solitaire-solidaire à la Rames Guyane 2014

Embarquez vous avec moi pour la traversée de l'Atlantique à la Rame. Une aventure solidaire en solitaire.

Project visual solitaire-solidaire à la Rames Guyane 2014
Failed
47
Backers
02/16/2014
End date
€3,605
Out of €15,000
24 %
Tuesday, May 27, 2014

<p> Bonjour &agrave; tous,<br /> <br /> J&#39;ai mis du temps mais enfin je peux vous annoncer qu&#39;une page don est enfin disponible sur mon blog...<br /> <br /> <a href="http://www.solitaire-solidaire.fr/faire-un-don/" target="_blank">http://www.solitaire-solidaire.fr/faire-un-don/</a><br /> <br /> <br /> Merci de votre soutien et&nbsp; n&#39;h&eacute;sitez pas &agrave; me contacter : matthieu@solitaire-solidaire.fr<br /> <br /> A bient&ocirc;t</p> <p> Matthieu<br /> &nbsp;</p>
Sunday, February 16, 2014

<p> <img alt="Img_0926" height="413" src="https://kkbb-production.s3.amazonaws.com/uploads/project_image/image/68972/IMG_0926.JPG" width="310" /></p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> <p> Chers tous,<br /> Comme vous l&rsquo;avez tous re&ccedil;u ce soir, Le KissKissBankBank n&rsquo;a pas atteint l&rsquo;objectif et je ne recevrai donc pas vos dons.<br /> Le r&eacute;sultat est un peu plus catastrophique que pr&eacute;vu car je pensais que des petites entreprises allaient se joindre &agrave; nous.&nbsp; Mais, pour l&rsquo;instant, seules quelques unes acceptent de m&rsquo;aider sans entrer dans le principe des dons par Internet.<br /> Ces dons m&rsquo;auraient permis de voir les prochains mois avec un peu plus de confiance pour arriver sur la ligne de d&eacute;part..<br /> Mais&nbsp; &laquo; solitaire solidaire &raquo; n&rsquo;est pas mort .<br /> Lilo est toujours au Lyc&eacute;e de Granville avec Alain qui le bichonne et le pr&eacute;pare avec passion.<br /> Dans quelques semaines, je partirai sur les routes de France avec Lilo. Pour commencer, je ferai une &eacute;tape en Bretagne pour mon stage de survie &agrave; la fin du mois de mars. Puis je le descendrai sur Saint Jean pour le montrer un peu en bas.<br /> Surement que je passerai aussi faire un coucou aux jeunes de la maison d&rsquo;enfants &laquo;&nbsp; le clair logis &raquo; qui deviendront dans quelques jours mes petits anges qui me permettent d&rsquo;avancer.<br /> En tout cas, je vous remercie tous d&rsquo;avoir voulu m&rsquo;aider et d&rsquo;avoir eu de l&rsquo;int&eacute;r&ecirc;t pour mon r&ecirc;ve.<br /> Sachez que dans la semaine, je cr&eacute;erai une association pour mettre en lumi&egrave;re mes initiatives et ce projet fabuleux. Si vous souhaitez toujours m&rsquo;aider, vous pourrez tr&egrave;s prochainement envoyer des dons &agrave; l&rsquo;association, bien s&ucirc;r je ferai des contreparties comme pr&eacute;vu.<br /> N&rsquo;h&eacute;sitez pas &agrave; vous inscrire sur le facebook : <a href="http://www.facebook.com/matthieu64" target="_blank">www.facebook.com/matthieu64</a><br /> et de suivre le site&nbsp; : <a href="http://solitaire-solidaire.fr" target="_blank">solitaire-solidaire.fr</a> , qui &agrave; partir de la cr&eacute;ation de l&rsquo;association deviendra le carnet de bord.<br /> <br /> Je vous souhaite beaucoup de r&ecirc;ves !<br /> <br /> Matthieu</p>
Monday, January 20, 2014

<div class="content"> <p> Il ne me reste qu&rsquo;un mois pour collecter la totalit&eacute; des fonds de ce foutu KissKissBankBank.</p> <p> <br /> J&#39; ai&nbsp; besoin d&rsquo; un tsunami de dons.</p> <p> 1mois, c&rsquo;est que dalle et il me faut cette somme pour continuer&nbsp;!<br /> Je compte sur vous&nbsp;!<br /> &nbsp;</p> <p> &nbsp;</p> <p> &nbsp;</p> </div> <p> &nbsp;</p>
Sunday, December 22, 2013

<p> <img alt="Photo" src="https://kkbb-production.s3.amazonaws.com/uploads/project_image/image/55806/photo.jpg" /><br /> <strong><u>Un grand merci &agrave; C&eacute;line, Olivier et Capen gr&acirc;ce &agrave; qui nous venons de d&eacute;passer les 10%... Ben oui, que 10%!</u></strong><br /> <br /> Alors avis aux apprentis KissKissBankers,<br /> Si vous avez crainte de perdre votre mise, sachez que si nous atteignons les 15000&euro;, elle fera partie du tout.<br /> Par contre, si la somme n&#39;est pas atteinte, vous r&eacute;cup&eacute;rez la totalit&eacute; de votre argent...<br /> <br /> En ces jours de f&ecirc;tes, je vous fais Ambassadeurs du r&ecirc;ve de Matthieu et racontez l&#39;histoire dans vos contr&eacute;es proches ou lointaines!</p>
Tuesday, December 17, 2013

<p> <br /> Lilo est reparti faire un petit s&eacute;jour en Normandie&hellip;<br /> Heureux de ces belles rencontres tout au long de la quinzaine.<br /> <br /> Mais le KissKissBankBank n&rsquo;avance pas pour autant&nbsp;!<br /> <br /> Je sais bien que c&rsquo;est la crise mais, croyez moi, j&rsquo;ai besoin de votre aide&nbsp;!<br /> Il ne me reste que 2mois pour avoir la totalit&eacute;, sinon, je perds tout&nbsp;!<br /> La route est tr&egrave;s longue et je compte sur vous pour partager mon r&ecirc;ve.<br /> <br /> Demandez &agrave; vos voisins, vos parents, vos enfants&hellip; vos coll&egrave;gues&hellip;vos clients&hellip;<br /> Fa&icirc;tes des collectes&hellip;.les fonds de tirroirs&hellip;<br /> Et si vous pouvez, donnez&nbsp;!<br /> <br /> <img alt="" src="data:image/jpeg;base64,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
Monday, December 09, 2013

<p> <a href="http://latelelibre.fr/2013/12/02/matthieu-un-solitaire-solidaire/" target="_blank">http://latelelibre.fr/2013/12/02/matthieu-un-solitaire-solidaire/</a><br /> <br /> Un Grand Merci &agrave; l&#39;equipe de LaT&eacute;L&eacute;Libre.fr.<br /> <br /> L&#39;aventure a d&eacute;j&agrave; commenc&eacute;... Aidez moi &agrave; la continuer!<br /> <br /> <br /> <br /> &nbsp;</p>
Monday, December 09, 2013

<p class="p2"> <a href="http://www.ifaw.org/france/actualites/en" target="_blank">Paru sur le site d&#39; IFAW : http://www.ifaw.org/france/actualites/en</a><br /> <br /> Rencontre aujourd&rsquo;hui avec Matthieu Martin : si vous croisez Matthieu, vous croiserez aussi Lilo, son bateau, &agrave; bord duquel il a choisi de nous embarquer, nous et tous les animaux au secours desquels nous volons, tel No&eacute; sur son arche, en offrant d&rsquo;associer IFAW &agrave; son d&eacute;fi extraordinaire&nbsp;: traverser l&rsquo;oc&eacute;an Atlantique &agrave; la rame du S&eacute;n&eacute;gal &agrave; la Guyane.</p> <p class="p2"> Sur les pas d&rsquo;Alain Bombard et de G&eacute;rard d&rsquo;Aboville, Matthieu croit comme IFAW que la durabilit&eacute; &eacute;cologique est vitale pour le bien-&ecirc;tre de la vie sur Terre. Elle doit &ecirc;tre notre premier et principal objectif &agrave; tous, c&rsquo;est le sien.</p> <p class="p2"> Rencontre avec celui qui a propos&eacute; de nous mener en bateau&hellip;</p> <p class="p2"> <u>Comment as-tu connu IFAW&nbsp;? Pourquoi avoir &laquo;&nbsp;embarqu&eacute;&nbsp;&raquo; IFAW dans ton aventure&nbsp;?</u></p> <p class="p2"> J&rsquo;ai rencontr&eacute; C&eacute;line Sissler Bienvenu, la Directrice d&rsquo;IFAW France et Afrique francophone au cours d&rsquo;un reportage sur le trafic d&rsquo;ivoire d&rsquo;&eacute;l&eacute;phant en d&eacute;but d&rsquo;ann&eacute;e.</p> <p class="p2"> Or depuis que j&rsquo;ai pris la d&eacute;cision de faire cette travers&eacute;e, je souhaite &nbsp;y associer des id&eacute;es qui correspondent &agrave; mes envies. J&rsquo;ai un rapport particulier &agrave; la Nature, et il &eacute;tait important pour moi d&rsquo;&ecirc;tre solidaire avec un organisme qui prend les probl&egrave;mes environnementaux &agrave; bras le corps.</p> <p class="p2"> Lors de ma rencontre avec C&eacute;line, j&#39;ai trouv&eacute; son engagement entier et profond. Sa d&eacute;termination et sa pers&eacute;v&eacute;rance prouvent bien que l&rsquo;on peut encore y croire &hellip; Mais jusqu&rsquo;&agrave; quand&nbsp;? Associer IFAW &agrave; ma travers&eacute;e, c&rsquo;est donc encourager une dynamique autour d&rsquo;elle pour&nbsp; que chacun se sente concern&eacute;.</p> <p class="p2"> <u>Explique-nous ce qu&rsquo;est Rames Guyane&nbsp;?</u></p> <p class="p2"> Rames Guyane est une course transatlantique &agrave; l&rsquo;aviron reliant le S&eacute;n&eacute;gal &agrave; la Guyane. Elle est disput&eacute;e en solitaire, sans escale ni assistance.</p> <p class="p2"> Les principales difficult&eacute;s de la Rames Guyane r&eacute;sident dans le franchissement obligatoire de courants dits &laquo; &eacute;quatoriaux &raquo; et contraires au cap naturel, dans la proximit&eacute; du fameux &laquo; Pot au Noir &raquo;, zone intertropicale o&ugrave; les vents sporadiques et al&eacute;atoires sont parfois violents et enfin, dans l&rsquo;approche de la Guyane o&ugrave; s&eacute;vissent de puissants courants c&ocirc;tiers qui poussent inexorablement les navires vers l&rsquo;Arc Antillais.</p> <p class="p2"> Le d&eacute;part de la quatri&egrave;me &eacute;dition de la &laquo;&nbsp;Rame-Guyane&nbsp;&raquo; sera donn&eacute; en d&eacute;cembre 2014. Il nous faudra entre 40 et 60 jours de mer, sans escale ni assistance,&nbsp; pour parcourir les 2600 miles nautiques, soit 4 700 km, en profitant des aliz&eacute;s et &agrave; la seule force des bras.</p> <p class="p2"> <u>Peux-tu nous parler de ton bateau&nbsp;?</u></p> <p class="p2"> Mon bateau s&rsquo;appelle Lilo, c&rsquo;est le&nbsp;bateau&nbsp;qu&rsquo;Alain Pinguet a fabriqu&eacute; avec l&rsquo;aide du lyc&eacute;e de la Morandi&egrave;re &agrave; Granville. Depuis&nbsp;sa&nbsp;travers&eacute;e,&nbsp;Alain&nbsp;n&rsquo;oublie&nbsp;pas&nbsp;qu&rsquo;il&nbsp;a&nbsp;r&eacute;alis&eacute;&nbsp;un&nbsp;formidable&nbsp;r&ecirc;ve.&nbsp;Il en parle avec enthousiasme et sinc&eacute;rit&eacute; &agrave; ceux qui savent &eacute;couter, et parce qu&rsquo;il en parle avec le c&oelig;ur, je suis tr&egrave;s heureux de pouvoir lui succ&eacute;der.</p> <p class="p2"> La particularit&eacute; de la Rames Guyane est que tous les bateaux sont identiques&nbsp;: monotype insubmersible et auto-redressable en contreplaqu&eacute; stratifi&eacute; verre/&eacute;poxy de 8m de long, 1,60 m de large, pour un poids &agrave; vide de 450kg.<br /> &nbsp;</p> <p class="p2"> <u>Pourquoi as-tu d&eacute;cid&eacute; de t&rsquo;engager dans cette aventure&nbsp;?</u></p> <p class="p2"> Cette aventure est un r&ecirc;ve de gosse. On commence par lire Bombard puis d&rsquo;Aboville&hellip; Peu &agrave; peu, on esp&egrave;re vivre leurs exp&eacute;riences. Et, un jour, on se jette &agrave; l&rsquo;eau pour ne pas regretter de ne pas l&rsquo;avoir tent&eacute;&nbsp;!</p> <p class="p2"> <u>Comment t&rsquo;entra&icirc;nes-tu&nbsp;?</u></p> <p class="p2"> Pour l&rsquo;instant, mon entra&icirc;nement consiste &agrave; entretenir une forme physique et travailler une endurance &agrave; l&rsquo;effort. De plus, j&rsquo;essaie de me retrouver r&eacute;guli&egrave;rement en contact avec l&rsquo;eau pour pouvoir la sentir. Mais &agrave; Paris, pas facile&hellip;<br /> En d&eacute;but d&rsquo;ann&eacute;e, le bateau sera pr&ecirc;t.<br /> Avec Alain Pinguet, nous avons pr&eacute;vu de partir quelques jours en mer. Lui qui a d&eacute;j&agrave; travers&eacute; l&rsquo;Atlantique pourra me donner encore quelques conseils bien utiles.</p> <p class="p2"> <u>Qu&rsquo;esp&egrave;res-tu en retirer&nbsp;?</u></p> <p class="p2"> Avec cette travers&eacute;e, je serai loin d&rsquo;une soci&eacute;t&eacute; individualiste qui nous impose beaucoup de choses.<br /> Je ne sais pas encore ce que je vais en retirer mais j&rsquo;esp&egrave;re &ecirc;tre en harmonie avec l&rsquo;Oc&eacute;an et me retrouver dans des valeurs d&rsquo;humilit&eacute; qui nous permettent d&rsquo;avancer tous les jours.<br /> Aussi, je reprendrai le temps, cette notion qui nous para&icirc;t &ecirc;tre d&rsquo;un autre si&egrave;cle&nbsp;!</p> <p class="p2"> &nbsp;<u>Quel est ton message en te lan&ccedil;ant dans cette aventure&nbsp;?</u></p> <p class="p2"> Je trouve qu&rsquo;il&nbsp; est important d&rsquo;&ecirc;tre en harmonie avec ce qui nous entoure, d&rsquo;&ecirc;tre attentif aux autres, &agrave; la nature pour se sentir vivant.</p> <p class="p2"> <u>Quel regard portes-tu sur les oc&eacute;ans&nbsp;?</u></p> <p class="p2"> L&rsquo;Oc&eacute;an est pour moi un lieu unique, l&agrave; o&ugrave; tout a commenc&eacute;, l&agrave; o&ugrave; l&rsquo;avenir a sa chance.<br /> Cette immensit&eacute; regorge de vie mais ne nous en d&eacute;voile qu&rsquo;une infime partie.<br /> On le ressent, il nous inspire... Mais il ne sera jamais dompt&eacute;!<br /> L&rsquo;Oc&eacute;an fait partie de moi et j&rsquo;esp&egrave;re qu&rsquo;il me laissera passer&nbsp;!</p> <p class="p2"> <em>Suivez Matthieu et Lilo sur </em><a href="https://www.facebook.com/matthieu64" target="_blank"><em>Facebook</em></a><em> et soutenez le projet sur la plateforme </em><a href="http://www.kisskissbankbank.com/solitaire-solidaire-a-la-rames-guyane-2014" target="_blank"><em>Kisskissbankbank</em></a><em>. Vous pouvez aussi aller &agrave; leur rencontre sur le stand 1M35 de la Rames Guyane sur le Salon nautique de Paris du 7 au 15 d&eacute;cembre.</em></p> <p class="p2"> <strong>Julie Landry</strong><br /> <br /> &nbsp;</p>
Friday, November 29, 2013

<p> Je serai au <strong>Salon Nautique de Paris du 6 au 15 D&eacute;cembre 2013</strong> pour y pr&eacute;senter le bateau.<br /> Venez discuter au Stand (1M35) de la Rames Guyane et devenez un de mes partenaires...<img alt="Photo" src="https://kkbb-production.s3.amazonaws.com/uploads/project_image/image/52627/photo.JPG" /></p>