg; C et -15&deg;C, il  est conseill&eacute; d&rsquo;augmenter le pourcentage de sans  plomb dans le r&eacute;servoir.</p><p>N'h&eacute;sitez pas &agrave; nous contacter pour plus d'info...</p><p style="color: rgb(104, 164, 0);"><strong>La substitution d&rsquo;une tonne d&rsquo;essence par une tonne  de Bio&eacute;thanol r&eacute;duit de 75% les &eacute;missions de gaz &agrave; effet de serre.</strong></p></div>]]></description>  <guid>http://www.quartierdesjantes.com//boitier-additionnel-bioethanol-pxl-41.html</guid>  <pubDate>2010-03-12 15:56:01</pubDate>  <SKU>41</SKU></item><item>  <title><![CDATA[Boitier additionnel Agricole]]></title>  <link>http://www.quartierdesjantes.com//boitier-additionnel-agricole-pxl-40.html</link>  <description><![CDATA[<div id="container"><div id="content"><div class="txtInit"><h2><span style="color: rgb(51, 153, 102);">Boitiers Kitpower Agricole</span></h2><p><strong>KITPOWER  Agricole : Bo&icirc;tier</strong> additionnel  pour plus de couple et plus de puissance sur les moteurs agricoles des  tracteurs, moissonneuses, ensileuses...</p><p>KITPOWER Agricole est  sp&eacute;cialis&eacute; dans l&rsquo;augmentation de couple et de puissance des moteurs  &nbsp;agricoles.<br />&nbsp;</p><p><img height="158" width="650" alt="" style="border: 5px solid rgb(181, 203, 43);" src="http://www.kitpower.fr/images/kAgricole_01.jpg" /></p><p><br />Kitpower vous propose de disposer d&rsquo;une machine plus puissante avec plus de couple pour affronter le travail de la terre. Votre tracteur, moissonneuse, ensileuse travaillera plus facilement et plus rapidement gr&acirc;ce &agrave; notre boitier additionnel de gestion &eacute;lectronique.</p><p><strong>Notre bo&icirc;tier additionnel &nbsp;Kitpower Agricole &nbsp;&nbsp;augmente le couple et la puissance en moyenne de 25 %,&nbsp; et dispose d&rsquo;une carte &eacute;lectronique sp&eacute;cifique &agrave; ce type de moteur&nbsp;: un boitier KITPOWER agricole est sp&eacute;cialement d&eacute;velopp&eacute; pour les moteurs agricoles et n&rsquo;a aucun &eacute;l&eacute;ment en commun avec un boitier automobile.</strong></p><p><strong>Votre tracteur,  moissonneuse, ensileuse obtient un bien meilleur rendement et effectue son  travail avec plus de facilit&eacute;.</strong></p><p><strong>Le plaisir du travail et  son efficacit&eacute; sont augment&eacute;s &nbsp;pendant que la consommation de carburant  est &nbsp;diminu&eacute;e.</strong></p><div style="text-align: center;"><img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/case.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/challenger.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/claas.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/deutz.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/fendt.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/jcb.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/johnDeere.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/lamborghini.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/landini.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/lindner.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/MasseyFergusson.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/mcCormick.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/newHolland.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/same.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/steyr.gif" /> <img style="margin: 5px 5px 0pt;" title="" alt="" src="http://www.kitpower.fr/lib/logos/agricole/valtra.gif" /></div><p>KITPOWER Agricole  &nbsp;&eacute;quipe les &nbsp;&nbsp;principaux constructeurs d&rsquo;engins agricoles&nbsp;: <strong>John Deere</strong>, <strong>Case, Challenger, Claas, Deutz, Fendt, JCB-Fastrac, Lamborghini, Landini, Lindner, Massey Ferguson, Mc Cormick, New Holland, Same, Steyr, Valtra...</strong><br /><br />KITPOWER Agricole : Boitier additionnel num&eacute;rique haut de gamme en connectique d'origine&nbsp;: comme sur les automobiles,&nbsp; le Kitpower Agricole<strong> &nbsp;se caract&eacute;rise&nbsp; par sa simplicit&eacute; d&rsquo;installation &nbsp;et ne demande ni coupure ni soudure de c&acirc;ble. &nbsp;Tous les boitiers se montent gr&acirc;ce &agrave; des connecteurs d&rsquo;origine.</strong></p><p><strong>Les  boitiers KITPOWER b&eacute;n&eacute;ficient de l&rsquo;agr&eacute;ment CE e6.</strong><br /><strong>Les boitiers additionnels KITPOWER Agricoles  sont garantis 8 ans</strong></p></div></div></div>]]></description>  <guid>http://www.quartierdesjantes.com//boitier-additionnel-agricole-pxl-40.html</guid>  <pubDate>2010-03-12 15:53:44</pubDate>  <SKU>40</SKU></item><item>  <title><![CDATA[Boitier additionnel Marine]]></title>  <link>http://www.quartierdesjantes.com//boitier-additionnel-marine-pxl-39.html</link>  <description><![CDATA[<div id="container"><div id="content"><div class="txtInit"><h2 style="color: rgb(0, 216, 255);"><span style="color: rgb(51, 153, 102);">Boitiers Kitpower Marine</span></h2><p><strong>KITPOWER  Marine&nbsp;: Bo&icirc;tier</strong> additionnel pour plus de couple et plus de puissance sur les moteurs in board  de bateaux.</p><p>KITPOWER Marine est  sp&eacute;cialis&eacute; dans l&rsquo;augmentation de couple et de puissance des moteurs  &nbsp;diesel &nbsp;IN BOARD.</p><p>Le boitier additionnel Kitpower Marine vous propose de disposer d&rsquo;un bateau plus puissant avec plus de couple pour affronter la mer. Votre bateau naviguera plus facilement et plus rapidement gr&acirc;ce &agrave; notre boitier additionnel de gestion &eacute;lectronique.<br />&nbsp;</p><p><img height="158" width="650" src="http://www.kitpower.fr/images/kMarine_01.jpg" style="border: 5px solid rgb(0, 216, 255);" alt="" /></p><p><strong><br />Notre bo&icirc;tier additionnel &nbsp;Kitpower Marine repose sur les m&ecirc;mes principes de fonctionnement que notre boitier additionnel Automobile en augmentant le couple et la puissance en moyenne de 25 %.</strong></p><p><strong>Le plaisir de navigation  est augment&eacute; &nbsp;pendant que la consommation de carburant est &nbsp;diminu&eacute;e.</strong></p><div style="text-align: center;"><img src="http://www.kitpower.fr/lib/logos/marine/volvoPenta.gif" alt="" title="" style="margin: 5px 5px 0pt;" /> <img src="http://www.kitpower.fr/lib/logos/marine/merCruiser.gif" alt="" title="" style="margin: 5px 5px 0pt;" /> <img src="http://www.kitpower.fr/lib/logos/marine/vwMarine.gif" alt="" title="" style="margin: 5px 5px 0pt;" /> <img src="http://www.kitpower.fr/lib/logos/marine/saab.gif" alt="" title="" style="margin: 5px 5px 0pt;" /> <img src="http://www.kitpower.fr/lib/logos/marine/yanmar.gif" alt="" title="" style="margin: 5px 5px 0pt;" /></div><p>KITPOWER Marine &eacute;quipe les 5 principaux constructeurs de moteurs pour bateaux : Volvo Penta, Mercruiser, VW Marine, Saab-Iveco Marine et Yanmar.<br /><br />KITPOWER Marine&nbsp;: Boitier additionnel num&eacute;rique haut de gamme en connectique d'origine&nbsp;: comme sur les automobiles,&nbsp; le Kitpower Marine<strong> &nbsp;se caract&eacute;rise&nbsp; par sa simplicit&eacute; d&rsquo;installation &nbsp;et ne demande ni coupure ni soudure de c&acirc;ble. Tous les boitiers se montent gr&acirc;ce &agrave; des connecteurs d&rsquo;origine.</strong><br /><strong>Il se monte et se d&eacute;monte tr&egrave;s facilement, le moteur in board de votre bateau  revient en configuration d&rsquo;origine en 5 minutes.</strong></p><p><strong>Enfin, la carte &eacute;lectronique de notre boitier additionnel est trait&eacute;e sp&eacute;cialement afin de r&eacute;sister aux agressions de l&rsquo;atmosph&egrave;re et de l&rsquo;environnement marin.</strong></p><p><strong>Les boitiers KITPOWER b&eacute;n&eacute;ficient de l&rsquo;agr&eacute;ment CE e6.</strong></p><p><strong>Les boitiers additionnels KITPOWER Marine sont garantis 8 ans (fonctionnement, corrosion ...)</strong></p></div></div></div>]]></description>  <guid>http://www.quartierdesjantes.com//boitier-additionnel-marine-pxl-39.html</guid>  <pubDate>2010-03-12 15:51:29</pubDate>  <SKU>39</SKU></item><item>  <title><![CDATA[Montage]]></title>  <link>http://www.quartierdesjantes.com//montage-pxl-38.html</link>  <description><![CDATA[Chaque KITPOWER&reg; est livr&eacute; dans un emballage individuel, avec un mode de branchement d&eacute;taill&eacute; pour chaque mod&egrave;le de voiture ( avec sch&eacute;ma ). Vous disposez &eacute;galement d'un N&deg; de t&eacute;l&eacute;phone qui permet de contacter notre service &quot;en direct &quot;. Des professionnels vous aideront, dans le cas ou vous auriez encore des questions ou h&eacute;sitations lors du montage. Le KITPOWER&reg; Box &agrave; &eacute;t&eacute; con&ccedil;u pour &ecirc;tre install&eacute; soi-m&ecirc;me, sans connaissances m&eacute;caniques. Les bo&icirc;tiers additionnel KITPOWER&reg; se distinguent par leur facilit&eacute; d&rsquo;installation gr&acirc;ce &agrave; leur connecteurs conformes &agrave; l'original.<p>Le montage se r&eacute;alise sans coupure de c&acirc;blage, ni soudure. Le montage et le d&eacute;montage se font, dans la majorit&eacute; des cas, tr&egrave;s rapidement et facilement . Vous pouvez r&eacute;cup&eacute;rer le boitier additionnel KITPOWER&reg; &agrave; tout moment sans laisser aucune trace de son installation.</p><p>Les fiches sont munies d&rsquo;un &laquo; d&eacute;trompeur &raquo;, il est impossible des les brancher &agrave; la mauvaise place.</p><p>Les bo&icirc;tiers sont pr&eacute;r&eacute;gl&eacute;s dans notre centre de d&eacute;veloppement, ils ne demandent aucun autre r&eacute;glage : il suffit de les connecter, de refermer le capot et d&eacute;marrer le moteur&hellip;</p><p>La plupart des KITPOWER&reg; sont &eacute;quip&eacute;s d'un c&acirc;ble pour le branchement d'un interrupteur dans l&rsquo;habitacle, qui permet d&rsquo;activer ou de d&eacute;sactiver le bo&icirc;tier.</p><p>Lors du montage, bien veiller &agrave; ce que le contact ne soit pas mis (retirer les clefs du contact et attendre 5 minutes)</p>]]></description>  <guid>http://www.quartierdesjantes.com//montage-pxl-38.html</guid>  <pubDate>2010-03-12 15:48:45</pubDate>  <SKU>38</SKU></item><item>  <title><![CDATA[Fonctionnement]]></title>  <link>http://www.quartierdesjantes.com//fonctionnement-pxl-37.html</link>  <description><![CDATA[<div style="text-align: center;"><span style="color: rgb(51, 153, 102);"><em><strong>Qu'est-ce qu'un bo&icirc;tier additionnel ?</strong></em></span></div><div align="justify"><br />Sur les v&eacute;hicules diesels, le principe de cette pr&eacute;paration moteur consiste &agrave; intercaler entre le syst&egrave;me d'injection et le calculateur un bo&icirc;tier &eacute;lectronique de quelques centim&egrave;tres dont le but est d'augmenter la puissance et le couple. Il se branche gr&acirc;ce &agrave; des connecteurs d'origines : le montage ne prend que quelques minutes.</div><p align="justify">Ce bo&icirc;tier additionnel intercepte les signaux envoy&eacute;s par le calculateur au syst&egrave;me d'alimentation et optimise les r&eacute;glages de l'injection principale.</p>Concr&egrave;tement, le bo&icirc;tier additionnel n'intervient que lorsque le conducteur a besoin de puissance, pour un d&eacute;passement par exemple. Le moteur r&eacute;pond alors plus efficacement : le bo&icirc;tier apporte un gain de puissance en acc&eacute;l&eacute;rations et en reprises, tout en augmentant la souplesse et l'agr&eacute;ment de conduite. Les gains de couple et de puissance se situent entre 15% et 35% selon le mod&egrave;le de v&eacute;hicule tout en respectant les marges de tol&eacute;rance des constructeurs.<br />Etant donn&eacute;, que le couple moteur est am&eacute;lior&eacute; sur l'ensemble de la plage des r&eacute;gimes, la consommation est plus favorable, dans la plupart des cas, &agrave; conduite &eacute;quivalente.<br />De plus, il est &agrave; tout moment possible de d&eacute;brancher cette &quot;puce de puissance&quot; et de repasser rapidement en configuration d'origine.<br /><br /><div id="container"><div id="content"><div class="txtInit"><h2><span style="color: rgb(51, 153, 102);">Bo&icirc;tiers additionnels KITPOWER&reg; : Le Haut de Gamme</span></h2><p>Les bo&icirc;tiers de puissance KITPOWER&reg; se connectent entre le calculateur d'origine et la pompe d'injection. Ils sont &eacute;quip&eacute;s exclusivement de fiches conformes &agrave; l'original (connecteurs &eacute;tanches &agrave; l'eau avec des contacts en or de qualit&eacute; d'origine). Le branchement est simple, &agrave; la port&eacute;e de tous, sans r&eacute;glages, sans soudures ou autres modifications. Le montage s'effectue comme une simple rallonge &eacute;lectrique !</p><p><strong> Avec un simple &quot;clic&quot; 25 % de puissance en plus !</strong></p><p><img style="float: left; margin-right: 20px; margin-bottom: 20px;" title="Kitpower" alt="" src="http://www.kitpower.fr/images/kitpower_fonctionnement_01.jpg" />Les boitiers additionnels KITPOWER&reg; augmente les performances du moteur en toute s&eacute;curit&eacute; : Le bo&icirc;tier de puissance effectue une optimisation num&eacute;rique , il intercepte les donn&eacute;es transmises entre le bo&icirc;tier d'origine ( le cerveau de votre voiture) et la pompe d'injection du v&eacute;hicule.<br />Autre pr&eacute;cision importante par rapport &agrave; cette programmation : tous les KITPOWER&reg;, except&eacute; le Newkit, sont r&eacute;gis par un principe commun qui augmente la quantit&eacute; de carburant inject&eacute; mais ne modifie en rien la pression d&rsquo;injection ni celle du turbo.<br />Pour le reste, toutes les fonctions du v&eacute;hicule  restent totalement conserv&eacute;es (ABS, ESP, ASR &hellip;).</p><p>Les boitier additionnel KITPOWER&reg; ont une technologie 100% num&eacute;rique.</p><p><strong>Nous insistons beaucoup sur le fait que KITPOWER&reg; est r&eacute;ellement un fabricant de bo&icirc;tier depuis 1998, que dans ses ATELIERS sont effectu&eacute;s le d&eacute;veloppement, mise au point, et assemblage du KITPOWER&reg; .</strong></p><p>La toute nouvelle g&eacute;n&eacute;ration de boitier additionnel KitPower, New Kit et Compact&nbsp;repr&eacute;sente un avancement important dans le secteur de la technologie de l'optimisation des moteurs turbo diesel par boitier additionnel.</p><p>Notre premier attout, est la fa&ccedil;on dont sont con&ccedil;us les nouveaux circuits informatis&eacute;s, les composants utilis&eacute;s sont des microprocesseurs de la derni&egrave;re g&eacute;n&eacute;ration, avec un syst&egrave;me permanent d'auto contr&ocirc;le, permettant de proposer un produit ultra fiable et s&eacute;curis&eacute; !</p><p><strong>Nouveau programme IIC :</strong><br />Ajout&eacute; &nbsp;&agrave;&nbsp;cela un nouveau programme&nbsp;<strong>IIC</strong> le &quot;intelligent-injection-controler&quot;, autrement dit, notre logiciel exclusif qui se r&eacute;f&egrave;re constamment aux valeurs d'admission &agrave; l'allumage, temp&eacute;rature moteur&nbsp;combin&eacute; &agrave;&nbsp;notre nouveau syst&egrave;me de surveillance du r&eacute;gime de votre moteur.</p><p>Suivant votre conduite, le nouveau programme donne la possibilit&eacute; de passer du mode sport au mode &eacute;conomique et inversement. Ceci signifie que le syst&egrave;me passe automatiquement en mode &eacute;conomique lorsque la voiture roule lentement ou &agrave; vitesse constante, puis repasse en mode performance en 0,05 seconde lorsqu&rsquo;une acc&eacute;l&eacute;ration puissante est donn&eacute;e.</p><p>Le bo&icirc;tier&nbsp;&nbsp;additionnel KITPOWER&reg; b&eacute;n&eacute;ficie &eacute;galement d&rsquo;une temporisation con&ccedil;ue pour emp&ecirc;cher l&rsquo;injection excessive de carburant et les &eacute;missions de fum&eacute;es lorsque le v&eacute;hicule d&eacute;marre &agrave; froid.</p><p>Lors de la toute premi&egrave;re installation, vous d&eacute;marrez le moteur et laissez-le tourner au ralenti pendant 60 secondes. Au cours de cette minute initiale, le boitier additionnel KITPOWER&reg; d&eacute;tecte automatiquement les donn&eacute;es des capteurs qui sont sp&eacute;cifiques&nbsp; &agrave; votre voiture et modifie son &nbsp;propre programme en cons&eacute;quence. Ensuite, il passe &agrave; l&rsquo;&eacute;tape d&rsquo;autocalibration. Au cours de cette proc&eacute;dure, le syst&egrave;me d&eacute;tecte et surveille votre syst&egrave;me d&rsquo;injection pendant une dur&eacute;e pr&eacute;d&eacute;termin&eacute;e et proc&egrave;de &agrave; son autocalibration, ce qui permet d'avoir une programmation sp&eacute;cialement adapt&eacute;e &agrave;&nbsp;votre voiture, un programme &quot; &agrave; la carte&quot;, op&eacute;ration qui se fait lors du premier d&eacute;marrage, ou lors de la r&eacute;installation apr&egrave;s d&eacute;montage.</p><p>Un des imp&eacute;ratifs de fabrication du boitier additionnel de puissance KITPOWER&reg; est d'&ecirc;tre &eacute;quip&eacute; de connecteurs <strong>100% conformes &agrave; l'origine</strong>. Vu qu'il est parfois impossible d'obtenir certaines fiches aupr&egrave;s des constructeurs automobiles, KITPOWER&reg; fabrique ses propres connectiques (fiches r&eacute;alis&eacute;es avec un proc&eacute;d&eacute; co&ucirc;teux par injection, ce syst&egrave;me garantit un niveau de qualit&eacute; et de robustesse &eacute;gal &agrave; l&rsquo;origine).</p><p>Toutes les puissances annonc&eacute;es sont test&eacute;es. Pour ce faire, KITPOWER&reg; dispose dans son atelier de d&eacute;veloppement high-tech d&rsquo;un banc de puissance 4x4 (Bosch FLA206 4x4).</p><p>Contrairement &agrave; la plupart des bo&icirc;tiers existants, KITPOWER&reg; n'utilise <strong>JAMAIS</strong> des connecteurs informatiques, ces connecteurs sont destin&eacute;s au march&eacute; de l'informatique , mais en aucun cas pr&eacute;vu pour le secteur automobile! ( Etanch&eacute;it&eacute;, r&eacute;sistance &agrave; la chaleur, mauvais contact... risque de court circuit). Tous les connecteurs KITPOWER&reg; sont s&eacute;curis&eacute;s, c'est a dire qu'il est impossible de les brancher dans le mauvais sens ou &agrave; la mauvaise place...</p><p>Si l&rsquo;&eacute;lectronique du boitier additionnel KITPOWER&reg; d&eacute;tecte la moindre anomalie de fonctionnement, un retour automatique &agrave; la configuration du bo&icirc;tier d&rsquo;origine s&rsquo;effectue, qui lui est toujours connect&eacute;, donc en aucun cas votre moteur/voiture ne risque de s'arr&ecirc;ter</p><p><span><strong>KITPOWER&reg; Can :</strong></span><br />d&eacute;velopp&eacute; pour les moteurs qui sont &eacute;quip&eacute;s de la pompe d'injection VP 44 de Bosch (p. ex. Audi V6 2.5 TDI, BMW 320 D, Opel DTI, Saab... ). La modification a lieu au niveau du bus de donn&eacute;es num&eacute;riques (CAN bus) de sorte qu'une activation directe de la pompe d'injection fournit la puissance suppl&eacute;mentaire.</p><p><span><strong>KITPOWER&reg; CR :</strong></span><br />d&eacute;velopp&eacute; pour les moteurs qui sont &eacute;quip&eacute;s du syst&egrave;me d'injection COMMON RAIL (p. ex. MERCEDES CDI, PEUGEOT HDI, RENAULT DCI, BMW 330D ...). La modification a lieu au niveau des donn&eacute;es num&eacute;riques de sorte qu'une activation directe de la pompe d'injection fournit la puissance suppl&eacute;mentaire (boitiers avec 4 connecteurs, 1 par injecteur).</p><p><span><strong>KITPOWER&reg; IP :</strong></span><br />Ce dispositif &eacute;lectronique est utilis&eacute; pour des v&eacute;hicules &agrave; injecteur-pompe. L&rsquo;augmentation de puissance est obtenue de mani&egrave;re similaire &agrave; l&rsquo;injection common rail.</p><p><span><strong>KITPOWER&reg; IC :</strong></span><br />d&eacute;velopp&eacute; pour les moteurs qui sont &eacute;quip&eacute;s de pompes d'injection &eacute;lectroniques Bosch ou Lucas. L'augmentation de puissance a lieu en recalculant le r&eacute;tro signal des pompes d'injection au bo&icirc;tier d'origine de fa&ccedil;on &agrave; ce qu'il proc&egrave;de &agrave; une correction d'activation de la pompe. L'augmentation de puissance a donc lieu par une activation indirecte.</p><p><span><strong>KITPOWER&reg; NEW KIT :</strong></span><br />d&eacute;velopp&eacute; pour les moteurs qui sont &eacute;quip&eacute;s du syst&egrave;me d'injection COMMON RAIL (p. ex. MERCEDES CDI, PEUGEOT HDI, RENAULT DCI, ALFA ROMEO et FIAT JTD, BMW 330D ...). La modification a lieu en optimisant la pression du rail d'injection (dans le respect des marges de tol&eacute;rances constructeurs), le volume et le temps d'injections (bo&icirc;tiers avec 1 connecteur).</p><div style="border: 1px solid rgb(181, 183, 184); padding: 10px;">Nouveau: <span><strong>KITPOWER&reg; COMPACT :</strong></span><br />d&eacute;velopp&eacute; pour les moteurs qui sont &eacute;quip&eacute;s du syst&egrave;me d'injection COMMON RAIL (p. ex. MERCEDES CDI, PEUGEOT HDI, RENAULT DCI, ALFA ROMEO et FIAT JTD, BMW 330D ...). La modification a lieu en optimisant la pression du rail d'injection (dans le respect des marges de tol&eacute;rances constructeurs), le volume et le temps d'injections (bo&icirc;tiers avec 1 connecteur) avec une technologie (&eacute;lectronique et programmation) diff&eacute;rente du New Kit.</div><h3>Conduite:</h3><img style="float: right; margin-left: 20px; margin-bottom: 20px;" title="Kitpower" alt="" src="http://www.kitpower.fr/images/kitpower_fonctionnement_02.jpg" /><p>L 'augmentation de puissance et de couple se ressent dans toutes les plages du r&eacute;gime. Les acc&eacute;l&eacute;rations sont progressives, harmonieuses en toutes circonstances. Tout se passe en douceur et sans &agrave;-coups, d&egrave;s que le conducteur le d&eacute;cide. La voiture devient donc nettement plus sportive qu'auparavant pour un confort de conduite sup&eacute;rieur ! Quant &agrave; la consommation, elle reste identique (voire inf&eacute;rieure), sauf si le conducteur laisse son pied droit s'alourdir &agrave; l'exc&egrave;s... Possibilit&eacute; de poser un interrupteur on/off au tableau de bord (pour la plupart des mod&egrave;les).</p><p>La majorit&eacute; des mod&egrave;les poss&egrave;de un dispositif qui permet de r&eacute;gler, soi m&ecirc;me, la puissance du bo&icirc;tier (de - 6% &agrave; +6 %, par rapport au r&eacute;glage d&rsquo;usine).</p><h3>Principaux avantages :</h3><ul>    <li>Finition de haute qualit&eacute; (utilisation exclusive de composants pour automobile)</li>    <li>Montage sans r&eacute;glage</li>    <li>Montage sans coupure, soudure</li>    <li>Montage rapide et r&eacute;versible</li>    <li>Consommation inchang&eacute;e, voire en baisse pour une conduite &eacute;quivalente</li>    <li>Pas d'intervention sur l'&eacute;quipement d'origine</li>    <li>Possibilit&eacute; de r&eacute;cup&eacute;rer le KITPOWER&reg; (lors de la vente de v&eacute;hicule par ex.)</li>    <li>Possibilit&eacute; de reprogrammer le kitpower (pour une autre voiture de technologie &eacute;quivalente)</li>    <li>Convient pour voitures automatiques (tiptronic)</li>    <li>Pas de d&eacute;tection ou code d'erreur au diagnostic</li>    <li>Valeur de gaz d'&eacute;chappement inchang&eacute;e</li>    <li>Mode de branchement avec schemas fournis avec chaque KITPOWER&reg;, KITPOWER COMPACT&reg; et NEWKIT (avec possibilit&eacute; d&rsquo;aide au montage par t&eacute;l&eacute;phone ou dans notre centre)</li>    <li>Aucun outillage sp&eacute;cial n&eacute;cessaire</li></ul></div></div></div><br type="_moz" />]]></description>  <guid>http://www.quartierdesjantes.com//fonctionnement-pxl-37.html</guid>  <pubDate>2010-03-12 15:45:04</pubDate>  <SKU>37</SKU></item><item>  <title><![CDATA[Présentation KIT POWER]]></title>  <link>http://www.quartierdesjantes.com//presentation-kit-power-pxl-36.html</link>  <description><![CDATA[<div id="container"><div id="content"><div class="txtInit"><h2>Les bo&icirc;tiers additionnels KITPOWER&reg; pour Autos, Bateaux,  4X4, Camping Car et tracteurs  :</h2><div class="txtColLeft"><a href="http://www.kitpower.fr/?rub=liste&amp;liste=full"><img style="margin-bottom: 10px;" title="Kitpower" alt="" src="http://www.kitpower.fr/images/kitpower_presentation_01.jpg" /></a><br />L&rsquo;&eacute;tude et le d&eacute;veloppement des bo&icirc;tiers KITPOWER&reg; ( avec des puces &eacute;lectroniques ) d&eacute;butent en 1995. Apr&egrave;s 3 ann&eacute;es de tests intensifs sur diff&eacute;rents v&eacute;hicules, KITPOWER&reg; commence r&eacute;ellement &agrave; commercialiser ses bo&icirc;tiers dans plus de 17 pays en 1998. Depuis, notre entreprise s&rsquo;est hautement sp&eacute;cialis&eacute;e dans le d&eacute;veloppement et la fabrication de kit de puissance pour moteur <strong>turbo Diesel et turbo Essence</strong>.<p>Kit power &agrave; acquis durant toutes ces ann&eacute;es une renomm&eacute;e internationale dans ce domaine gr&acirc;ce &agrave; notre fiabilit&eacute; professionnelle et notre extr&ecirc;me efficacit&eacute;.<br />Il existe une r&egrave;gle d'or qui r&eacute;git tous les domaines : dans son choix du fournisseur, le client ne doit pas se laisser d&eacute;router par la grande vari&eacute;t&eacute; de produits que le march&eacute; lui propose ; ce sont les donn&eacute;es techniques (syst&egrave;me num&eacute;rique) et les avantages (simplicit&eacute; de branchement et grande fiabilit&eacute;) qui doivent pr&eacute;valoir.</p><p>Un bon produit se caract&eacute;rise par sa technologie de pointe et sa qualit&eacute; de finition exceptionnelle. Il est important pour KITPOWER&reg; d'offrir au client un bon service &agrave; un prix concurrentiel. Dans la jungle des offres, vous verrez plus clair si vous vous orientez vers les professionnels qui ont fait leurs preuves durant plusieurs ann&eacute;es.</p><p>Ce n'est pas sans raison que KITPOWER&reg; est parvenu &agrave; s'imposer au plus haut niveau europ&eacute;en dans le secteur du bo&icirc;tier additionnel avec connecteur d&rsquo;origine : la volont&eacute; est de proposer un produit de tuning de haut de gamme.</p></div><div class="txtColMiddle"><p>Pour r&eacute;pondre aux exigences de nos clients, les bo&icirc;tiers &nbsp;additionnels KITPOWER&reg; existent en trois versions, en fonction de la motorisation du v&eacute;hicule, afin de s&rsquo;adapter au mieux &nbsp;&agrave; chaque type d&rsquo;injection&nbsp;:</p><ul type="disc">    <li>Le KITPOWER&reg;</li>    <li>Le KITPOWER&reg; Compact</li>    <li>Le KITPOWER&reg; New Kit</li></ul><p><strong>Le  KITPOWER&reg;&nbsp; </strong><br />(pour moteur Injecteur pompe, certains common rail, pompe VP) offre une acc&eacute;l&eacute;ration lin&eacute;aire sur toute la plage de r&eacute;gime pour un grand agr&eacute;ment de conduite, le KITPOWER&reg; intercepte les donn&eacute;es venant du bo&icirc;tier d'origine, recalcule, optimise les donn&eacute;es et envoie les nouveaux param&egrave;tres modifi&eacute;s &agrave; la pompe ou aux injecteurs (sont modifi&eacute;s uniquement le volume et le temps d'injection, en aucun cas la pression d'injection ni la pression du turbo). Une garantie &laquo; moteur, boite &raquo; est livr&eacute;e avec ce bo&icirc;tier (voir conditions).</p><p>Le <strong>KITPOWER&reg; New  Kit<br /></strong>(pour moteur &agrave; rampe commune),<br />est un syst&egrave;me num&eacute;rique de haute technologie qui offre une acc&eacute;l&eacute;ration &nbsp;&nbsp;dynamique en optimisant la pression du rail d'injection (dans le respect des marges de tol&eacute;rances constructeurs), le volume et le temps d'injection.<br />&nbsp;&nbsp;Attention, il n'est pas disponible pour tous les mod&egrave;les.</p><p>Le <strong>KITPOWER&reg;  &nbsp;New Kit V2 &nbsp;ou Compact &nbsp;</strong></p>(pour moteur &agrave; rampe  commune),<br />est un syst&egrave;me num&eacute;rique de haute technologie, gr&acirc;ce auquel on param&egrave;tre pour chaque r&eacute;gime moteur la valeur de quantit&eacute; de gazole d&eacute;sir&eacute;e en optimisant la pression du rail d'injection (dans le respect des marges de tol&eacute;rances constructeurs), le volume et le temps d&rsquo;injection&nbsp;: Utilise le m&ecirc;me principe de fonctionnement que le New Kit, mais avec une carte &eacute;lectronique diff&eacute;rente (il est utilis&eacute; lorsque le New Kit ne donne pas les r&eacute;sultats escompt&eacute;s).</div><div class="txtColRight">Ces trois versions de bo&icirc;tiers ont en commun leur technologie de pointe, leur qualit&eacute; de finition exceptionnelle et b&eacute;n&eacute;ficient de l &lsquo;exp&eacute;rience acquise durant toutes ces ann&eacute;es : Il est important de savoir que le niveau de technologie des moteurs actuels est tel que la moindre erreur, un simple mauvais contact, pourrait s&rsquo;av&eacute;rer catastrophique. C&rsquo;est pourquoi, l&rsquo;&eacute;laboration de ces bo&icirc;tiers doit &ecirc;tre entour&eacute;e d&rsquo;une minutie absolue.<p><a href="http://www.kitpower.fr/?rub=liste&amp;liste=full"><img style="margin-bottom: 10px;" title="Kitpower" alt="" src="http://www.kitpower.fr/images/kitpower_presentation_04.jpg" /></a><br /><br /><strong>Kitpower, seule marque de boitier additionnel pr&eacute;sente sur le Dakar.</strong><br /><a href="http://www.kitpower.fr/?rub=liste&amp;liste=full"><img style="margin-bottom: 10px;" title="Kitpower" alt="" src="http://www.kitpower.fr/images/kitpower_presentation_03.jpg" /></a><br /><strong>Monsieur Espeel Didier, de 4x4 Mecanics en Belgique, pr&eacute;parateur r&eacute;put&eacute; dans le secteur du 4X4 dans les rallyes raids,&nbsp;apr&egrave;s&nbsp;de nombreux tests et essais en situation, a fait confiance &agrave; KITPOWER pour &eacute;quiper son Nissan NAVARA (216 cv / 508 Nm avec le boitier) pour le 1er DAKAR se d&eacute;roulant en Argentine en 2009.</strong></p></div></div><p><img height="312" width="550" alt="" style="margin: 15px 0pt 5px;" src="http://www.kitpower.fr/images/presentation_banc.jpg" /></p><div style="text-align: center;"><b>Le nouveau banc de puissance D&eacute;velopp&eacute; pour Kit power<br /></b></div><div class="txtInit"><h2>Effectuez un test de puissance</h2><div class="txtColLeft"><p>Vous pourrez venir dans les ateliers de la marque pour y installer le KITPOWER&reg; et nous pourrons effectuer gratuitement un test avant et apr&egrave;s installation du bo&icirc;tier, sur notre banc de puissance. Vous pourrez alors visiter nos installations et v&eacute;rifier tout ce qui est annonc&eacute; sur ce site. IL FAUT IMP&Eacute;RATIVEMENT PRENDRE RENDEZ-VOUS AVEC NOUS !!</p></div><div class="txtColMiddle"><p><strong>Le banc de puissance</strong></p><p>Le banc de puissance est un outil indispensable pour le d&eacute;veloppement d&rsquo;un bo&icirc;tier additionnel. En effet, il est impossible d&rsquo;&eacute;valuer un gain de puissance en effectuant uniquement des essais virtuels sur ordinateur ou bien sur route ! C&rsquo;est la combinaison de ces trois m&eacute;thodes qui qualifient un KITPOWER&reg; : simulation sur ordinateur, tests sur banc de puissance et essais routiers.<br />Les puissances obtenues peuvent parfois diverger (en plus ou en moins) des puissances de notre liste pour diff&eacute;rentes raisons.</p></div><div class="txtColRight"><p>Dans la liste, nous annon&ccedil;ons la puissance que nous avons obtenu avec un KITPOWER&reg; lors de son d&eacute;veloppement, il faut &eacute;galement savoir qu&lsquo;il y a d&eacute;j&agrave; de grandes tol&eacute;rances dans les puissances annonc&eacute;es pour un v&eacute;hicule d&rsquo;origine ; exemple : certaines VW 115 CV affichent d&eacute;j&agrave; plus de 120 CV d&rsquo;origine. Nos constatons tr&egrave;s souvent une diff&eacute;rence (en plus ou en moins) entre la puissance annonc&eacute;e par le constructeur et la puissance r&eacute;elle du v&eacute;hicule.</p></div><div style="text-align: center;"><img height="188" width="550" alt="" style="margin-top: 15px;" title="Banc de puissance" src="http://www.kitpower.fr/images/kitpower_presentation_02.jpg" /></div></div><div class="txtInit"><h2>Les avantages du KITPOWER&reg;</h2><div class="txtInitColor"><ul>    <li><strong> Garantie de 8 ans sur les bo&icirc;tiers additionnels.<br />    </strong></li>    <li><strong>Garantie moteur, boite et pont jusqu'&agrave; 2 ans ou 100 000 KM   :<br />    cette garantie ne s'applique au v&eacute;hicule que pendant 2 ans &agrave; partir de sa premi&egrave;re mise en circulation et ce dans la limite de 100.000 KM.<br />    </strong><em>Les conditions de cette garantie figurent sur le formulaire joint au colis. Ce formulaire doit &ecirc;tre compl&eacute;t&eacute; d&egrave;s r&eacute;ception du KITPOWER&reg; et renvoy&eacute; sign&eacute; au plus tard 7 jours ouvrables apr&egrave;s r&eacute;ception<strong>.</strong></em></li>    <li><strong> Possibilit&eacute; de montage et test des performances sur notre banc d'essai 4 x 4 dans notre centre de d&eacute;veloppement en Belgique</strong></li>    <li>P&eacute;riode d'essai de 7 jours (satisfait ou rembours&eacute;!)</li>    <li>Toutes les proc&eacute;dures, de la fabrication &agrave; la mise au point des bo&icirc;tiers, se r&eacute;alisent dans notre centre de d&eacute;veloppement</li>    <li>Bo&icirc;tiers additionnels disponibles pour voitures, camionnettes, 4 x 4, camping-car</li>    <li>Bo&icirc;tiers additionnels de qualit&eacute; professionnelle disponibles pour toutes les marques :    <ul>        <li>Volkswagen, Seat, Peugeot, Renault, Fiat, Jeep, Alfa Rom&eacute;o, Audi, Mercedes, Volvo, Mini, BMW, Toyota, Citro&euml;n, Ford, Iveco, Santana, Nissan, Skoda, Kia, Lancia, Land Rover, Mazda, MG, Mitsubishi, Opel, Saab, Suzuki, Smart, SsangYong, Chrysler...</li>    </ul>    </li>    <li>Exp&eacute;rience longue de 15 ans</li>    <li>Sp&eacute;cialis&eacute;s dans la gamme des turbo diesel et turbo essence</li>    <li>Les connecteurs d'origine de chaque marque sont utilis&eacute;s</li>    <li>La puissance de la majorit&eacute; de nos bo&icirc;tiers est r&eacute;glable</li>    <li>Le boitier additionnel est un accessoire non homologu&eacute; sur la voie publique<br />    <br />    <em>Mais aussi:</em></li>    <li style="font-weight: bold;">Diverses possibilit&eacute;s de paiement:    <ul>        <li>par carte bancaire.</li>        <li>par&nbsp;courrier accompagn&eacute; de votre r&eacute;glement &nbsp;par ch&egrave;que (&agrave; l'ordre de F.A.V.A). Bien pr&eacute;ciser vos coordonn&eacute;es&nbsp;&nbsp;compl&egrave;tes (Nom, adresse, N&deg; tel, Mail) et celles de votre v&eacute;hicule (marque, mod&egrave;le, cylindr&eacute;e, puissance, ann&eacute;e).</li>    </ul>    </li>    <br />    <li><strong>Livraison en 48 H pour tout r&egrave;glement par Carte Bleue</strong></li>    <li><strong>Livraison sous 20 jours (ouvrables) par La Poste en paiement par ch&eacute;que</strong></li></ul></div></div></div></div>]]></description>  <guid>http://www.quartierdesjantes.com//presentation-kit-power-pxl-36.html</guid>  <pubDate>2010-03-12 15:38:55</pubDate>  <SKU>36</SKU></item><item>  <title><![CDATA[FALKEN]]></title>  <link>http://www.quartierdesjantes.com//falken-pxl-35.html</link>  <description><![CDATA[<h4 align="center" style="color: rgb(102, 102, 102); font-style: italic;"><span style="color: rgb(0, 0, 0);"><b>High Performance Tyres</b><br /><br /><span style="color: rgb(255, 0, 0);">FALKEN</span>, fond&eacute; au Japon en 2003, est une marque de Sumitomo Rubber Industries Ltd.</span></h4><p><br /><strong>1945 :</strong> Acquisition par SUMITOMO Rubber Industries Ltd. de la soci&eacute;t&eacute; OHTSU Tire &amp; Rubber Co., Ltd., fabricant de pneumatiques aviation, puis de pneus tourisme, situ&eacute; dans la ville de Ohtsu au Japon.<br /><br /><strong>1981 :</strong> Lancement de la marque FALKEN au Japon puis &agrave; l&rsquo;export.<br /><br /><strong> 2003 :</strong> Dans le cadre de la fusion GoodYear/Dunlop, le groupe devient distributeur exclusif de la marque Falken en Europe.<br /><br /><strong>2007 : </strong>Copadex devient l&rsquo;importateur exclusif de Falken en France.<br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//falken-pxl-35.html</guid>  <pubDate>2010-03-11 17:46:35</pubDate>  <SKU>35</SKU></item><item>  <title><![CDATA[YOKOHAMA]]></title>  <link>http://www.quartierdesjantes.com//yokohama-pxl-34.html</link>  <description><![CDATA[<h2><div><span style="color: rgb(255, 102, 0);">Yokohama France </span></div></h2><p>YOKOHAMA RUBBER COMPANY vient d&rsquo;entrer dans le capital de la soci&eacute;t&eacute; fran&ccedil;aise T.Y.M. France qui devient YOKOHAMA France. Cette &eacute;volution est l&rsquo;occasion d&rsquo;exprimer la volont&eacute; du groupe de progresser encore sur le march&eacute; fran&ccedil;ais.</p><p>B&eacute;n&eacute;ficiant d&rsquo;une plate-forme logistique en partenariat avec un grand transporteur, nous pouvons couvrir toute la France dans les meilleurs d&eacute;lais.</p><p>Nous importons les pneus &eacute;t&eacute;, hiver, 4x4, utilitaire l&eacute;ger et aussi tous les pneumatiques comp&eacute;tition de la marque, du circuit au rallye, notre &eacute;quipe se tient &agrave; votre disposition pour vous renseigner.</p><p>Nous esp&eacute;rons que vous aurez beaucoup de plaisir &agrave; parcourir ce site, et que vous trouverez tous les pneumatiques YOKOHAMA dans tous les magasins et accessoiristes automobiles.</p><h2><strong>Nouvel entrep&ocirc;t pour YOKOHAMA France.</strong></h2><p>Dans le cadre de son d&eacute;veloppement, YOKOHAMA France est &eacute;quip&eacute; d&rsquo;un nouvel entrep&ocirc;t. Enti&egrave;rement d&eacute;di&eacute; aux pneumatiques YOKOHAMA, il permet de regrouper efficacement toutes les cat&eacute;gories de pneumatiques et pr&eacute;sente une modularit&eacute; permettant d&rsquo;organiser de fa&ccedil;on optimale le stockage gr&acirc;ce &agrave; un grand volume sans murs ni cloisons. Sa surface de 4800 m2 permet de stocker 120 000 pneumatiques.</p><p><br />Id&eacute;alement situ&eacute; &agrave; proximit&eacute; de l&rsquo;autoroute A46 un des axes majeurs du transit Nord/Sud de la France, ce nouvel entrep&ocirc;t facilite la logistique de YOKOHAMA France et permet de livrer les clients &agrave; J+24h dans toute la France.</p>]]></description>  <guid>http://www.quartierdesjantes.com//yokohama-pxl-34.html</guid>  <pubDate>2010-03-11 17:46:08</pubDate>  <SKU>34</SKU></item><item>  <title><![CDATA[UNIROYAL]]></title>  <link>http://www.quartierdesjantes.com//uniroyal-pxl-33.html</link>  <description><![CDATA[<div class="text-columns">L'histoire du pneu par Uniroyal<br /><br />Depuis 1892, les am&eacute;ricains roulent avec des pneus Uniroyal (autrefois connue sous le nom de U.S. Rubber Company). Uniroyal-Goodrich se d&eacute;veloppe rapidement aux Etats-Unis et devient un des principaux fabricants de pneumatiques. Le tigre est devenu la mascotte de la marque de pneus Uniroyal en 1964. Uniroyal d&eacute;finit ses produits comme universels, choisis par diff&eacute;rents clients pour diff&eacute;rentes sortes de v&eacute;hicules. C&rsquo;est en 1989 que la soci&eacute;t&eacute; Uniroyal-Goodrich (alors 2^&egrave;me sur le march&eacute; am&eacute;ricain et 5&egrave;me sur le march&eacute; mondial) est rachet&eacute;e par Michelin qui p&eacute;n&egrave;tre ainsi le march&eacute; am&eacute;ricain et &eacute;largit sa gamme de marques.</div><center><img title="pneus Uniroyal" alt="pneus Uniroyal" src="http://images.ecopneu.fr/mod/marque/img/big_165.gif" /><br /><br /><h2><span style="color: rgb(255, 0, 0);">UNIROYAL : l&rsquo;histoire en quelques dates</span></h2><p><strong>1868:</strong> Oscar Englebert ouvre un commerce d&rsquo;articles en caoutchouc &agrave; Li&egrave;ge.<br /><br /><strong>1894:</strong> D&eacute;buts dans le pneu, principalement de bicyclettes.<br /><br /><strong>1898:</strong> D&eacute;buts de la fabrication de pneus. Devient la premi&egrave;re entreprise du Benelux et l&rsquo;une des premi&egrave;res europ&eacute;ennes.<br /><br /><strong>1925:</strong> Une nouvelle usine de 5 hectares s&rsquo;ouvre &agrave; Li&egrave;ge.<br /><br /><strong>1926:</strong> L&rsquo;activit&eacute; export augmente et&nbsp; Englebert est l&rsquo;une des 5 plus grandes compagnies europ&eacute;ennes sp&eacute;cialis&eacute;es dans le caoutchouc.<br /><br /><strong>1929:</strong> Ouverture de l&rsquo;usine pneumatique de&nbsp; Aachen<br /><br /><strong>1936:</strong> Ouverture de l&rsquo;usine de&nbsp; Clairoix-les-Compiegne (France).<br /><br /><strong>1958:</strong> Englebert s&rsquo;associe &agrave; un partenaire am&eacute;ricain et devient un des membres de Uniroyal corporation, l&rsquo;un des trois plus gros fabricants mondiaux de pneus. La soci&eacute;t&eacute; O. Englebert Fils &amp; Co.GmbH devient&nbsp; Uniroyal Englebert Deutschland AG.<br /><br /><strong> 1963: </strong>Englebert commercialise ses produits sous le nom de&nbsp; Uniroyal-Englebert.<br /><br /><strong>1964:</strong> Nouvelle usine &agrave;&nbsp; Herstal en Belgique.<br /><br /><strong>1967:</strong> Dernier changement de nom pour simplement Uniroyal.<br /><br /><strong>1969:</strong> Le magazine &quot;Auto, Motor und Sport&quot; pl&eacute;biscite le premier pneu pluie, le&nbsp; rallye 180, qui sort vainqueur de tous les tests. Le rallye 180 est le premier pneu Uniroyal &agrave; porter le symbole du parapluie.<br /><br /><strong>1979:</strong> Integration de la partie europ&eacute;enne de&nbsp; Uniroyal Corporation dans le groupe Continental Corporation.<br /><br /><strong>1987:</strong> Opel r&eacute;compense Uniroyal Englebert Reifen GmbH en tant que fournisseur de l&rsquo;ann&eacute;e 1986.</p><p><strong>2001:</strong> Lancement du pneu tourisme sportif Uniroyal Rainsport 1<br /><br /><strong>2004:</strong> Lancement des pneus autos rallye 550 et SUV Rallye 4X4 Street<br /><br /><strong>2008:</strong> Lancement du pneu Hautes performances Uniroyal Rainsport 2</p><strong>2009:</strong> Lancement des pneus Pluies RAINEXPERT<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Lancement des pneus camionnettes et utilitaires RAINMAX 2<br type="_moz" /></center>]]></description>  <guid>http://www.quartierdesjantes.com//uniroyal-pxl-33.html</guid>  <pubDate>2010-03-11 17:45:45</pubDate>  <SKU>33</SKU></item><item>  <title><![CDATA[DUNLOP]]></title>  <link>http://www.quartierdesjantes.com//dunlop-pxl-32.html</link>  <description><![CDATA[L'histoire du pneu par Dunlop<br /><br />Dunlop Tires est une entreprise internationale bas&eacute;e au Royaume-Uni, sp&eacute;cialis&eacute;e dans la production de pneumatiques et de produit d&eacute;riv&eacute;s du caoutchouc. Elle a &eacute;t&eacute; fond&eacute;e en 1888 par l'&Eacute;cossais John Boyd Dunlop (1840-1921) apr&egrave;s qu'il eut invent&eacute; les pneumatiques gonflables modernes. Celui-ci en regardant son petit-fils (certaines versions disent son fils ou son neveu[1]) faire du v&eacute;lo eu l&rsquo;id&eacute;e de coller sur les roues en bois, des bandes de caoutchouc et d&rsquo;insuffler de l&rsquo;air dessous. Cette innovation rendait ainsi le transport plus confortable et permettait &eacute;galement de d&eacute;penser moins d&rsquo;&eacute;nergie pour avancer. Le premier pneumatique &eacute;tait n&eacute; et en 1888, JB Dunlop en d&eacute;posait le premier brevet le 23 juillet de cette m&ecirc;me ann&eacute;e. La filiale japonaise passe sous le contr&ocirc;le du Japonais Sumitomo Rubber Industries &agrave; la fin des ann&eacute;es 1970, &eacute;poque de l'&eacute;mergence de la puissante industrie automobile japonaise. Suite au d&eacute;p&ocirc;t de bilan de Dunlop en 1984, les filiales britannique, fran&ccedil;aise, allemande et nord-am&eacute;ricaine sont rachet&eacute;es par Sumitomo[1]. En 2003, Dunlop est rachet&eacute;e par l'Am&eacute;ricain Goodyear[1], sauf la division a&eacute;ronautique (Dunlop Aircraft Tyres) qui reste une soci&eacute;t&eacute; ind&eacute;pendante.       <center><img src="http://images.ecopneu.fr/mod/marque/img/big_47.gif" alt="pneus Dunlop" title="pneus Dunlop" /><br /><br /><span style="color: rgb(255, 0, 0);"><span style="font-size: 12pt;"><strong>DUNLOP : l&rsquo;histoire en quelques dates</strong></span></span><br />&nbsp;<br /><br />1888 : John Boyd Dunlop d&eacute;veloppe le premier syst&egrave;me de coussin d'air de l'histoire et pose le premier jalon de l'histoire du pneumatique.<br /><br /><br />1890 :&nbsp; premi&egrave;re usine &agrave; Dublin en Irlande.<br /><br /><br />1893 : premi&egrave;re usine europ&eacute;enne &agrave; Hanau en Allemagne.<br /><br /><br />1895 : la premi&egrave;re automobile roule sur des pneumatiques.<br /><br /><br />1898 : la production est transf&eacute;r&eacute;e &agrave; Coventry en Angleterre.<br /><br /><br />1902 : la production est transf&eacute;r&eacute;e &agrave; Birmingham en Angleterre.<br /><br /><br />1910 : Ouverture de la production en Malaisie.<br /><br /><br />1913 : premi&egrave;re usine de pneus au Japon &agrave; Kob&eacute;.<br />Au d&eacute;but de la deuxi&egrave;me guerre mondiale, Dunlop est synonyme de succ&egrave;s dans une gamme d'activit&eacute;s - non seulement les pneus o&ugrave; elle r&egrave;gne en ma&icirc;tre sur route et sur piste, mais dans les freins, les roues, les balles de tennis et de golf, les rev&ecirc;tements de sol et autres produits industriels du caoutchouc. Cette supr&eacute;matie devait durer jusqu'&agrave; la fin des ann&eacute;es 60.<br /><br />1923 :&nbsp; Construction de la passerelle DUNLOP au Mans<br /><br />1962: D&eacute;couverte du ph&eacute;nom&egrave;ne de l&rsquo;aquaplaning<br /><br /><br />1984 : consolidation des activit&eacute;s li&eacute;es au pneumatique en Europe, aux Etats-Unis et au Japon au sein du groupe japonais Sumitomo.<br /><br />1998 : D&eacute;veloppement du pneu DSST (roulage &agrave; plat)<br /><br />1999 : Sumitomo et The Goodyear Tire Rubber Company concluent une alliance mondiale, devenant ainsi le plus grand producteur mondial de pneumatiques. L'activit&eacute; europ&eacute;enne de Dunlop est regroup&eacute;e au sein de la holding Goodyear Dunlop Tires B.V<br /><br />2006 : DUNLOP pr&eacute;sente la Touch Technology<br /><br />2010 : Lancement du pneu 4x4 et SUV Dunlop SP QUATTROMAXX<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; et du pneu pour auto citadine SP StreetResponse <br /><br /><div style="text-align: left;"><strong>Pneu Auto Dunlop &eacute;t&eacute;</strong><br /><br />SP Sport 10-3E<br />SP Fastresponse<br />SP Sport 01<br />SP Sport 30&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br />SP Sport 200&nbsp;&nbsp;&nbsp;&nbsp; <br />SP Sport 2000&nbsp; <br />SP Sport 300&nbsp;&nbsp;&nbsp;&nbsp; <br />SP Sport 3000A&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br />SP Sport 9000&nbsp;&nbsp;&nbsp;&nbsp; <br />SP Sport MAXX&nbsp;&nbsp; <br />SP Sport MAXX GT<br />SP Sport MAXX TT<br /><br /><strong>Pneu Auto Dunlop hiver</strong><br /><br />SP Sport Winter 3D<br />SP Sport Winter M2<br />SP Sport Winter M3<br />SP Sport Winter Response</div></center>]]></description>  <guid>http://www.quartierdesjantes.com//dunlop-pxl-32.html</guid>  <pubDate>2010-03-11 17:44:48</pubDate>  <SKU>32</SKU></item><item>  <title><![CDATA[KLEBER]]></title>  <link>http://www.quartierdesjantes.com//kleber-pxl-31.html</link>  <description><![CDATA[<div class="text-columns">L'histoire du pneu par Kleber<br />C&rsquo;est en 1911 que l&rsquo;usine BF GOODRICH s'installe &agrave; Colombes o&ugrave; elle produira son premier pneumatique. L&rsquo;ann&eacute;e 1935 marque la sortie de deux pneus produits par la soci&eacute;t&eacute; : le pneu Flanc blanc pour les automobiles de luxe) et le pneu Flanc noir (pour les tout-terrain). En 1945, la soci&eacute;t&eacute; change de nom et devient suite &agrave; son installation avenue Kleber, la soci&eacute;t&eacute; KLEBER-COLOMBES (qui sera simplifi&eacute; et deviendra en 1962 Kleber). Kleber-Colombes b&eacute;n&eacute;ficie d&rsquo;une certaine avance technologique sur ses concurrents et sort en 1951 le premier pneu Tubeless, un pneumatique avec chambre &agrave; air incorpor&eacute;e qui va r&eacute;volutionner le monde du pneu. En 1961, Kleber lance le V10 &agrave; arceau textile suivi en 1962 du pneu &agrave; carcasse radiale. En 1994, Kleber obtient l&rsquo;homologation pour l&rsquo;&eacute;quipement de la petite citadine lanc&eacute;e par Renault : la Twingo. D&egrave;s 2002, Kleber cr&eacute;e le d&eacute;partement Kleber Assistance et lance le service de d&eacute;pannage pneumatique gratuit 24h/24 qui permet suite &agrave; une crevaison ou endommagement d'un pneu, de faire changer sa roue ou de se faire remorquer jusqu'&agrave; un revendeur. 2004 marque le lancement de la gamme Dynaxer HP2, le pneu anti-pluie qui offre une qualit&eacute; de freinage donc plus de s&eacute;curit&eacute; sur sol mouill&eacute; et une bonne tenue de route sur sol sec.</div><center><img src="http://images.ecopneu.fr/mod/marque/img/big_85.gif" alt="pneus Kleber" title="pneus Kleber" /></center>]]></description>  <guid>http://www.quartierdesjantes.com//kleber-pxl-31.html</guid>  <pubDate>2010-03-11 17:44:05</pubDate>  <SKU>31</SKU></item><item>  <title><![CDATA[PIRELLI]]></title>  <link>http://www.quartierdesjantes.com//pirelli-pxl-30.html</link>  <description><![CDATA[<div class="text-columns"><span style="color: rgb(255, 0, 0);"><span style="font-size: 12pt;"><strong>L'histoire du pneu par Pirelli</strong></span></span><br /><br />C&rsquo;est en 1872 que Giovanni Battista Pirelli, jeune ing&eacute;nieur, constitue la soci&eacute;t&eacute; Pirelli &amp; C. &agrave; Milan pour la production de composants en caoutchouc. En 1890 Pirelli fabrique son premier pneumatique pour bicyclette qui sera suivi en 1901 par le premier pneu pour automobile. Tr&egrave;s vite Pirelli se d&eacute;veloppe et vient s'implanter et Espagne (1902), Grande-Bretagne (1914) et Argentine (1927), Belgique (1938). Pirelli s&rsquo;est aussi largement impliqu&eacute; dans les courses automobiles et &agrave; remport&eacute; de grandes victoires en &eacute;quipant les voitures de Nuvolari, Fangio. Apr&egrave;s la guerre, Pirelli lance le pneumatique radial ceintur&eacute;. Pirelli poursuit son expansion g&eacute;ographique dans les ann&eacute;es soixante et soixante-dix et rach&egrave;te la soci&eacute;t&eacute; Veith aux allemands en 1963, d&eacute;veloppe son activit&eacute; au P&eacute;rou (1968) et en Australie (1975). En 1971 Pirelli s&rsquo;associe &eacute;galement &agrave; Dunlop (jusqu&rsquo;en 1980). Dans les ann&eacute;es 80, Pirelli invente les pneumatiques &agrave; profil bas, une innovation technologique de taille. Apr&egrave;s un cons&eacute;quent programme de restructuration en 1992/93, le Groupe Pirelli se lance dans une phase de relance sur le plan international caract&eacute;ris&eacute; par de nouvelles technologies, de nouveaux produits et la conqu&ecirc;te de nouveaux march&eacute;s (Indon&eacute;sie et Chine en 1996). Lors du nouveau mill&eacute;naire, Pirelli d&eacute;cide de se consacrer davantage &agrave; la r&eacute;volution Internet, on parle alors de e-Pirelli.</div><center><img title="pneus Pirelli" alt="pneus Pirelli" src="http://images.ecopneu.fr/mod/marque/img/big_124.gif" /><br /><br /><span style="font-size: 12pt;"><span style="color: rgb(255, 0, 0);"><strong>PIRELLI : l&rsquo;histoire en quelques dates</strong></span></span><br /><br />1872 : Giovanni Battista Pirelli fonde Pirelli &amp; C. &agrave; Milan.<br />&nbsp;<br />1907 : Vainqueur de la course de voitures P&eacute;kin-Paris.<br />&nbsp;<br />1925 : Grand prix de Monza<br /><br />1931 : Partenaire de la Stella Bianca<br /><br />1950 : Champion du monde de F1<br /><br />1974 : Champion du monde des rallyes WRC avec la Lancia Stratos (de 1974 &agrave; 1976)<br /><br />1977 : Champion du monde des rallyes WRC avec la Fiat 131 Abarth (1978 et 1980)<br /><br />1995 : Champion du monde des rallyes WRC avec la Subaru Impreza (de 1995 &agrave; 1997 )<br /><br />2000 : Mise en place du syst&egrave;me de production des pneus Hautes performance &quot;MIRS&quot;<br /><br />2007 : Lancement du nouveau pneu Pzero<br /><br />2008 : Champion du monde des rallyes WRC avec Citroen et S&eacute;bastien Loeb<br /><br />2009 : Lancement des pneumatiques Green Performance : les profils Cinturato P4, P6 et P7<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Champion du monde des rallyes WRC avec Citroen et S&eacute;bastien Loeb<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Champion de France GT et GT3 en 2009<br type="_moz" /></center>]]></description>  <guid>http://www.quartierdesjantes.com//pirelli-pxl-30.html</guid>  <pubDate>2010-03-11 17:42:52</pubDate>  <SKU>30</SKU></item><item>  <title><![CDATA[BRIDGESTONE]]></title>  <link>http://www.quartierdesjantes.com//bridgestone-pxl-29.html</link>  <description><![CDATA[<p>L&#39;histoire du pneu par Bridgestone<br /><br />C&#39;est en 1925 que Shojiro Ishibashi lance une soci&eacute;t&eacute; de production de semelles caoutchouc japonaises traditionnelles dans une &icirc;le au sud de Kyushu (Japon).<br /><br />La rapide industrialisation du Japon aidant, Ishibashi fabriqua son premier pneu en 1930 et fonda en 1931 la soci&eacute;t&eacute; Bridgestone Tire Co. Ltd.<br /><br />Bridgestone (&quot;pont de pierre&quot; en fran&ccedil;ais) est la traduction anglaise du nom de famille du fondateur de la soci&eacute;t&eacute; &quot;Ishibashi&quot;. La soci&eacute;t&eacute; conna&icirc;t une croissance rapide et en 1950, Bridgestone &eacute;tait devenu le premier fabricant japonais de pneus. C&rsquo;est en 1962 que les premiers pneus &agrave; structure radiale pour les bus et camions sont produits par Bridgestone suivi en 1964 pour les voitures particuli&egrave;res. En parall&egrave;le Bridgestone est &eacute;galement fabricant d&rsquo;une vaste gamme d&#39;articles en caoutchouc (composants de pr&eacute;cision, tuyaux). Bridgestone fut aussi le principal constructeur japonais de v&eacute;los et produisait &eacute;galement plus de 5000 voitures et camions par mois. En 1976, Shojiro Ishibashi meurt mais son entreprise poursuit son d&eacute;veloppement et part &agrave; la conqu&ecirc;te de nouveaux march&eacute;s.<br />Le si&egrave;ge europ&eacute;en de la soci&eacute;t&eacute; Bridgestone Europe ouvre &agrave; Bruxelles en 1972.<br /><br />Les ann&eacute;es 1980 sont riches en &eacute;v&egrave;nements et succ&egrave;s pour la soci&eacute;t&eacute; Bridgestone. Ainsi en 1983, Bridgestone ach&egrave;te &agrave; Firestone sa premi&egrave;re unit&eacute; de production au Tennessee. Et l&rsquo;expansion se poursuit par le rachat de l&rsquo;ensemble de la soci&eacute;t&eacute; Firestone Tire &amp; Rubber Company (second fabricant de pneus aux USA) en 1988.<br /><br />A c&ocirc;t&eacute; des op&eacute;rations commerciales, Bridgestone excelle &eacute;galement dans le domaine technologique. En 1982 la firme met au point le premier pneu neige sans clous avec cinq ans plus tard, la mise au point du compos&eacute; Multicell utilis&eacute; pour ce pneu.<br />C&rsquo;est en 1986, que le succ&egrave;s de la soci&eacute;t&eacute; est couronn&eacute; par l&rsquo;&eacute;quipement d&rsquo;origine de la Porsche 959 en pneus Bridgestone RE71, voiture sportive produite en &eacute;dition limit&eacute;e et qui &eacute;tait alors la voiture la plus rapide au monde. En 1990, est cr&eacute;&eacute;e la Bridgestone/Firestone Europe S.A. (BFE) qui si&egrave;ge &agrave; Bruxelles orientant ainsi son action sur l&rsquo;Europe.<br /><br />En 2001, Bridgestone se positionne parmi les leaders aux yeux des constructeurs automobiles gr&acirc;ce &agrave; son proc&eacute;d&eacute; de pneu Runflat (Bridgestone Potenza RE040 RFT). Le Runflat est un pneu r&eacute;volutionnaire qui permet de rouler avec une crevaison. En 2002, Bridgestone et Continental annoncent leur coop&eacute;ration technique pour le d&eacute;veloppement du pneu Runflat. 2002 est une ann&eacute;e riche en victoires pour Bridgestone notamment en F1 avec Michael Schumacher qui permet &agrave; Bridgestone de remporter son 5^&egrave;me titre des pilotes. Une victoire qui sera suivie quelques semaines plus tard d&rsquo;un podium Ferrari avec la victoire du titre des constructeurs pour la 5&egrave;me fois cons&eacute;cutive. Fin 2002, Bridgestone pr&eacute;sente son nouveau syst&egrave;me de s&eacute;curit&eacute; baptis&eacute; Aircept qui est utilis&eacute; dans les pneus extra larges Greatec et remplace les pneus doubles pour les camions et les bus. Ce syst&egrave;me permet au pneu de supporter des charges lourdes en cas de perte de la pression d&rsquo;air.</p><center><img alt="pneus Bridgestone" src="http://images.ecopneu.fr/mod/marque/img/big_22.gif" title="pneus Bridgestone" /><br /><br /><span style="font-size: 12pt;"><strong><span style="color: rgb(255, 0, 0);">BRIDGESTONE : l&rsquo;histoire en quelques dates</span></strong></span><br /><br />1931 : Shojiro Ishibashi devient le premier fabricant de pneus japonais en fondant la Bridgestone Tire Co. Ltd. Pour capitaliser sur l&rsquo;aspect international, il traduisit simplement son nom de famille en anglais puisque Ishibashi signifie &quot;pont de pierre&quot;, Bridge Stone.<br /><br /><br />1953 : Bridgestone devient le N&deg;1 des fabricants japonais de pneus.<br /><br /><br />1965 : une nouvelle usine Bridgestone ouvre en Malaisie.<br /><br /><br />1967 : ouverture de la filiale de marketing aux USA.<br /><br /><br />1972 : le si&egrave;ge europ&eacute;en de la Bridgestone Corporation est cr&eacute;&eacute; &agrave; Bruxelles.<br /><br /><br />1979 : Bridgestone d&eacute;veloppe une technologie permettant de convertir les pneus usag&eacute;s en carburant pour les silos &agrave; ciment.<br /><br /><br />1983 : consolidation sur le march&eacute; mondial du pneu en achetant son premier site de production au Tennessee, &agrave; la Firestone Tire &amp; Rubber Company.<br /><br /><br />1988 : Bridgestone rach&egrave;te l&#39;ensemble de l&#39;entreprise Firestone, 2eme fabricant de pneus aux USA, et devient un groupe global.<br /><br /><br />1986 : Porsche adopte les pneus Bridgestone RE71 ultra hautes performances comme &eacute;quipement d&#39;origine sur la 959, voiture la plus rapide au monde &agrave; l&#39;&eacute;poque, construite. en &eacute;dition limit&eacute;e.<br /><br /><br />1997 : Bridgestone entre dans la Formule 1.<br /><br /><br />1998 : premier titre de champion du monde avec Mika Hakkinen.<br /><br /><br />2001 : Bridgestone &eacute;quipe la BMW Z8 et la Lexus SC430 avec le Bridgestone Potenza RE040 RFT, issu de la technologie de pneu Runflat (pneu &agrave; flancs porteurs pour roulage &agrave; plat).<br /><br /><br />2002 : Bridgestone et Continental annoncent au Salon de l&#39;auto de Gen&egrave;ve une coop&eacute;ration technique pour le d&eacute;veloppement conjoint d&#39;un pneu Runflat.<br /><br /><br />2002 : Michael Schumacher permet &agrave; Bridgestone de remporter son 5e titre des pilotes cons&eacute;cutif. Et deux courses plus tard, gr&acirc;ce &agrave; Ferrari, Bridgestone obtient le titre des constructeurs pour la 5e fois cons&eacute;cutive.<br /><br />2007 : Lancement du pneu ECOPIA, profil pneumatique &agrave; faible r&eacute;sistance au roulement.</center>]]></description>  <guid>http://www.quartierdesjantes.com//bridgestone-pxl-29.html</guid>  <pubDate>2010-03-11 17:41:47</pubDate>  <SKU>29</SKU></item><item>  <title><![CDATA[FIRESTONE]]></title>  <link>http://www.quartierdesjantes.com//firestone-pxl-28.html</link>  <description><![CDATA[<div class="text-columns">L'histoire du pneu par Firestone<br /><br />Les origines de Bridgestone/Firestone Canada (BFCA) remontent &agrave; 1900, avec la fondation de la Firestone Tire &amp; Rubber Company par un jeune Am&eacute;ricain entreprenant, Harvey S. Firestone. &Agrave; l'autre bout du monde, au Japon, un autre jeune homme entreprenant, Shojiro Ishibashi, fondait la Bridgestone Tire Corporation en 1931. Pour trouver le nom de son entreprise, M. Ishbashi a invers&eacute; la traduction anglaise de son nom de famille, &laquo; Stone-bridge &raquo;, pour cr&eacute;er le nom &laquo; Bridgestone &raquo;. Ce nom avait la m&ecirc;me consonance que Firestone, une soci&eacute;t&eacute; qu'il admirait beaucoup.</div><center><img src="http://images.ecopneu.fr/mod/marque/img/big_55.gif" alt="pneus Firestone" title="pneus Firestone" /></center>]]></description>  <guid>http://www.quartierdesjantes.com//firestone-pxl-28.html</guid>  <pubDate>2010-03-11 17:40:32</pubDate>  <SKU>28</SKU></item><item>  <title><![CDATA[BF GOODRICH]]></title>  <link>http://www.quartierdesjantes.com//bf-goodrich-pxl-27.html</link>  <description><![CDATA[<div class="text-columns">L'histoire du pneu par BF Goodrich<br /><br />C&rsquo;est en 1870 que Benjamin Franklin Goodrich cr&eacute;e la premi&egrave;re soci&eacute;t&eacute; caoutchouti&egrave;re en Am&eacute;rique du nord : BF Goodrich est n&eacute;e. En 1903, une automobile traverse les Etats-Unis pour la premi&egrave;re fois : elle est &eacute;quip&eacute;e de pneus BF Goodrich. BF Goodrich se lance aussi dans l&rsquo;aviation en &eacute;quipant de pneus BF Goodrich l'avion de Charles Lindberg qui effectuera sa premi&egrave;re travers&eacute;e sans escale. En 1947, BF Goodrich fabrique les premiers pneus sans chambre &agrave; air qui viendront &eacute;quiper les automobiles am&eacute;ricaines. 965 marque la naissance du &laquo; Lifesaver &raquo;, le premier pneu radial am&eacute;ricain invent&eacute; par la firme BF Goodrich. En 1967, BF Goodrich lance le pneumatique qui permet de rouler m&ecirc;me d&eacute;gonfl&eacute;. D&egrave;s 1972, BF Goodrich d&eacute;veloppe des pneus &agrave; carcasse radiale pour automobile sur le march&eacute; de l'Am&eacute;rique du nord. Il sera suivi en 1976, du pneu radial Performance pour les utilitaires l&eacute;gers. En 1977, la navette spatiale Columbia est &eacute;quip&eacute;e de pneus BF Goodrich.</div><center><img src="http://images.ecopneu.fr/mod/marque/img/big_17.gif" alt="pneus BF goodrich" title="pneus BF goodrich" /></center>]]></description>  <guid>http://www.quartierdesjantes.com//bf-goodrich-pxl-27.html</guid>  <pubDate>2010-03-11 17:39:34</pubDate>  <SKU>27</SKU></item><item>  <title><![CDATA[CONTINENTAL]]></title>  <link>http://www.quartierdesjantes.com//continental-pxl-26.html</link>  <description><![CDATA[L'histoire du pneumatique par Good year<br /><br />La soci&eacute;t&eacute; Continental est n&eacute;e en 1871. Elle fabriquait &agrave; l&rsquo;origine des tuyaux et pi&egrave;ces en caoutchouc.  Continental s&rsquo;installe &agrave; Paris en 1890 et se lance dans la fabrication de pneumatiques. Continental produit alors des pneus pour v&eacute;los, pour les automobiles et pour les avions.  D&egrave;s 1898, le premier v&eacute;hicule que Louis Renault met au point &agrave; Billancourt est &eacute;quip&eacute; de pneus Continental.  1904 Le pneumatique &agrave; sculpture (avec rainures transversales) est invent&eacute; par Continental en 1904.  En 1963, Continental s&rsquo;implante &agrave; nouveau en France (Sarreguemines, Moselle).  Le pneu neige sans clou, baptis&eacute; Contact, est mis au point par Continental en 1974.  Continental poursuit son d&eacute;veloppement et rach&egrave;te en 1979 la soci&eacute;t&eacute; Uniroyal.  En 1992, la soci&eacute;t&eacute; portugaise Mabor est rachet&eacute;e par le groupe Continental      <center><img title="pneus Continental" alt="pneus Continental" src="http://images.ecopneu.fr/mod/marque/img/big_35.gif" /><br /><span style="font-size: 12pt;"><span style="color: rgb(255, 102, 0);"><strong>CONTINENTAL : l&rsquo;histoire en quelques dates</strong></span></span><br /><br />1871 : Cr&eacute;ation de l'entreprise Continental S.A. &agrave; Hanovre en Allemagne.<br /><br />1882 : Choix du Cheval qui sera d&eacute;pos&eacute; comme embl&egrave;me de la marque de fabrique.<br /><br />1892 : premi&egrave;re soci&eacute;t&eacute; allemande &agrave; fabriquer des pneus pour bicyclette appel&eacute;s &laquo; pneumatics &raquo;<br /><br />1898 : d&eacute;marrage de la production de pneumatiques sans sculptures pour automobiles &agrave; l'usine de Hanovre-Vahrenwald.<br /><br />1901 : la Daimler nomm&eacute;e pour la premi&egrave;re fois Mercedes gagne la course automobile Nice-Salon-Nice sur des pneus Continental.<br /><br />1904 : Continental pr&eacute;sente un pneu automobile &agrave; bandes de roulements profil&eacute;es en premi&egrave;re mondiale.<br /><br />1905 : fabrique des pneus anti-d&eacute;rapants &agrave; rivets, pr&eacute;curseurs des futurs pneus &agrave; clous.<br /><br />1908 : invente la jante d&eacute;montable pour voiture de tourisme, une importante nouveaut&eacute; permettant d'&eacute;conomiser temps et effort lors d'un changement de pneu.<br /><br />1909 : confection, pour la premi&egrave;re fois, de pneus d'essais &agrave; partir d'&eacute;chantillons de caoutchouc de synth&egrave;se mis au point par Bayer et vulcanis&eacute;s avec succ&egrave;s par Continental. Louis Bl&eacute;riot est le premier &agrave; r&eacute;ussir le survol de la manche dans un avion construit avec du tissu Continental pour avion.<br /><br />1914 : triple victoire de Daimler au grand prix de France sur les pneus Continental.<br /><br />1928/1929 : fusion avec des grandes entreprises de l'industrie du caoutchouc et cr&eacute;ation de la soci&eacute;t&eacute; anonyme Continental Gummi-Werke AG. Acquisition des usines de Hanovre-Limer et de Korbach en Hesse.<br /><br />1935/1940 : 4 victoires cons&eacute;cutives au grand prix d'Allemagne, 4 victoires &agrave; Tripoli (Afrique du Nord), 3 en Italie et de nombreux records de vitesse contribuent &agrave; la renomm&eacute;e internationale de coureurs tels que Carraciola, Rosemeyer et Stuck sur des voitures de course Mercedes et Auto Union &eacute;quip&eacute;es de pneus Continental.<br /><br />1945 : d&eacute;g&acirc;ts consid&eacute;rables dans les usines de Hanovre-Vahrenwald et de Korbach suite aux bombardements alli&eacute;s pendant la Seconde Guerre mondiale.<br /><br />1952 : premiers pneus M+S sp&eacute;cialement con&ccedil;us pour la circulation en hiver.<br /><br />2000 : Lancement du pneu Continental PREMIUM<br /><br />2002 : Lancement des pneus Continental Sport Contact 2<br /><br />2005 : Remplacement du pneu Premium par le Continental Premium Contact 2<br /><br />2006 : Lancement du pneu hiver Conti Winter Contact TS 810<br /><br />2008 : Lancement des pneus Continental Sport Contact 3<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Lancement des pneus hiver TS 830<br /><br />2009 : Lancement du pneu camionnette VANCO 2 et du pneumatique hiver TS 830 P<br /><br />2010 : Pr&eacute;sentation du Nouveau Continental Conti sport contact 5 P<br /><div style="text-align: left;"><br /><br /><strong>Pneu Continental Auto &eacute;t&eacute;</strong><br /><br />Conti Sport Contact<br />Conti Sport&nbsp; Contact 2<br />Conti Sport Contact 3<br />Conti VMAX fr<br />Conti Premium Contact<br />Conti Premium Contact 2<br />Conti ECO Contact 3<br /><strong><br />Pneu Continental Auto hiver</strong><br /><br />Winter Contact TS780<br />Winter Contact TS790<br />Winter Contact TS800<br />Winter Contact TS810<br />Winter Contact TS810 S<br />Winter Contact TS830</div></center>]]></description>  <guid>http://www.quartierdesjantes.com//continental-pxl-26.html</guid>  <pubDate>2010-03-11 17:38:23</pubDate>  <SKU>26</SKU></item><item>  <title><![CDATA[GOOD YEAR]]></title>  <link>http://www.quartierdesjantes.com//good-year-pxl-25.html</link>  <description><![CDATA[<div class="text-columns"><span style="color: rgb(255, 102, 0);"><span style="font-size: 12pt;"><strong>L'histoire du pneu par Good Year</strong></span></span><br /><br />C&rsquo;est en 1898 que, rendant hommage &agrave; l&rsquo;inventeur de la vulcanisation (Charles Goodyear), Franck Seiberling cr&eacute;e The Goodyear Tire &amp; Rubber Company dans l&rsquo;Ohio. Goodyear emploie lors une dizaine d&rsquo;ouvriers et fabrique principalement des pneus de bicyclettes et de charrettes, des tuyaux d&rsquo;incendie, des fers en caoutchouc pour les chevaux et &hellip; des jetons de poker.<br /><br />En 1954, Goodyear produit le premier tapis roulant pour transporter des personnes pour une compagnie ferroviaire. C&rsquo;est au Havre en 1962 que Goodyear ouvre une nouvelle usine chimique afin d&rsquo;alimenter le march&eacute; commun en caoutchouc synth&eacute;tique.<br /><br />En 1969, les premiers pneumatiques &agrave; fouler le sol de la lune sont sign&eacute;s Goodyear : Apollo 14 est &eacute;quip&eacute; de pneus Goodyear XLT.  D&egrave;s 1994, Goodyear sera le premier fabricant de pneumatiques &agrave; proposer la vente en ligne sur son site Internet. <br /><br />Cette m&ecirc;me ann&eacute;e, le fabricant lance l'Aquatred, un pneumatique qui gr&acirc;ce &agrave; un canal central, permet de rouler en toute s&eacute;curit&eacute; sur route mouill&eacute;e. En 1998, Goodyear lance un pneu garantie &agrave; vie, l'Infinitred. <br /><br />Actuellement pr&eacute;sent sur les six continents, Goodyear, dont les laboratoires de recherche sont toujours tr&egrave;s actifs, propose une &eacute;volution constante de ses produits notamment du pneumatique &laquo; run on flat &raquo; ou roulage &agrave; plat.</div><center><img src="http://images.ecopneu.fr/mod/marque/img/big_65.gif" alt="pneus Good Year" title="pneus Good Year" /><br /><span style="font-size: 12pt;"><strong><br /></strong><span style="color: rgb(51, 51, 153);"><strong>GOODYEAR : l&rsquo;histoire en quelques dates</strong></span></span><br /><br /><br /><br />1898 : Franck Seiberling cr&eacute;e The Goodyear Tire &amp; Rubber Company et baptise sa soci&eacute;t&eacute; du nom de l&rsquo;inventeur du proc&eacute;d&eacute; de la vulcanisation, Charles Goodyear. Franck Seiberling choisira &eacute;galement le pied ail&eacute; du logo.<br />L'entreprise fabrique des fers en caoutchouc pour chevaux, des roues de bicyclette et de charrette, des joints d'&eacute;tanch&eacute;it&eacute;, des tuyaux &agrave; incendie et m&ecirc;me des jetons de poker en caoutchouc.<br /><br />1901 : Seiberling, offre des pneus au jeune Henry Ford pour sa nouvelle voiture afin de l'aider &agrave; d&eacute;marrer en course&nbsp; automobile. Les pneus Goodyear font leur d&eacute;but en comp&eacute;tition.<br />&nbsp;<br />1903 : d&eacute;p&ocirc;t du brevet du premier pneu tubeless pour voiture.<br />&nbsp;<br />1908 : All-Weather, premier pneu tout temps, dont la bande de roulement est sculpt&eacute;e en forme de diamant.<br />&nbsp;<br />1909 : premier pneu en caoutchouc pour avion. Il remplace les patins et les roues de bicyclette utilis&eacute;s pr&eacute;c&eacute;demment.<br />&nbsp;<br /><br />1910 : Premi&egrave;re usine Goodyear hors des Etats-Unis, l'usine de Bowmanville au Canada.<br />&nbsp;<br />1911 : Les pneus d'avion Goodyear effectuent leur premier vol &agrave; travers les Etats-Unis. 84 jours et 63 atterrissages seront n&eacute;cessaires au voyage.<br />&nbsp;<br />1912 : Lancement du premier dirigeable Goodyear.<br />&nbsp;<br />&nbsp;<br />1913 : Production de la premi&egrave;re courroie de transmission.<br />&nbsp;<br />1921 : Lancement du Rut-Proof : premier pneu tout-terrain.<br />&nbsp;<br />1924 : Goodyear ach&egrave;te les licences Zeppelin pour construire les premiers dirigeables rigides aux Etats-Unis.<br />&nbsp;<br />&nbsp;<br />1927 : Lancement du premier pneu tout temps avec un profil rainur&eacute;.<br />L'usine de Wolverhampton, en Angleterre, est la premi&egrave;re usine de Goodyear en Europe.<br />&nbsp;<br />&nbsp;<br />1932 : premiers freins hydrauliques pour avion.<br />&nbsp;<br />&nbsp;<br />1934 : premier pneu neige clout&eacute;.<br />&nbsp;<br />&nbsp;<br />&nbsp;<br />1937 : Le premier pneu am&eacute;ricain en caoutchouc synth&eacute;tique est produit et test&eacute; par Goodyear. Pendant la deuxi&egrave;me guerre mondiale, les chercheurs de la soci&eacute;t&eacute; perfectionneront ce mat&eacute;riau synth&eacute;tique pour le rendre pratiquement identique au caoutchouc naturel.<br />&nbsp;<br />1939 : L'Amiral Byrd conduit son exp&eacute;dition polaire &agrave; bord du 'Penguin', &eacute;quip&eacute; de pneus Goodyear.<br />&nbsp;<br />&nbsp;<br />1947 : premier pneu en nylon.<br />&nbsp;<br />&nbsp;<br />&nbsp;<br />1954 : Le premier tapis roulant pour transporter des passagers est construit par Goodyear pour la compagnie ferroviaire Hudson &amp; Manhattan.<br />&nbsp;<br />1959 : A la vitesse de 532 km/h, Mickey Thompson &eacute;tablit le nouveau record de vitesse automobile sur la piste du Lac Sal&eacute; de Bonneville, dans l'Utah.<br />&nbsp;<br /><br />1962 : D&eacute;marrage de la nouvelle usine chimique du Havre, en France, destin&eacute;e &agrave; servir le March&eacute; Commun en caoutchouc synth&eacute;tique.<br />&nbsp;<br />&nbsp;<br />1964 : Criag Breddlove, &agrave; bord du Spirit of America &eacute;quip&eacute; de pneus Goodyear, devient le premier homme &agrave; franchir la vitesse de 1000 km/h sur la piste du Lac Sal&eacute; de Bonneville, dans l'Utah.<br />&nbsp;<br />1970 : premiers pneus sur la Lune. Le v&eacute;hicule lunaire d'Apollo 14 est &eacute;quip&eacute; de pneus Goodyear XLT.<br />&nbsp;<br />1971 : Goodyear Aerospace d&eacute;veloppe des disques de freins en carbone - une premi&egrave;re dans l'a&eacute;ronautique. Cette technologie sera ensuite adopt&eacute;e en Formule 1 sur les voitures de course les plus rapides du monde. <br />&nbsp;<br />&nbsp;<br />1977 : premier pneu tout temps, le Tiempo.<br />&nbsp;<br />1978 : Goodyear est le premier &agrave; r&eacute;utiliser des pneus usag&eacute;s comme mat&eacute;riau dans la construction de 2000 r&eacute;cifs artificiels et brise-lames flottants, prot&eacute;geant ainsi les ports et offrant un habitat &agrave; la vie sous-marine.<br />&nbsp;<br /><br />1981 : Pour son travail innovant dans la gestion des d&eacute;chets, Goodyear re&ccedil;oit de la Maison Blanche le Prix de l'Environnement.<br />Lancement de la nouvelle gamme de pneus hautes performances, les Goodyear Eagle &agrave; Daytona.<br />&nbsp;<br />1987 : ZR-S, premier pneu hautes performances avec indice de vitesse Z (plus de 240 km/h).<br />&nbsp;<br />1988 : Goodyear fabrique le premier pneu asym&eacute;trique pour le chasseur F-15 de l'US Air Force, ainsi que des pneus sp&eacute;ciaux pour le bombardier A-11 de la Marine et pour l'avion de ligne MD-11 de MacDonell Douglas<br />&nbsp;<br />1992 : lancement de l'Aquatred. Avec son canal central exclusif, ce pneu repousse les limites en mati&egrave;re de r&eacute;sistance &agrave; l'aquaplanage et change l'attitude des automobilistes vis-&agrave;-vis de leurs pneus. C'est le pneu qui a re&ccedil;u le plus de distinctions de l'industrie du pneu.<br />Goodyear &eacute;quipe d'origine la nouvelle Corvette avec le premier pneu permettant le roulage &agrave; plat.<br /><br />1993 : Goodyear ouvre son premier magasin &agrave; P&eacute;kin et devient le premier manufacturier occidental en Chine.<br />&nbsp;<br />1995 : Goodyear prend une participation majoritaire dans TC Debica, le plus grand manufacturier polonais de pneus Tourisme.<br />Lancement de la courroie automobile Gatorback Poly-V, qui offre des performances exceptionnelles sur les voitures tr&egrave;s puissantes. <br />L'usine Dalian en Chine produit son premier pneu Tourisme &agrave; ceinture acier.<br />&nbsp;<br />1996 : Goodyear lance l'Infinitred, premier pneu garanti &agrave; vie. <br />Naissance des pneus EMT (technologie de roulage &agrave; plat).<br /><br />1997 : Goodyear est le premier manufacturier &agrave; remporter 350 victoires en Formule 1<br />&nbsp;<br />1998 : Goodyear annonce le d&eacute;veloppement d'IMPACT (Integrated Manufacturing Precision Assembled Cellular Technology), un proc&eacute;d&eacute; r&eacute;volutionnaire de production de pneus.&nbsp; <br />Goodyear forme une joint-venture avec le groupe slov&egrave;ne Sava, pour la fourniture de tuyaux, amortisseurs et courroies de transmissions aux march&eacute;s europ&eacute;ens.<br />&nbsp;<br />1999 : alliance avec Sumitomo Rubber Industries Ltd.<br /><br />2000 : signature d&rsquo;un accord avec Michelin pour promouvoir les syst&egrave;mes de roulage &agrave; plat Pax System de Michelin et EMT de Goodyear.<br />&nbsp;<br />2001 : Goodyear est choisi comme fournisseur des courses ASCAR, l'&eacute;quivalent anglais des courses am&eacute;ricaines NASCAR, ces courses sur anneau ovale o&ugrave; les voitures d&eacute;passent les 270 km/h.<br /><br />2005 : Lancemenent du pneu &agrave; roulage &agrave; plat RunOnFlat de Goodyear<br /><br />2008 : Lancement du pneu OptiGrip, &quot;Le pneu qui &eacute;volue de mani&egrave;re intelligente avec le temps&quot;<br /><br />2009 : Lancement du pneu EfficientGrip, &quot;Plus de kilom&egrave;tres avec le m&ecirc;me plein&quot;<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Goodyear et la NASA inventent le pneu lunaire increvable<br /><br /><div style="text-align: left;"><strong>PNEU AUTO GOODYEAR &eacute;t&eacute;</strong><br /><br />Pneus HydraGrip<br />Pneus OptiGrip<br />Pneus Excellence<br />Pneus EfficientGrip<br />Pneus DuraGrip<br />Eagle NCT5<br />Eagle GT3<br />Eagle GT2<br />Eagle F1 GSD3<br />Eagle F1 GSD2<br />Eagle F1 GS<br />Eagle F1 Asymmetric<br /><br /><strong>PNEU AUTO GOODYEAR Hiver</strong><br /><br />Eagle UltraGrip<br />Eagle UltraGrip 6<br />Eagle UltraGrip 7<br />Eagle UltraGrip GW3<br />Pneus Performance<br />Pneus Performance 2</div></center>]]></description>  <guid>http://www.quartierdesjantes.com//good-year-pxl-25.html</guid>  <pubDate>2010-03-11 17:37:12</pubDate>  <SKU>25</SKU></item><item>  <title><![CDATA[MICHELIN]]></title>  <link>http://www.quartierdesjantes.com//michelin-pxl-24.html</link>  <description><![CDATA[<br />Michelin est cr&eacute;&eacute; &agrave; Clermont-Ferrand par les fr&egrave;res Edouard et Andr&eacute; Michelin qui reprirent l&rsquo;entreprise fond&eacute;e par leur grand-p&egrave;re de construction de patin &agrave; frein pour les bicyclettes.<br /><br />C&rsquo;est en 1891 qu'Edouard Michelin met au point et fait breveter le premier pneumatique d&eacute;montable avec chambre &agrave; air pour bicyclette. La r&eacute;paration d&rsquo;un pneu est d&eacute;sormais possible en un temps record (il fallait auparavant avec le pneu entoil&eacute; coll&eacute; sur la jante, pas moins de trois heures de travail et une dizaine d'heures de s&eacute;chage). <br /><br />C&rsquo;est en 1892, que le pneumatique avec chambre &agrave; air d&eacute;montable est pr&eacute;sent&eacute; plus largement au public lors de la course dite &quot;course aux clous&quot; sur le parcours de laquelle les fr&egrave;res Michelin avaient g&eacute;n&eacute;reusement sem&eacute; des clous pour garantir le succ&egrave;s de ses concurrents, montrer que la crevaison n'&eacute;tait plus un probl&egrave;me et faire conna&icirc;tre leur invention au grand public. L&rsquo;invention dont le succ&egrave;s est imm&eacute;diat dans le monde cycliste envahit rapidement le secteur automobile et le pneu d&eacute;montable &eacute;quipa ensuite les fiacres.<br /><br />En 1898 na&icirc;t le symbole de la firme Michelin : le Bibendum. Inspir&eacute; de la repr&eacute;sentation d'une pile de pneus, le Bibendum qui &quot;boit&quot; les obstacles de la route est le fruit de la cr&eacute;ation du c&eacute;l&egrave;bre dessinateur O'Galop. <br /><br />D&egrave;s le d&eacute;but du si&egrave;cle, Michelin, passionn&eacute; d&rsquo;aviation, se lance &eacute;galement s&eacute;rieusement dans le domaine de l'a&eacute;ronautique et commence &agrave; cr&eacute;er les bases de son avenir. C&rsquo;est ainsi que le Grand Prix Michelin est cr&eacute;&eacute; pour r&eacute;compenser les aviateurs. D&egrave;s 1930, Michelin poursuit ses recherches et lance le pneu &agrave; chambre incorpor&eacute;e (pr&eacute;curseur du tubeless). La soci&eacute;t&eacute; Citro&euml;n est reprise par Michelin en 1935. Le TPV (Tout Petit V&eacute;hicule) est &agrave; l&rsquo;&eacute;tude&hellip;. ce n'est autre que la c&eacute;l&egrave;bre 2 CV !<br /><br /><p style="text-align: center;"><span style="color: rgb(0, 0, 255);"><strong><span style="font-size: medium;"><span style="color: rgb(255, 0, 0);">MICHELIN : l&rsquo;histoire en quelques dates</span></span></strong></span></p><p style="text-align: center;"><br /><strong>1889 :</strong> les fr&egrave;res Andr&eacute; et Edouard Michelin fondent Michelin et Cie, entreprise d&rsquo;une cinquantaine de salari&eacute;s.<br /><br /><strong>1891 :</strong>&nbsp; D&eacute;p&ocirc;t du brevet du pneu d&eacute;montable pour bicyclette.<br />&nbsp; <br /><strong>1898 :</strong>&nbsp; cr&eacute;ation du bonhomme Michelin par le dessinateur O&rsquo;Galop. <br /><br /><strong>1899 :</strong> l'automobile &eacute;lectrique la Jamais Contente, &eacute;quip&eacute;e de pneus Michelin, d&eacute;passe 100 km/h.<br /><br /><strong>1907 :</strong> ouverture d'une nouvelle usine &agrave; Clermont-Ferrand&nbsp; et premi&egrave;re usine hors de France &agrave; Turin.<br /><br /><strong>1929 :</strong> mise au point de la micheline, autorail l&eacute;ger dont les roues sont &eacute;quip&eacute;es de pneus sp&eacute;ciaux invent&eacute;s par Andr&eacute; Michelin.<br /><br /><strong>1935 :</strong> Michelin devient l'actionnaire principal de Citro&euml;n.<br /><br /><strong>1946 :</strong> Michelin d&eacute;pose le brevet du pneu radial, commercialis&eacute; en 1949 sous l'appellation Michelin X. <br /><br /><strong>1951 :</strong> Fondation de la Compagnie G&eacute;n&eacute;rale des &Eacute;tablissements Michelin (CGEM) et de la Manufacture Fran&ccedil;aise des Pneumatiques Michelin. Cr&eacute;ation de la premi&egrave;re usine fran&ccedil;aise en dehors de Clermont-Ferrand &agrave; Orl&eacute;ans.<br /><br /><strong>1971 :</strong> ouverture de la premi&egrave;re usine au Canada.<br /><br /><strong>1975 :</strong> ouverture de la premi&egrave;re usine aux &Eacute;tats-Unis.<br /><br /><strong>1979 :</strong> la firme s'associ&eacute; &agrave; Ferrari, champion de Formule 1.<br /><br /><strong>1981 :</strong> Michelin absorbe les usines pneumatiques Kleber. <br /><br /><strong>1989 :</strong> achat de&nbsp; Uniroyal-Goodrich Tire<br /><br /><strong>1996 :</strong> Michelin invente le PAX System, le pneu ind&eacute;jantable qui permet de rouler m&ecirc;me en cas de crevaison. <br /><br /><strong>1999 :</strong> Fran&ccedil;ois Michelin quitte son poste de g&eacute;rant. Son fils &Eacute;douard, centralien &acirc;g&eacute; de 36 ans et co-g&eacute;rant depuis 1991, lui succ&egrave;de. <br /><br /><strong>2004 :</strong> pr&eacute;sentation du Tweel, une roue sans air. <br /><br /><strong>2006 :</strong> nouvelle plateforme de stockage de 70 000 m&sup2; &agrave; Valenciennes. <br /><br /><strong>2007 :</strong> contrat d'une valeur de 1,7 milliard de dollars est sign&eacute; entre Michelin et le Pentagone.</p><p><br /><strong>PNEU AUTO MICHELIN &eacute;t&eacute;</strong><br /><br />Energy E3A<br />Energy E3B<br />Energy SAVER<br />Pneus PRIMACY<br />Pneus PRIMACY HP<br />Pneus Exalto 2<br />Pilot Sport<br />Pilot Sport PS2<br />Pilot Sport CUP<br />&nbsp;<br /><strong>PNEU AUTO MICHELIN hiver</strong><br /><br />Primacy ALPIN<br />Pilot Alpin 3<br />Pilot Alpin 2<br />Pneus Alpin 2<br />Pneus Alpin 3<br />Pneus X-ICE</p><br type="_moz" />]]></description>  <guid>http://www.quartierdesjantes.com//michelin-pxl-24.html</guid>  <pubDate>2010-03-11 17:35:46</pubDate>  <SKU>24</SKU></item><item>  <title><![CDATA[Comment changer ses pneus]]></title>  <link>http://www.quartierdesjantes.com//dossier-comment-changer-ses-pneus-pxl-19_23.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_7449932_XS.jpg" style="width: 367px; height: 258px;" /></p><p>&nbsp;</p><p>Lorsque vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> sont trop us&eacute;s, il est obligatoire de les remplacer sous peine de recevoir une amende lors d&rsquo;un contr&ocirc;le ou bien pire d&rsquo;avoir un accident.</p><p>&nbsp;</p><p>Mais comment savoir si vos pneus sont us&eacute;s ? Chaque pneu dispose d&rsquo;une rainure t&eacute;moin qui doit r&eacute;pondre &agrave; un degr&eacute; d&#39;usure.</p><p style="text-align: justify;"><br />Votre degr&eacute; d&rsquo;usure vous indique la hauteur minimum de gomme. Si vous atteignez ce t&eacute;moin vous devez imp&eacute;rativement changer vos pneus le plus rapidement possible.<br />Il est pr&eacute;f&eacute;rable de pr&eacute;voir le remplacement de vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> avant d&rsquo;atteindre ce t&eacute;moin d&rsquo;usure, qui repr&eacute;sente un t&eacute;moin critique.<br /><br />Sp&eacute;cification au code de la route :<br />&laquo; Le t&eacute;moin d&#39;usure de 1.6 millim&egrave;tres indique la hauteur de gomme minimum l&eacute;gale.&raquo;</p><p style="text-align: justify;"><img alt="" src="../images/Image/Image/UsureB.jpg" style="width: 109px; height: 121px;" /></p><p style="text-align: justify;"><br /><br />Dans le cas d&rsquo;une crevaison ou d&rsquo;un accident vous pouvez avoir la n&eacute;cessit&eacute; de ne changer qu&rsquo;un seul pneu mais attention il faut respecter certains points :<br /><br />Vous devez remettre un pneu identique !<br />C&#39;est-&agrave;-dire que la marque, la r&eacute;f&eacute;rence, les dimensions, les indices de vitesse et de charge ne doivent pas diff&eacute;rer.<br />En somme vous devez avoir deux pneus identiques sur le m&ecirc;me essieu.</p><p style="text-align: justify;">&nbsp;</p><p style="text-align: justify;">Attention aussi &agrave; ce que l&#39;usure des deux pneus ne soit pas trop diff&eacute;rente d&#39;un pneu &agrave; l&#39;autre.<br /><br />Sp&eacute;cification au code de la route :<br />Lorsque le code de la route interdit de monter des pneus de structures diff&eacute;rents sur un m&ecirc;me essieu ( article 3, point 3.2 et 3.3) Il entend selon le Journal Officiel de la CE N&deg;1 129/105 du 14/05/1992 que les pneus doivent &ecirc;tre &agrave; la fois de :<br />-&nbsp; m&ecirc;me marque<br />- m&ecirc;me dimension<br />- m&ecirc;me cat&eacute;gorie d&#39;utilisation ( ex. route, neige, tout terrain)<br />- m&ecirc;me structure : radiale ou diagonale<br />- m&ecirc;me code de vitesse<br />- m&ecirc;me indice de capacit&eacute; de charge</p><p style="text-align: justify;"><br />&laquo; La diff&eacute;rence entre la profondeur des rainures principales de deux <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneumatiques</a> mont&eacute;s sur un m&ecirc;me essieu ne doit pas d&eacute;passer 5 millim&egrave;tres. &raquo;<br /><br /><br /><strong>Dans le cas ou vous devez changer deux pneus :</strong><br />Proc&eacute;dure la plus courante du &agrave; l&rsquo;usure normal d&rsquo;un train de pneus (train avant ou train arri&egrave;re).<br />Il sera donc imp&eacute;ratif de remettre deux pneus identiques. Il faudra respecter les donn&eacute;es constructeurs ou plus simplement remettre des pneus identiques* &agrave; ceux qui se trouvaient sur votre v&eacute;hicule.<br />&bull;&nbsp;&nbsp; &nbsp;Identiques en dimensions, indices de vitesse et charge.<br /><br /><br /><strong>Dans le cas ou vous devez changer vos quatre pneus en m&ecirc;me temps</strong><br />Proc&eacute;dure la plus rare, il est &eacute;vident que s&rsquo;offre &agrave; vous un choix important de pneus.<br />Vous pouvez tr&egrave;s bien changer de marque de pneus, de profil pour adapter vos pneus &agrave; votre conduite.<br />Vous pouvez orienter votre choix vers des pneus plus silencieux et confortable, plus endurants et donc capable de faire plus de kilom&egrave;tre ou bien plus performant si vous avez le pied un peu lourd :) ou si vous avez une conduite plus nerveuse.<br />N&rsquo;oubliez jamais que vous devez quand m&ecirc;me suivre les normes constructeurs, respecter les indices de charge et de vitesse et mettre des dimensions adapt&eacute;es &agrave; votre v&eacute;hicule.</p><p style="text-align: justify;">&nbsp;</p><p style="text-align: justify;">&nbsp;</p><p><span style="color: rgb(255, 0, 0);">Parce qu&rsquo;il est le seul &eacute;l&eacute;ment qui vous relie &agrave; la route, <strong>Quartier des jantes</strong> vous rappel que le pneu est un organe crucial qui m&eacute;rite que l&rsquo;on s&rsquo;y int&eacute;resse. La moindre erreur d&rsquo;appr&eacute;ciation sur leur &eacute;tat ou leur qualit&eacute; peut ainsi se payer au prix fort.</span></p><p>&nbsp;</p><p><span style="color: rgb(255, 0, 0);"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" /></span></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-comment-changer-ses-pneus-pxl-19_23.html</guid>  <pubDate>2010-01-12 17:03:40</pubDate>  <SKU>23</SKU></item><item>  <title><![CDATA[Rodage des pneumatiques]]></title>  <link>http://www.quartierdesjantes.com//dossier-rodage-des-pneumatiques-pxl-19_22.html</link>  <description><![CDATA[<p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_rodage.jpg" style="width: 270px; height: 270px;" /></p><p>&nbsp;</p><p>Lorsque vous remplacez vos pneus par des pneus neufs il est important de r&eacute;aliser une periode de rodage.</p><p>Quartier des jantes vous conseille de ne pas avoir le pied lourd et de rouler &agrave; une alure raisonnable pendant les 300 premiers kilom&egrave;tres.</p><p>Pendant cette p&eacute;riode nous conseillons de ne pas faire d&#39;acc&eacute;l&eacute;ration violente ou de freinage brusque.</p><p>&nbsp;</p><p><span style="color: rgb(255, 140, 0);"><em><strong>Le but du rodage : Am&eacute;liorer la long&eacute;vit&eacute; et les performances de vos pneus.</strong></em></span></p><p>&nbsp;</p><p>Attention aussi au comportement de votre voiture qui sera diff&eacute;rent avec des pneus neufs.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-rodage-des-pneumatiques-pxl-19_22.html</guid>  <pubDate>2010-01-12 17:00:14</pubDate>  <SKU>22</SKU></item><item>  <title><![CDATA[Réglementation]]></title>  <link>http://www.quartierdesjantes.com//dossier-reglementation-pxl-19_21.html</link>  <description><![CDATA[<h2 style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_réglementations.jpg" style="width: 376px; height: 251px;" /></h2><h2>&nbsp;</h2><h2>Article R314-1</h2><p>Les roues de tout v&eacute;hicule &agrave; moteur et de toute remorque, &agrave; l&#39;exception des v&eacute;hicules et appareils agricoles, doivent &ecirc;tre munies de pneumatiques.<br />Les pneumatiques, &agrave; l&#39;exception de ceux des mat&eacute;riels de travaux publics, doivent pr&eacute;senter sur toute leur surface de roulement des sculptures apparentes.<br />Aucune toile ne doit appara&icirc;tre ni en surface ni &agrave; fond de sculpture des pneumatiques.<br />En outre, ceux-ci ne doivent comporter sur leurs flancs aucune d&eacute;chirure profonde.<br />Lorsque les v&eacute;hicules et appareils agricoles sont munis de pneumatiques, ceux-ci ne doivent comporter sur leurs flancs aucune d&eacute;chirure profonde et aucune toile ne doit appara&icirc;tre ni en surface ni en fond de sculpture.<br />La nature, la forme, l&#39;&eacute;tat et les conditions d&#39;utilisation des pneumatiques et autres dispositifs pr&eacute;vus par le pr&eacute;sent article sont d&eacute;termin&eacute;s par arr&ecirc;t&eacute; du ministre charg&eacute; des transports.<br />Le ministre charg&eacute; des transports peut accorder des d&eacute;rogations aux obligations pr&eacute;vues au pr&eacute;sent article pour les mat&eacute;riels de travaux publics.<br />Le fait de contrevenir aux dispositions du pr&eacute;sent article relatives &agrave; la nature, la forme, l&#39;&eacute;tat et les conditions d&#39;utilisation des pneumatiques est puni de l&#39;amende pr&eacute;vue pour les contraventions de la quatri&egrave;me classe.<br />L&#39;immobilisation du v&eacute;hicule peut &ecirc;tre prescrite dans les conditions pr&eacute;vues aux articles L. 325-1 &agrave; L. 325-3.<br />&nbsp;</p><h2>Article R314-2</h2><p>Le fait de mettre en vente ou de vendre, sauf pour &ecirc;tre mis au rebut, un pneumatique ne pr&eacute;sentant pas les caract&eacute;ristiques d&#39;utilisation pr&eacute;vues &agrave; l&#39;article R. 314-1 ou d&eacute;t&eacute;rior&eacute; par un retaillage trop profond est puni de l&#39;amende pr&eacute;vue pour les contraventions de la quatri&egrave;me classe.<br />&nbsp;</p><h2>Article R314-3</h2><p>Il est interdit d&#39;introduire dans les surfaces de roulement des pneumatiques des &eacute;l&eacute;ments m&eacute;talliques susceptibles de faire saillie. Le ministre charg&eacute; des transports fixe par arr&ecirc;t&eacute; les conditions dans lesquelles il peut &ecirc;tre d&eacute;rog&eacute; &agrave; cette interdiction ou fait usage de tout autre dispositif antid&eacute;rapant.<br />L&#39;usage des cha&icirc;nes n&#39;est autoris&eacute; que sur les routes enneig&eacute;es.<br />Les dispositions du pr&eacute;sent article ne sont applicables ni aux cyclomoteurs ni aux quadricycles l&eacute;gers &agrave; moteur.<br />Le ministre charg&eacute; des transports, apr&egrave;s avis du ministre charg&eacute; de l&#39;agriculture, fixe par arr&ecirc;t&eacute; les caract&eacute;ristiques auxquelles doivent r&eacute;pondre les cha&icirc;nes d&#39;adh&eacute;rence employ&eacute;es sur les pneumatiques des v&eacute;hicules ou appareils agricoles automoteurs.<br />Le fait de contrevenir aux dispositions du pr&eacute;sent article ou &agrave; celles prises pour son application est puni de l&#39;amende pr&eacute;vue pour les contraventions de la quatri&egrave;me classe.<br />L&#39;immobilisation du v&eacute;hicule peut &ecirc;tre prescrite dans les conditions pr&eacute;vues aux articles L. 325-1 &agrave; L. 325-3.<br />&nbsp;</p><h2>Article R314-4</h2><p>Le ministre charg&eacute; des transports, apr&egrave;s avis du ministre charg&eacute; de l&#39;agriculture, fixe par arr&ecirc;t&eacute; les caract&eacute;ristiques auxquelles doivent r&eacute;pondre les bandages m&eacute;talliques des v&eacute;hicules ou mat&eacute;riels agricoles.<br />Le fait pour tout conducteur de contrevenir aux dispositions prises en application du pr&eacute;sent article est puni de l&#39;amende pr&eacute;vue pour les contraventions de la troisi&egrave;me classe.<br />L&#39;immobilisation du v&eacute;hicule peut &ecirc;tre prescrite dans les conditions pr&eacute;vues aux articles L. 325-1 &agrave; L. 325-3.<br />&nbsp;</p><h2>Article R314-5</h2><p>Les bandages m&eacute;talliques des v&eacute;hicules &agrave; traction animale ne doivent pr&eacute;senter aucune saillie sur leurs surfaces prenant contact avec le sol.<br />Le fait de contrevenir aux dispositions du pr&eacute;sent article est puni de l&#39;amende pr&eacute;vue pour les contraventions de la troisi&egrave;me classe.<br />&nbsp;</p><h2>Article R314-6</h2><p>Les dispositions du pr&eacute;sent chapitre ne sont applicables aux v&eacute;hicules et mat&eacute;riels sp&eacute;ciaux des arm&eacute;es que si elles sont compatibles avec leurs caract&eacute;ristiques techniques de fabrication et d&#39;emploi.<br />&nbsp;</p><h2>Article R314-7</h2><p>Le ministre charg&eacute; des transports fixe par arr&ecirc;t&eacute; les r&egrave;gles relatives aux pneumatiques des engins sp&eacute;ciaux dont la vitesse ne peut exc&eacute;der par construction 25 km/h.Le fait, pour tout conducteur d&#39;un engin sp&eacute;cial, muni de pneumatiques, de contrevenir aux dispositions prises en application du pr&eacute;sent article est puni de l&#39;amende pr&eacute;vue pour les contraventions de la quatri&egrave;me classe. Le fait, pour tout conducteur d&#39;un engin sp&eacute;cial, muni de bandages m&eacute;talliques, de contrevenir aux dispositions prises en application du pr&eacute;sent article est puni de l&#39;amende pr&eacute;vue pour les contraventions de la troisi&egrave;me classe.<br />&nbsp;</p><h2>Le contr&ocirc;le technique</h2><p>Voici tous les motifs de contre-visite concernant le contr&ocirc;le des pneumatiques :</p><p>&nbsp;</p><p>&nbsp;</p><table border="0" cellpadding="0" cellspacing="0" class="margin10Top" width="100%"><tbody><tr><td class="technique_tableau_centrergras">Code</td><td class="technique_tableau_centrergras">D&eacute;faut constatable</td><td class="technique_tableau_centrergras">Crit&egrave;res d&#39;interpr&eacute;tation</td></tr><tr><td class="technique_tableau_centrer">5.3.3.1.1</td><td class="technique_tableau_centrergras">Coupure profonde</td><td class="technique_tableau">- Entaille ou craquelure sur le flanc ou la bande de roulement laissant appara&icirc;tre la toile ou la carcasse directement ou indirectement par une intervention manuelle.</td></tr><tr><td class="technique_tableau_centrer">5.3.3.1.2</td><td class="technique_tableau_centrergras">D&eacute;formation importante</td><td class="technique_tableau">- Hernie et/ou boursouflure du flanc.<br />- D&eacute;formation de la bande de roulement (voilage).<br />- D&eacute;collement de la bande de roulement.</td></tr><tr><td class="technique_tableau_centrer">5.3.3.1.5</td><td class="technique_tableau_centrergras">Usure importante</td><td class="technique_tableau">- Profondeur des rainures principales inf&eacute;rieure &agrave; 1,6 mm sur au moins 1 point mesur&eacute; (contr&ocirc;le de l&#39;ensemble de la bande de roulement).<br />- Plat sur pneumatique occasionnant une profondeur d&#39;une des rainures principales inf&eacute;rieure &agrave; 1,6 mm.<br />- Usure laissant appara&icirc;tre la toile ou la carcasse sur la bande de roulement ou le flanc.<br />- Absence de sculpture sur une partie de la bande de roulement.<br />- Pneumatique recreus&eacute;.</td></tr><tr><td class="technique_tableau_centrer">5.3.3.2.1</td><td class="technique_tableau_centrergras">Frottement</td><td class="technique_tableau">- Contact intermittent ou permanent entre le pneumatique et le passage de roue ou la carrosserie, ou un &eacute;l&eacute;ment m&eacute;canique.</td></tr><tr><td class="technique_tableau_centrer">5.3.3.3.1</td><td class="technique_tableau_centrergras">Absence d&#39;indicateur<br />d&#39;usure</td><td class="technique_tableau">- Absence d&#39;indicateurs d&#39;usure sur un pneumatique mont&eacute; sur VP (pneumatique recreus&eacute;, rechap&eacute;, &quot;pneumatique camionnette&quot; mont&eacute; sur VP).</td></tr><tr><td class="technique_tableau_centrer">5.3.3.3.2</td><td class="technique_tableau_centrergras">Diff&eacute;rence importante<br />d&#39;usure sur l&#39;essieu</td><td class="technique_tableau">- Diff&eacute;rence sup&eacute;rieure &agrave; 5 mm entre la profondeur des rainures principales de 2 pneumatiques mont&eacute;s sur le m&ecirc;me essieu (y compris les roues d&#39;un m&ecirc;me c&ocirc;t&eacute; d&#39;un essieu &agrave; roues jumel&eacute;es).</td></tr><tr><td class="technique_tableau_centrer">5.3.3.3.3</td><td class="technique_tableau_centrergras">Dimensions inadapt&eacute;es</td><td class="technique_tableau">- Montage non concordant avec les donn&eacute;es constructeurs (base de donn&eacute;es techniques OTC) ou leurs &eacute;quivalences (tableau ETRTO)<br />- Dimensions de pneumatiques diff&eacute;rentes sur un m&ecirc;me essieu.<br />- Risque d&#39;interf&eacute;rence ou de contact du pneumatique avec les passages de roues ou tout autre organe.</td></tr><tr><td class="technique_tableau_centrer">5.3.3.3.5</td><td class="technique_tableau_centrergras">Marquages illisibles ou absents</td><td class="technique_tableau">- Absence ou illisibilit&eacute; de marquage moul&eacute; en creux ou en relief sur le flanc du pneumatique (de dimensions, de structure (R pour Radial, D pour Diagonal, B pour Bias-belted).</td></tr><tr><td class="technique_tableau_centrer">5.3.3.3.8</td><td class="technique_tableau_centrergras">Structures diff&eacute;rentes<br />sur l&#39;essieu</td><td class="technique_tableau">- Montage de pneumatiques de cat&eacute;gories d&#39;utilisation diff&eacute;rentes sur un m&ecirc;me essieu (pneumatique normal, pneumatique &agrave; usage sp&eacute;cial, &quot;pneu neige&quot;).<br />- Montage de pneumatiques de structures diff&eacute;rentes sur un m&ecirc;me essieu</td></tr></tbody></table><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /><br /><br />&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-reglementation-pxl-19_21.html</guid>  <pubDate>2010-01-12 16:56:18</pubDate>  <SKU>21</SKU></item><item>  <title><![CDATA[Le gonflage de mes pneus]]></title>  <link>http://www.quartierdesjantes.com//dossier-le-gonflage-de-mes-pneus-pxl-19_20.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_gonflage.jpg" style="width: 323px; height: 228px;" /></p><p>&nbsp;</p><p>La pression joue un r&ocirc;le extr&eacute;mement important pour votre s&eacute;curit&eacute; et dans la vie d&#39;un pneu. Un sous gonflage ou un sur gonflage entrainent une usure pr&eacute;matur&eacute;e des pneus et peu se r&eacute;v&eacute;ler tr&egrave;s dangereux.<br /><br />Un pneu sous gonfl&eacute; de 20% voit son rendement kilom&eacute;trique diminuer de pr&egrave;s de 30%. Un sur-gonflage peut entra&icirc;ner des formes d&rsquo;usure anormales et en particulier une usure fortement accentu&eacute;e au centre de la bande de roulement. De m&ecirc;me, le sous-gonflage entra&icirc;ne une consommation de carburant excessive car le pneu accroche plus &agrave; la route.</p><p>&nbsp;</p><p>Il est tr&egrave;s difficile d&#39;avoir des pneus toujours gonfl&eacute;s correctement c&#39;est la raison pour laquelle Quartier des jantes vous invite &agrave; contr&ocirc;ler vorte pression tous les mois.</p><p>&nbsp;</p><p>Sachez que plus de 75% des pneumatiques en circulation ne sont pas gonfl&eacute;s correctement ...</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 198px; height: 138px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-le-gonflage-de-mes-pneus-pxl-19_20.html</guid>  <pubDate>2010-01-12 16:46:37</pubDate>  <SKU>20</SKU></item><item>  <title><![CDATA[Dossier]]></title>  <link>http://www.quartierdesjantes.com//dossier-pxl-19.html</link>  <description><![CDATA[<table border="0" cellpadding="0" cellspacing="0" width="100%"><tbody><tr><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-comment-changer-ses-pneus-pxl-19_23.html"><img border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="dossier-comment-changer-ses-pneus-pxl-19_23.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Comment bien changer ses pneus</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="jantes-par-marque-de-vehicules-pxl-92.html"><img alt=" " border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="jantes-par-marque-de-vehicules-pxl-92.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Choix des jantes par v&eacute;hicule</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-guide-de-ladherence-pxl-19_18.html"><img alt="" border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="dossier-guide-de-ladherence-pxl-19_18.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Guide de l&#39;adh&eacute;rence</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-indice-de-charge-et-de-vitesse-pxl-17.html"><img alt="" border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a 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width="100%"><tbody><tr><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-que-dit-la-loi-sur-mes-pneumatiques-pxl-19_49.html"><img alt="qdj" border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="dossier-que-dit-la-loi-sur-mes-pneumatiques-pxl-19_49.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Que dit la loi sur mes pneus ?</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-rodage-usure-des-pneumatiques-pxl-22.html"><img alt="qdj" border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="dossier-rodage-usure-des-pneumatiques-pxl-22.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Rodage des pneumatiques</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a 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href="dossier-monter-un-pneu-estce-la-portee-de-tout-le-monde-pxl-19_46.html"><img alt="qdj" border="0" height="58" src="images/Image/Image/dossier_pneu.png" width="65" /></a></div></td><td width="39">&nbsp;</td></tr><tr><td>&nbsp;</td><td valign="top"><a href="dossier-monter-un-pneu-estce-la-portee-de-tout-le-monde-pxl-19_46.html" style="text-decoration:none;"><span style="color: rgb(108, 108, 108);"><strong><em><span style="font-size: 15px;"><span style="font-family: arial,helvetica,sans-serif;">Monter un pneu, est-ce &agrave; la port&eacute;e de tout le monde ?</span></span></em></strong></span></a></td><td>&nbsp;</td></tr></tbody></table></td><td width="25%"><table align="center" background="images/Image/Image/dossier.png" border="0" cellpadding="0" cellspacing="0" height="158" width="230"><tbody><tr><td height="85" width="47">&nbsp;</td><td valign="middle" width="144"><div align="center"><a href="dossier-tous-les-pneus-peuventils-convenir-ma-voiture-pxl-19_47.html"><img alt="qdj" 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<guid>http://www.quartierdesjantes.com//dossier-pxl-19.html</guid>  <pubDate>2010-01-12 11:29:43</pubDate>  <SKU>19</SKU></item><item>  <title><![CDATA[Guide de l'adhérence]]></title>  <link>http://www.quartierdesjantes.com//dossier-guide-de-ladherence-pxl-19_18.html</link>  <description><![CDATA[<p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/Fotolia_adhérence.jpg" style="width: 424px; height: 283px;" /><br />&nbsp;<br />Vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> sont avec vos amortisseurs la seule chose qui va d&eacute;terminer une bonne adh&eacute;rence &agrave; votre v&eacute;hicule.</p><p><br />Les pneus assurent la liaison entre le v&eacute;hicule et la route: ils transmettent les acc&eacute;l&eacute;rations, le freinage et les changements de trajectoire. La surface de contact du pneu avec le sol &eacute;tant tr&egrave;s petite car c&#39;est moins que taille d&rsquo;une carte postale par pneu, c&#39;est &agrave; dire d&rsquo;une feuille A4 pour les 4 pneus, la qualit&eacute; du pneu est donc d&eacute;terminante pour la s&eacute;curit&eacute;.</p><p>&nbsp;</p><p>Il s&#39;agit donc d&#39;un &eacute;l&eacute;ment primordial &agrave; la s&eacute;curit&eacute; du conducteur et de ses passagers.</p><p>On note l&#39;adh&eacute;rence d&#39;un pneu sur une &eacute;chelle de 1 &agrave; 10. Les crit&egrave;res pour d&eacute;finir l&#39;adh&eacute;rence sont :&nbsp;</p><p>&nbsp;</p><p>Le type de pneu ( &eacute;t&eacute;, hiver, neige )</p><p>Les scultures ( dessin du pneu )</p><p>Les conditions climatiques ( sec, mouill&eacute;, neige, ... )</p><p>Le rev&ecirc;tement du sol</p><p>&nbsp;</p><p>Tous ces &eacute;l&egrave;ments contribuent donc &agrave; calculer l&#39;adh&eacute;rence d&#39;un <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneu</a>.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-guide-de-ladherence-pxl-19_18.html</guid>  <pubDate>2010-01-11 16:36:20</pubDate>  <SKU>18</SKU></item><item>  <title><![CDATA[Indice de charge et de vitesse]]></title>  <link>http://www.quartierdesjantes.com//dossier-indice-de-charge-et-de-vitesse-pxl-19_17.html</link>  <description><![CDATA[<p><dd_belatedpng:shape coordorigin="1,1" coordsize="37,28" fillcolor="none" filled="t" path=" m0,0 l37,0,37,28,0,28 xe" stroked="f" style="left: 42px; width: 37px; clip: rect(1px, 37px, 28px, 1px); top: 743px; height: 28px;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/indice-charge.jpg" style="width: 660px; height: 443px;" /></dd_belatedpng:shape></p><p>&nbsp;</p><p><dd_belatedpng:shape coordorigin="1,1" coordsize="37,28" fillcolor="none" filled="t" path=" m0,0 l37,0,37,28,0,28 xe" stroked="f" style="left: 42px; width: 37px; clip: rect(1px, 37px, 28px, 1px); top: 743px; height: 28px;"><dd_belatedpng:fill position="1771f,2340f" src="http://www.pneus-online.fr/layouts/DesignV4/images/transverse/commun/exclamation_txt.png" type="tile">L&#39;indice de charge inscrit sur vos pneus </dd_belatedpng:fill></dd_belatedpng:shape>vous renseigne sur la charge maximum que votre pneu peu supporter.</p><p>Pour connaitre l&#39;indice de charge de vos pneus il suffit de le relever sur le flanc de ce dernier et de regarder son affiliation dans le tableu ci-dessous.</p><p>Notre tableau vous informe sur les indices de charge compris entre 60 et 119.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/indice-vitesse.jpg" style="width: 374px; height: 179px;" /></p><p>L&#39;indice de vitesse inscrit sur vos <a href="http://www.quartierdesjantes.com/pneus-xsl-251.html">pneus</a> vous renseigne lui sur la vitesse maximal qu&#39;il peut supporter.</p><p>&nbsp;</p><p>Il est important de savoir qu&#39;il est interdit de monter un indice de vitesse inf&eacute;rieur &agrave; celui de vos pneus mont&eacute;s d&#39;origine sur votre v&eacute;hicule ou &agrave; celui pr&eacute;conis&eacute; par le constructeur.</p><p>En revanche, vous pouvez tout &agrave; fait monter un indice de vitesse sup&eacute;rieur.<br /><br />Sachez qu&#39;en hiver, il est possible et autoris&eacute; de monter un indice de vitesse inf&eacute;rieur (d&#39;une lettre) &agrave; la monte de pneus &eacute;t&eacute;.</p><p>Cela s&#39;explique tout simplement du fait que vous allez obligatoirement adapter une conduite plus souple.</p><p>&nbsp;</p><p>Exemple : Si vos pneus sont en indices U , vous pouvez monter un indice T.</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-indice-de-charge-et-de-vitesse-pxl-19_17.html</guid>  <pubDate>2010-01-11 15:43:47</pubDate>  <SKU>17</SKU></item><item>  <title><![CDATA[Lire le marquage d'un pneu]]></title>  <link>http://www.quartierdesjantes.com//dossier-lire-le-marquage-dun-pneu-pxl-19_16.html</link>  <description><![CDATA[<h2>&nbsp;</h2><h2><span style="font-size: 12px;">En plus de la marque et du mod&egrave;le, le flanc de vos pneus comporte des informations sur ses dimensions, ses capacit&eacute;s et sa structure. </span><span style="font-size: 12px;"> Nous allons voir ici comment s&#39;y prendre : </span><br />&nbsp;</h2><p><span style="color: rgb(255, 140, 0);"><strong>Les &eacute;l&eacute;ments du pneu visible sur le flanc :</strong></span></p><p>&nbsp;</p><p style="text-align: center;"><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/pneu-1(1).jpg" style="width: 251px; height: 268px;" /></p><p style="text-align: center;">&nbsp;</p><p><br />&nbsp;&nbsp; 1. Marque et r&eacute;f&eacute;rence du pneu<br />&nbsp;&nbsp; 2. Informations sur le pneu<br />&nbsp;&nbsp; 3. Indices de charge<br />&nbsp;&nbsp; 4. Indices de vitesse<br />&nbsp;&nbsp; 5. Code dimensionnel g&eacute;r&eacute; par le manufacturier<br />&nbsp;&nbsp; 6. Code optionnel propre &agrave; chaque fournisseur<br />&nbsp;&nbsp; 7. Semaine et ann&eacute;e de fabrication</p><p>&nbsp;</p><p>&nbsp;</p><p><u><strong>Exemple et mise en situation : 195/55 R 15 (85H), ce qui signifie</strong></u><strong> :</strong></p><ol><li class="dossier02"><span class="textecng"><b>195</b> : indique la section du pneu (sa largeur) en millim&egrave;tres. Plus ce chiffre est &eacute;lev&eacute;, plus le pneu est large.</span></li><li class="dossier02"><span class="textecng"><b>55</b> : indique la s&eacute;rie du pneu (c&#39;est le ratio &quot;hauteur du flanc/largeur de la semelle&quot;). Ici, la hauteur du flanc correspond &agrave; environ 55% de la section.</span></li><li class="dossier02"><span class="textecng"><b>R</b> : signifie architecture radiale.</span></li><li class="dossier02"><span class="textecng"><b>15</b> : ce chiffre indique le diam&egrave;tre int&eacute;rieur du pneu en pouces (un pouce = 2,54 cm). Cela correspond &agrave; la dimension de la jante sur laquelle il sera mont&eacute;.</span></li><li class="dossier02"><span class="textecng"><b>85</b> : l&#39;indice de charge. Cela correspond &agrave; la charge maximale que peut supporter le pneu &agrave; son gonflage maximum. Ici, 515 kg , ce qui signifie que vous ne devez pas d&eacute;passer un poids total en charge de 2 tonnes (515 x 4).</span></li><li class="dossier02"><span class="textecng"><b>H</b> : il s&#39;agit de l&#39;indice de vitesse maximum pour laquelle le pneu a &eacute;t&eacute; con&ccedil;u. Ici vitesse maximale : 210 km/h&nbsp;</span></li></ol><p>Aujourd&#39;hui la quasi-totalit&eacute; des voitures modernes sont chauss&eacute;es de pneus sans chambre &agrave; air cela ce nomme alors : mention tubeless.</p><p>&nbsp;</p><p><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/logo-boutique.gif" style="width: 253px; height: 177px;" /></p><p>&nbsp;</p><p>&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-lire-le-marquage-dun-pneu-pxl-19_16.html</guid>  <pubDate>2010-01-11 15:37:15</pubDate>  <SKU>16</SKU></item><item>  <title><![CDATA[Quelles dimensions de pneumatique choisir ?]]></title>  <link>http://www.quartierdesjantes.com//dossier-quelles-dimensions-de-pneumatique-choisir-pxl-19_15.html</link>  <description><![CDATA[<h1>Un peu d'aide concernant la taille de vos Pneus !</h1><p>Voici un tableau de correspondance des tailles qui vous permettra de choisir votre taille de pneu en fonction de la largeur de votre jante.</p><table cellspacing="2" cellpadding="4" border="0" class="table">    <thead>        <tr>            <td>Largeur de la jante</td>            <td>Largeur minimum <br />            du pneu</td>            <td>Largeur id&eacute;ale du pneu</td>            <td>Largeur maximum <br />            du pneu</td>        </tr>    </thead>    <tbody>        <tr>            <td>5,0 pouces</td>            <td>155 mm</td>            <td>165 ou 175 mm</td>            <td>185 mm</td>        </tr>        <tr>            <td>5,5 pouces</td>            <td>165 mm</td>            <td>175 ou 185 mm</td>            <td>195 mm</td>        </tr>        <tr>            <td>6,0 pouces</td>            <td>175 mm</td>            <td>185 ou 195 mm</td>            <td>205 mm</td>        </tr>        <tr>            <td>6,5 pouces</td>            <td>185 mm</td>            <td>195 ou 205 mm</td>            <td>215 mm</td>        </tr>        <tr>            <td>7,0 pouces</td>            <td>195 mm</td>            <td>205 ou 215 mm</td>            <td>225 mm</td>        </tr>        <tr>            <td>7,5 pouces</td>            <td>205 mm</td>            <td>215 ou 225 mm</td>            <td>235 mm</td>        </tr>        <tr>            <td>8,0 pouces</td>            <td>215 mm</td>            <td>225 ou 235 mm</td>            <td>245 mm</td>        </tr>        <tr>            <td>8,5 pouces</td>            <td>225 mm</td>            <td>235 ou 245 mm</td>            <td>255 mm</td>        </tr>        <tr>            <td>9,0 pouces</td>            <td>235 mm</td>            <td>245 ou 255 mm</td>            <td>265 mm</td>        </tr>        <tr>            <td>9,5 pouces</td>            <td>245 mm</td>            <td>255 ou 265 mm</td>            <td>275 mm</td>        </tr>        <tr>            <td>10,0 pouces</td>            <td>255 mm</td>            <td>265 ou 275 mm</td>            <td>285 mm</td>        </tr>        <tr>            <td>10,5 pouces</td>            <td>265 mm</td>            <td>275 ou 285 mm</td>            <td>295 mm</td>        </tr>        <tr>            <td>11,0 pouces</td>            <td>275 mm</td>            <td>285 ou 295 mm</td>            <td>305 mm</td>        </tr>        <tr>            <td>11,5 pouces</td>            <td>285 mm</td>            <td>295 ou 305 mm</td>            <td>315 mm</td>        </tr>        <tr>            <td>12,0 pouces</td>            <td>295 mm</td>            <td>305 ou 315 mm</td>            <td>325 mm</td>        </tr>        <tr>            <td>12,5 pouces</td>            <td>305 mm</td>            <td>315 ou 325 mm</td>            <td>335 mm</td>        </tr>    </tbody></table><p>&nbsp;</p>]]></description>  <guid>http://www.quartierdesjantes.com//dossier-quelles-dimensions-de-pneumatique-choisir-pxl-19_15.html</guid>  <pubDate>2010-01-11 15:29:53</pubDate>  <SKU>15</SKU></item><item>  <title><![CDATA[Paiement sécurisé]]></title>  <link>http://www.quartierdesjantes.com//paiement-securise-pxl-14.html</link>  <description><![CDATA[<h1 style="margin-left: 40px;"><span style="font-size: 18px;">1. La protection de vos donn&eacute;es personnelles.&nbsp;</span> <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 50px; height: 50px;" /></h1><p>&nbsp;</p><p>Toutes les informations fournies lors de vos visites sur le site Quartierdesjantes sont strictement confidentielles.</p><p><strong><u>En aucun cas</u></strong>, celles-ci ne seront c&eacute;d&eacute;es, vendues ou lou&eacute;es.<br /><br />Elles vous permettent :<br />- de mener &agrave; bien votre achat, de la commande jusqu&#39;&agrave; la livraison<br />- de r&eacute;pondre &agrave; vos attentes et mieux vous satisfaire.</p><p>Ces informations font l&#39;objet d&#39;une d&eacute;claration &agrave; la CNIL. Conform&eacute;ment &agrave; la loi Informatique et Libert&eacute; n&deg; 78-17 du 6/01/1978, vous disposez d&#39;un droit d&#39;acc&egrave;s et de rectification aupr&egrave;s de Quartierdesjantes.</p><p>&nbsp;</p><h1><strong><span style="font-size: 18px;">2. Vos droits&nbsp;</span></strong> <img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 50px; height: 50px;" /></h1><p>&nbsp;</p><p>En commandant des produits &agrave; Quartierdesjantes, vous disposez d&#39;un d&eacute;lai de 7 jours d&egrave;s la r&eacute;ception de votre colis pour nous le retourner.<br /><strong>Vous pouvez donc vous r&eacute;tractez.</strong><br /><br />Ce droit de r&eacute;tractation ne concerne que les articles techniquement d&eacute;fectueux ou dont le sceau de garantie n&#39;a pas &eacute;t&eacute; bris&eacute; (sceau de garantie bris&eacute; en cas de montage de pneus ou autre manipulation pouvant ab&icirc;mer la jante). En cas d&#39;exercice du droit de r&eacute;tractation, et apr&egrave;s v&eacute;rification du bon &eacute;tat des produits retourn&eacute;s, Quartierdesjantes est tenu au remboursement des sommes vers&eacute;es par le client (moins le cout li&eacute; au transport) dans un d&eacute;lai maximum de 30 jours, par recr&eacute;ditation ou virement bancaire.</p><p>Une proc&eacute;dure simple de retour vous permet d&#39;obtenir le remboursement de votre achat.</p><p>De m&ecirc;me, si les produits livr&eacute;s ne correspondent pas &agrave; votre commande et que cette erreur provient de notre service client&egrave;le, vous serez soit rembours&eacute;, soit livr&eacute; du bon produit selon vos d&eacute;sid&eacute;rata. Un transporteur proc&eacute;dera alors &agrave; l&#39;enl&egrave;vement du produit d&eacute;faillant avant que le nouveau produit ne vous soit envoy&eacute;.</p><p>&nbsp;</p><p>&nbsp;</p><p><strong><span style="font-size: 18px;">3. Proc&eacute;dure de retour. </span></strong><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 50px; height: 50px;" /></p><p>&nbsp;</p><p><strong>1.</strong> Signalez nous imm&eacute;diatement votre volont&eacute; de nous retourner un produit :</p><p>- par le biais de la rubrique &laquo; Contact &raquo; : &laquo; Je n&#39;ai pas re&ccedil;u la commande que j&#39;attendais &raquo;.<br />- par le bias de la rubrique &laquo; Contact &raquo; : &laquo; SAV &raquo;</p><p><br /><strong>2. </strong>Un conseill&eacute; vous contactera alors par email ou t&eacute;l&eacute;phone. Vous recevez ensuite un email dans laquelle figure les informations &agrave; joindre &agrave; vos colis de retour, ainsi que l&#39;adresse du fournisseur.<br /><br />Adresse du Fournisseur<br />Retour commande n&deg; XXX<br />Monsieur XXX<br />Ref commande : XXX<br />N&deg; DE RETOUR : ........<br /><br />Selon le fournisseur, une proc&eacute;dure d&#39;enl&egrave;vement par notre transporteur (cout &agrave; d&eacute;finir selon la commande)peut vous &ecirc;tre propos&eacute;e</p><p>Si le motif de retour vient d&#39;une erreur de notre part, une proc&eacute;dure d&#39;enl&egrave;vement par notre transporteur vous permettra de nous retourner le ou les articles, sans avancer de frais de port. Un conseill&eacute; vous contactera pour fixer ensemble la proc&eacute;dure et le calendrier du retour. Dans les autres cas, les frais de retour sont &agrave; votre charge.</p><p><strong>3.</strong> Les produits command&eacute;s sont &agrave; retourner d&egrave;s r&eacute;ception de l&#39;email d&#39;autorisation :</p><p>- dans leur emballage d&#39;origine<br />- avec les informations &agrave; joindre sp&eacute;cifi&eacute;e dans le courrier &eacute;lectronique de validation qui vous a &eacute;t&eacute; envoy&eacute;</p><p><strong>4. </strong>D&egrave;s l&#39;enregistrement du retour par le fournisseur, un nouvel email vous informe de l&#39;acceptation du retour et de votre remboursement pour vous informer de l&#39;acceptation du retour et vous faire part de la demande de remboursement.</p><p>D&egrave;s lors, et apr&egrave;s v&eacute;rification du bon &eacute;tat des produits retourn&eacute;s, Quartierdesjantes est tenu au remboursement des sommes vers&eacute;es par le client (moins le cout li&eacute; au transport) dans un d&eacute;lai maximum de 15 jours, par virement bancaire ou recr&eacute;ditation de votre carte de cr&eacute;dit.</p><p>&nbsp;</p><p>&nbsp;</p><p><span style="font-size: 18px;"><strong>4. Vos paiements s&eacute;curis&eacute;s </strong></span><img alt="" src="http://www.quartierdesjantes.com/images/Image/Image/F_714.gif" style="width: 50px; height: 50px;" /></p><p>&nbsp;</p><p>La s&eacute;curit&eacute; de ses transactions en ligne est la priorit&eacute; de Quartierdesjantes.<br />Pour cela, nous avons choisi de faire confiance &agrave; la BNP PARIBAS MERCANET AIX EN PROVENCE.</p><h5>Nous nous engageons sans r&eacute;serve :</h5><p><br /><strong>1.</strong> S&eacute;curit&eacute; de vos coordonn&eacute;es bancaires<br /><strong>2.</strong> S&eacute;curit&eacute; du cryptage<br /><strong>3.</strong> S&eacute;curit&eacute; et confidentialit&eacute; de vos donn&eacute;es. Elles ne sont pas stock&eacute;es sur nos serveurs.<br /><strong>4.</strong> S&eacute;curit&eacute; du paiement direct. Les transactions se font directement entre vous et la BNP, pas d&#39;interm&eacute;diaire !<br /><br />Confidentialit&eacute; des donn&eacute;es<br />En plus du cryptage, vos coordonn&eacute;es bancaires ne sont pas conserv&eacute;es. Voil&agrave; pourquoi elles vous seront demand&eacute;es &agrave; chaque nouvelle transaction sur le site Quartierdesjantes<br /><br />Transaction directe<br />Vos coordonn&eacute;es bancaires, crypt&eacute;es sur votre ordinateur puis transmises de fa&ccedil;on s&eacute;curis&eacute;e &agrave; des serveurs d&#39;autorisation, sont alors v&eacute;rifi&eacute;es aupr&egrave;s de votre banque afin d&#39;&eacute;viter les fraudes.<br /><br />Les r&egrave;gles d&#39;utilisation des cartes bancaires imposent aux banques domicili&eacute;es en France l&#39;obligation de couvrir le risque d&#39;une utilisation frauduleuse de votre carte.<br />Attention, la loi vous demande de notifier &agrave; l&#39;&eacute;tablissement financier &eacute;metteur de votre carte toute op&eacute;ration frauduleuse.</p>]]></description>  <guid>http://www.quartierdesjantes.com//paiement-securise-pxl-14.html</guid>  <pubDate>2010-01-08 15:17:21</pubDate>  <SKU>14</SKU></item><item>  <title><![CDATA[Société]]></title>  <link>http://www.quartierdesjantes.com//description-de-la-societe-quartierdesjantes-specialiste-des-jantes-pas-cher-en-ligne-pxl-13.html</link>  <description><![CDATA[<p>&nbsp;</p><table align="center" background="../images/Image/Image/page_info_fond_titre.png" border="0" cellpadding="0" cellspacing="0" width="852"><tbody><tr><td height="68" width="90">&nbsp;</td><td width="762"><p><span style="color:#adacac;"><strong><em><span style="font-size: 26px;"><span style="font-family: arial,helvetica,sans-serif;">Soci&eacute;t&eacute; Quartier des jantes </span></span></em></strong></span></p></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 465px; height: 257px;"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" style="width: 383px; height: 218px;"><tbody><tr><td height="250"><p><img alt="" 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" style="width: 403px; height: 250px;" /></p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 462px; height: 260px;"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffd484" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><strong><em><u>Quartier des jantes</u></em></strong><br /><br />est votre soci&eacute;t&eacute; ecommerce de vente en ligne de <strong>jantes</strong> et <strong>pneus discounts.</strong></p><p><br />Notre Hotline est situ&eacute; sur Aix en provence et dispose de plusieurs services comp&eacute;tent afi nde r&eacute;pondre &agrave; toutes vos demandes.<br />Notre service commercial est joignable au :</p><p><span class="ti_param" id="param_2009100430" style="background-color: rgb(255, 255, 255);" title="Editer">0 892 430 700</span></p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><p><span style="font-size:10px;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Centre t&eacute;l&eacute;phonique Quartierdesjantes sur Aix en provence </span></p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><span style="font-size: 10pt;"><u><strong><em>Notre professionnalisme</em></strong></u><strong><em> : </em></strong></span><br /><br />. Une s&eacute;lection de <strong>jantes pas ch&egrave;res</strong> garantie et haut de gamme.<br />. Un site sp&eacute;cialis&eacute; mis &agrave; jour quotidiennement. . <strong>Trois entrep&ocirc;ts</strong> <strong>de stockage en France</strong> : 2 en Pneumatiques et 1 en Jantes alu.<br />. Une &eacute;quipe de professionnel pour vous conseiller dans votre choix de <strong>pneumatiques</strong> et <strong>jantes pas ch&egrave;res</strong>&nbsp;&agrave; monter sur votre v&eacute;hicule.<br />. Une &eacute;quipe de jeunes dynamiques s&#39;engagent &agrave; r&eacute;pondre &agrave; vos mails en moins de 24h en jours ouvr&eacute;s.<br />. Une garantie de <strong>livraison de vos jantes pas ch&egrave;res rapide</strong> avec un service de livraison sp&eacute;cialiste.<br />. Reprise des jantes non conforme ou qui ne s&#39;adapteraient pas &agrave; votre v&eacute;hicule sous 15 jours.</td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffe6b7" height="250"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="font-size: 10pt;"><u><em><strong>Une offre compl&eacute;te :</strong></em></u></span><br /><br /><span style="font-size:12px;"> . Large <strong>Choix de jantes pas ch&egrave;res</strong>, haut de gamme et 20.000 r&eacute;f&eacute;rences de pneumatiques discount.<br />. Des exclusivit&eacute;s sur des marques de <strong>jantes premier prix</strong> et pas cher.<br />. Livraison rapide par un r&eacute;seau sp&eacute;cialis&eacute;<br />. Conseil par des sp&eacute;cialistes<br />. Livraison &agrave; domicile ou dans un centre de montage pr&eacute;s de chez vous<br /><br />Tous nos produits b&eacute;n&eacute;ficient de la garantie &laquo; contractuelle &raquo; des fabricants.</span></p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="font-size:12px;">Quartier des jantes sp&eacute;cialiste des :<br /><br />Jantes pas ch&egrave;res et discount<br />Jantes&nbsp;alu<br />Jantes racing<br />Jantes comp&eacute;tition<br />Jantes 4x4 </span></p><p><span style="font-size:12px;">Pneumatiques : Voiture, 4x4, moto, quad, Poid-lourd<br /><br />s&#39;engage &agrave; r&eacute;pondre &agrave;&nbsp;vos besoins le plus rapidement possible.</span></p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table bgcolor="#ffd484" border="0" cellpadding="0" cellspacing="0" width="850"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="color: rgb(255, 140, 0);"><strong>Quartier des jantes sp&eacute;cialiste de la vente en ligne de jantes et pneumatiques.</strong></span><br /><br />Nous vous proposons une large gamme de <strong>jantes pas ch&egrave;res</strong> mais haut de gamme et garantie. Parmis notre stock nous proposons les marques de <strong>jantes</strong> : Kosei, Cesam, Harry hausen, Advanti, Aez, Infiny, Racer wheels, TFT, Sparco, MSW by OZ et trois exclusivit&eacute;s fran&ccedil;aise pour la marque Nova wheels et Fox et Rs.<br /><br />Notre contr&ocirc;le qualit&eacute; est r&eacute;alis&eacute; sur chaque jantes avant exp&eacute;dition</p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><table align="center" border="0" cellpadding="0" cellspacing="0" width="900"><tbody><tr><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td height="250"><p><img alt="" 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" style="width: 366px; height: 144px;" /></p><p>&nbsp;</p><p><span style="font-size:11px;">Plateforme de stockage et de livraison ind&eacute;pendante au groupe (62)</span></p></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td><td width="50%"><table align="center" border="0" cellpadding="0" cellspacing="0" width="450"><tbody><tr><td width="25"><img height="260" src="../images/Image/Image/page_info_gauche_boxe.png" width="25" /></td><td background="../images/Image/Image/page_info_fond_boxe.png" valign="middle"><table border="0" cellpadding="0" cellspacing="0" width="400"><tbody><tr><td bgcolor="#ffd484" height="250"><table border="0" cellpadding="0" cellspacing="0" style="width: 374px; height: 246px;"><tbody><tr><td height="250" width="47">&nbsp;</td><td height="250"><p><span style="font-size:12px;"><u><em><strong>Livraison</strong></em></u><em><strong> : </strong></em></span></p><p><br /><span style="font-size: 12px;">La livraison est effectu&eacute;e par des prestataires de renomm&eacute;s : Mazet, GLS, DHL, ...</span></p><p><br /><span style="font-size: 12px;">Le d&eacute;lai de livraison est variable :<br />Pneumatique : 48h &agrave; 72h<br />Jantes : 3 &agrave; 10 jours (variable selon la disponibilit&eacute; en stock)</span></p><p><span style="font-size:12px;"><strong>Jantes et pneumatiques</strong> avec forfait&nbsp;montage : 7 &agrave; 10 jours</span></p><p><br /><span style="font-size: 12px;">L&#39;enl&egrave;vement de la marchandise directement dans nos locaux n&#39;est pas possible. Nous ne somme pas en mesure d&#39;accueillir des visiteurs. Nous ne travaillons que par correspondance.</span></p></td></tr></tbody></table></td></tr></tbody></table></td><td width="25"><img height="260" src="../images/Image/Image/page_info_droite_boxe.png" width="25" /></td></tr></tbody></table></td></tr></tbody></table><br />]]></description>  <guid>http://www.quartierdesjantes.com//description-de-la-societe-quartierdesjantes-specialiste-des-jantes-pas-cher-en-ligne-pxl-13.html</guid>  <pubDate>2009-11-13 16:41:20</pubDate>  <SKU>13</SKU></item></channel></rss>
