<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-29882114</id><updated>2011-12-07T17:25:10.544+01:00</updated><category term='Illustration pour le carton d&apos;invitation'/><title type='text'>Gil Formosa Blog BD et illustrations</title><subtitle type='html'>Gil Formosa auteur dessinateur de Bandes Dessinées et illustrateur pour l'édition, la publicité, l'animation. Concept artist pour jeux vidéo.
- gil.formosa(at)free.fr -</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>44</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-29882114.post-4384578793968663773</id><published>2011-12-03T13:16:00.000+01:00</published><updated>2011-12-03T13:16:27.777+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Illustration pour le carton d&apos;invitation'/><title type='text'>EXPOSITION / DÉDICACES Bowen / DÎNER RENCONTRE...</title><content type='html'>&lt;span style="font-family: Arial; font-size: 10pt;"&gt;Le 9 décembre, j'aurai le grand plaisir de participer à une  séance de dédicaces, pour BOWEN,&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;suivi d’un cocktail et d’un  dîner / débat / rencontre que je partagerai avec les invités,&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;dans le prestigieux DOMAINE de la CORNICHE avec vue panoramique sur la Seine.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;L'organisateur de cet événement est le célèbre Bulles de Mantes. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;infos:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;&lt;a href="http://bullesdemantes.over-blog.fr/article-avec-le-dessinateur-gil-formosa-bowen-atterrit-au-domaine-de-la-corniche-le-9-decembre-2011-89248295.html"&gt;http://bullesdemantes.over-blog.fr/article-avec-le-dessinateur-gil-formosa-bowen-atterrit-au-domaine-de-la-corniche-le-9-decembre-2011-89248295.html&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: 10pt;"&gt;&lt;a href="http://www.domainedelacorniche.com/Francais--Accueil.phtml"&gt;Domaine de la Corniche&lt;/a&gt;. &lt;/span&gt;5 route de la corniche  -  F 78270 Rolleboise&amp;nbsp;&lt;span style="font-family: Arial; font-size: 10pt;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="400" 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" style="margin-left: auto; margin-right: auto;" width="400" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Ajouter une légende&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4384578793968663773?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bullesdemantes.over-blog.fr/article-avec-le-dessinateur-gil-formosa-bowen-atterrit-au-domaine-de-la-corniche-le-9-decembre-2011-89248295.html' title='EXPOSITION / DÉDICACES Bowen / DÎNER RENCONTRE...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4384578793968663773/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4384578793968663773&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4384578793968663773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4384578793968663773'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/12/exposition-dedicaces-bowen-diner.html' title='EXPOSITION / DÉDICACES Bowen / DÎNER RENCONTRE...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-1481788036498833784</id><published>2011-10-21T08:42:00.001+02:00</published><updated>2011-10-21T16:49:19.431+02:00</updated><title type='text'>BOWEN Interview dans ESPACE &amp; EXPLORATION</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-4UfQ6RvBjWo/TqESXPEt05I/AAAAAAAAAK4/h86Yr4OOFLk/s1600/BOWEN-INTERVIEW.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-4UfQ6RvBjWo/TqESXPEt05I/AAAAAAAAAK4/h86Yr4OOFLk/s400/BOWEN-INTERVIEW.jpg" width="355" /&gt;&lt;/a&gt;&lt;/div&gt;Espace et Exploration le "magazine de l'aventure spatiale" me consacre 4 pages d'interview,&lt;br /&gt;dans son numéro 6 de novembre - décembre 2011.&lt;br /&gt;Au sommaire également du magazine:&lt;br /&gt;&lt;span class="style_4"&gt;- Matériaux et procédés de l’industrie astronautique.&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;- La fusée lunaire soviétique N1.&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;- La Guyane à l’heure russe avec Soyouz.&lt;/span&gt;&lt;span class="style_4"&gt; &lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;et bien d'autres articles tout aussi passionnant.&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;&lt;a href="http://www.espace-exploration.com/presentation/magazine.html"&gt;http://www.espace-exploration.com/presentation/magazine.html&lt;/a&gt;&lt;/span&gt;&lt;span class="style_4"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;J'en profite pour remercier sa &lt;/span&gt;&lt;span class="style_4"&gt;Rédactrice en Chef &lt;/span&gt;&lt;span class="style_4"&gt; de l'intérêt qu'elle a porté au tome 1 de la série Bowen, "l'Homme le plus haut"...&lt;/span&gt;&lt;br /&gt;&lt;span class="style_4"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="style_4"&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-1481788036498833784?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.espace-exploration.com/presentation/magazine.html' title='BOWEN Interview dans ESPACE &amp; EXPLORATION'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/1481788036498833784/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=1481788036498833784&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1481788036498833784'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1481788036498833784'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/10/bowen-interview-dans-espace-exploration.html' title='BOWEN Interview dans ESPACE &amp; EXPLORATION'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-4UfQ6RvBjWo/TqESXPEt05I/AAAAAAAAAK4/h86Yr4OOFLk/s72-c/BOWEN-INTERVIEW.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-978780213234150449</id><published>2011-10-05T13:01:00.001+02:00</published><updated>2011-10-17T17:25:45.043+02:00</updated><title type='text'>VENTE CARITATIVE D'ORIGINAUX SUR EBAY AU PROFIT DE L'INSERM</title><content type='html'>&lt;img alt="" 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" /&gt;&lt;br /&gt;2 de mes dessins originaux sont sur EBAY pour la vente caritative que L'association &lt;a href="http://www.bdencre.com%c2%a0/" target="_blank"&gt;BDE-Bulle d'Encre&lt;/a&gt; a organisée au profit de l'INSERM.&lt;br /&gt;D'autres auteurs participent également à cette vente caritative, merci à eux !&lt;br /&gt;L’ensemble des sommes récoltées sera reversé intégralement à l’INSERM  (Institut National de la Santé et de la Recherche Médicale) de Paris,  plus précisément à l’équipe du Professeur Jean-Baptiste Michel.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-978780213234150449?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://cgi.ebay.fr/Dessin-original-de-Gil-Formosa-Bowen-/320768663989?pt=FR_JG_Livres_Bd_BD&amp;hash=item4aaf4d61b5' title='VENTE CARITATIVE D&apos;ORIGINAUX SUR EBAY AU PROFIT DE L&apos;INSERM'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/978780213234150449/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=978780213234150449&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/978780213234150449'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/978780213234150449'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/10/vente-caritative-doriginaux-sur-ebay-au.html' title='VENTE CARITATIVE D&apos;ORIGINAUX SUR EBAY AU PROFIT DE L&apos;INSERM'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-5513078267153466455</id><published>2011-09-30T18:54:00.001+02:00</published><updated>2011-10-01T06:36:59.444+02:00</updated><title type='text'>EXPO SCIENCE-FICTION...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-sUyy7UFBjF8/ToXzJmuO1lI/AAAAAAAAAKo/GS6l4Oudw4I/s1600/Formosa-Expo-Science-Fiction.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="79" src="http://1.bp.blogspot.com/-sUyy7UFBjF8/ToXzJmuO1lI/AAAAAAAAAKo/GS6l4Oudw4I/s320/Formosa-Expo-Science-Fiction.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;...À la BFM de Limoges jusqu'au 14 octobre !&lt;br /&gt;Merci aux organisateurs pour cette superbe présentation de mes illustrations de couvertures de romans et magazines. &lt;br /&gt;Au centre, &lt;a href="http://bowen.bd.free.fr/"&gt;BOWEN&lt;/a&gt; ma nouvelle série BD d'espionnage aéronautique...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-5513078267153466455?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/5513078267153466455/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=5513078267153466455&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5513078267153466455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5513078267153466455'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/09/expo-science-fiction.html' title='EXPO SCIENCE-FICTION...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-sUyy7UFBjF8/ToXzJmuO1lI/AAAAAAAAAKo/GS6l4Oudw4I/s72-c/Formosa-Expo-Science-Fiction.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4594283330573226152</id><published>2011-09-07T09:39:00.000+02:00</published><updated>2011-09-07T09:39:36.246+02:00</updated><title type='text'>EXPOSITION SF</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Y6qIPUga6ig/TmcfbX-U2UI/AAAAAAAAAKc/jOAF71ozAVY/s1600/EXPO-SF-FORMOSA.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="400" width="255" src="http://3.bp.blogspot.com/-Y6qIPUga6ig/TmcfbX-U2UI/AAAAAAAAAKc/jOAF71ozAVY/s400/EXPO-SF-FORMOSA.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;J'expose à partir du 19/09/ au 14/10/2011 à LIMOGES à:&lt;br /&gt;- la BFM : 2, rue Louis Longequeue - 87000 Limoges&lt;br /&gt;- la Bibliothèque de la Faculté de droit (site du Forum) : 5, rue Félix Eboué - 87000 Limoges&lt;br /&gt;lieu du colloque avec pas mal d'auteurs et de mon exposition sur le thème SCIENCE-FICTION et SCIENCE JURIDIQUE.&lt;br /&gt;Pour plus d'infos:&lt;br /&gt;http://agenda-juridique.lemondedudroit.fr/agenda/icalrepeat.detail/2011/10/13/137/-/-.html?pop=1&amp;tmpl=component&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4594283330573226152?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4594283330573226152/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4594283330573226152&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4594283330573226152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4594283330573226152'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/09/exposition-sf.html' title='EXPOSITION SF'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Y6qIPUga6ig/TmcfbX-U2UI/AAAAAAAAAKc/jOAF71ozAVY/s72-c/EXPO-SF-FORMOSA.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-6123920277614978593</id><published>2011-08-15T09:55:00.002+02:00</published><updated>2011-09-19T09:05:01.966+02:00</updated><title type='text'>DÉDICACES pour BOWEN tome 1</title><content type='html'>Je dédicacerai BOWEN tome 1 "l'Homme le plus haut" et son tirage de Luxe grand format:&lt;br /&gt;&lt;a href="http://bowen.bd.free.fr"&gt;http://bowen.bd.free.fr&lt;/a&gt;&lt;br /&gt;- Les 1 et 2 octobre  au festival BD de DIEPPE&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-6123920277614978593?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr' title='DÉDICACES pour BOWEN tome 1'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/6123920277614978593/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=6123920277614978593&amp;isPopup=true' title='3 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/6123920277614978593'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/6123920277614978593'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/08/dedicaces-pour-bowen.html' title='DÉDICACES pour BOWEN tome 1'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-2126088225378397392</id><published>2011-06-15T18:51:00.001+02:00</published><updated>2011-06-15T18:52:43.787+02:00</updated><title type='text'>DÉDICACES de l'Album de Luxe BOWEN...</title><content type='html'>le 2 Juillet 2011 à la librairie Boulevard des Bulles, 50 Boulevard Saint Germain - 75005 PARIS &lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-oFTjzJBHmGY/TfjiGYaAOPI/AAAAAAAAAKM/ZHJWrVFCiA0/s1600/Album-Luxe-tole-zinc.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="400" width="294" src="http://4.bp.blogspot.com/-oFTjzJBHmGY/TfjiGYaAOPI/AAAAAAAAAKM/ZHJWrVFCiA0/s400/Album-Luxe-tole-zinc.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Pour infos:&lt;br /&gt;Choix possible entre 3 coloris de couvertures métal avec marquage à chaud :Silver, Gold, Titanium.&lt;br /&gt;Le détail du contenu de l'album de Luxe, format 41,8 x 30,5 cm:&lt;br /&gt;&lt;a href="http://bowen.bd.free.fr/Bowen-Album-LUXE.html"&gt;http://bowen.bd.free.fr/Bowen-Album-LUXE.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-2126088225378397392?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr/DEDICACE-BOWEN-FORMOSA.html' title='DÉDICACES de l&apos;Album de Luxe BOWEN...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/2126088225378397392/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=2126088225378397392&amp;isPopup=true' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2126088225378397392'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2126088225378397392'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/06/dedicaces-de-lalbum-de-luxe-bowen.html' title='DÉDICACES de l&apos;Album de Luxe BOWEN...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-oFTjzJBHmGY/TfjiGYaAOPI/AAAAAAAAAKM/ZHJWrVFCiA0/s72-c/Album-Luxe-tole-zinc.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-5369335075911623027</id><published>2011-06-14T11:06:00.000+02:00</published><updated>2011-06-14T11:06:04.829+02:00</updated><title type='text'>CONCOURS BOWEN...</title><content type='html'>... en préparation pour son TIRAGE DE LUXE aux éditions BD'EMPHER.&lt;br /&gt;3 dessins originaux à gagner... entre autre !!!&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-dJGf8xLW-S8/TfckJl8h5TI/AAAAAAAAAKA/wd-Gm82cfqI/s1600/F104-STARFIGHTER-BOWEN.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="293" width="400" src="http://1.bp.blogspot.com/-dJGf8xLW-S8/TfckJl8h5TI/AAAAAAAAAKA/wd-Gm82cfqI/s400/F104-STARFIGHTER-BOWEN.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-5369335075911623027?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr' title='CONCOURS BOWEN...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/5369335075911623027/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=5369335075911623027&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5369335075911623027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5369335075911623027'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/06/concours-bowen.html' title='CONCOURS BOWEN...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-dJGf8xLW-S8/TfckJl8h5TI/AAAAAAAAAKA/wd-Gm82cfqI/s72-c/F104-STARFIGHTER-BOWEN.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-500782893866244952</id><published>2011-05-27T19:23:00.002+02:00</published><updated>2011-05-29T11:47:18.584+02:00</updated><title type='text'>DÉDICACE du tome 1 de BOWEN et...</title><content type='html'>... de son &lt;a href="http://bowen.bd.free.fr/Bowen-Album-LUXE.html"&gt;TIRAGE de LUXE&lt;a href="http://bowen.bd.free.fr"&gt;&lt;/a&gt;&lt;/a&gt;.&lt;br /&gt;Je dédicacerai l'album, le tirage de luxe des ex-libris et posters, les 11 et 12 juin 2011 à LA FERTÉ ALAIS, aérodrome de Cerny (91590) sur le stand IDÉE + PASSION BD, en compagnie d'autres talentueux auteurs...&lt;br /&gt;renseignements:&lt;br /&gt;&lt;a href="http://www.ajbs.fr/"&gt;http://www.ajbs.fr/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-500782893866244952?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr' title='DÉDICACE du tome 1 de BOWEN et...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/500782893866244952/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=500782893866244952&amp;isPopup=true' title='8 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/500782893866244952'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/500782893866244952'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/05/dedicace-du-tome-1-de-bowen-et.html' title='DÉDICACE du tome 1 de BOWEN et...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-333317321266259414</id><published>2011-05-27T12:04:00.000+02:00</published><updated>2011-05-27T12:04:50.417+02:00</updated><title type='text'>SCIENCE-FICTION pour TÉLÉRAMA</title><content type='html'>Une illustration SF que j'ai réalisé pour le magazine Télérama 3202 concernant l'article de Hubert Prolongeau sur le roman à grand succès "Le Passage" de Justin Cronin.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-dIKtvhBt7wA/Td924JCBOsI/AAAAAAAAAJk/0XvJtlXZOak/s1600/SCIENCE-FICTION-TE%25CC%2581LE%25CC%2581RAMA.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="388" width="400" src="http://3.bp.blogspot.com/-dIKtvhBt7wA/Td924JCBOsI/AAAAAAAAAJk/0XvJtlXZOak/s400/SCIENCE-FICTION-TE%25CC%2581LE%25CC%2581RAMA.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-333317321266259414?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/333317321266259414/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=333317321266259414&amp;isPopup=true' title='3 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/333317321266259414'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/333317321266259414'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/05/science-fiction-pour-telerama.html' title='SCIENCE-FICTION pour TÉLÉRAMA'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-dIKtvhBt7wA/Td924JCBOsI/AAAAAAAAAJk/0XvJtlXZOak/s72-c/SCIENCE-FICTION-TE%25CC%2581LE%25CC%2581RAMA.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-9109092221783118302</id><published>2011-05-05T14:28:00.000+02:00</published><updated>2011-05-05T14:28:22.462+02:00</updated><title type='text'>CONCOURS BOWEN...</title><content type='html'>Gagnez des albums du tome 1 de BOWEN sur ALLOCINÉ&lt;br /&gt;&lt;a href="http://www.allocine.fr/competitionpage_gold?ccompetition=5375"&gt;http://www.allocine.fr/competitionpage_gold?ccompetition=5375&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-47yjBSdT9XM/TcKXnCBJ8ZI/AAAAAAAAAJc/5-FTCAA_e20/s1600/CONCOURS-BOWEN.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="265" width="400" src="http://2.bp.blogspot.com/-47yjBSdT9XM/TcKXnCBJ8ZI/AAAAAAAAAJc/5-FTCAA_e20/s400/CONCOURS-BOWEN.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-9109092221783118302?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.allocine.fr/competitionpage_gold?ccompetition=5375' title='CONCOURS BOWEN...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/9109092221783118302/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=9109092221783118302&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/9109092221783118302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/9109092221783118302'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/05/concours-bowen.html' title='CONCOURS BOWEN...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-47yjBSdT9XM/TcKXnCBJ8ZI/AAAAAAAAAJc/5-FTCAA_e20/s72-c/CONCOURS-BOWEN.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4756674190537143957</id><published>2011-04-28T09:43:00.000+02:00</published><updated>2011-04-28T09:43:01.528+02:00</updated><title type='text'>BOWEN tome 1 Bande annonce ...</title><content type='html'>... et sur FACE BOOK !&lt;br /&gt;&lt;a href="http://www.facebook.com/profile.php?id=100002340132375&amp;sk=wall"&gt;http://www.facebook.com/profile.php?id=100002340132375&amp;sk=wall&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4756674190537143957?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.facebook.com/profile.php?id=100002340132375&amp;sk=wall' title='BOWEN tome 1 Bande annonce ...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4756674190537143957/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4756674190537143957&amp;isPopup=true' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4756674190537143957'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4756674190537143957'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/04/bowen-tome-1-bande-annonce.html' title='BOWEN tome 1 Bande annonce ...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-2394351452588974755</id><published>2011-03-31T17:44:00.000+02:00</published><updated>2011-03-31T17:44:17.890+02:00</updated><title type='text'>PLANCHES en NOIR et BLANC de BOWEN</title><content type='html'>Suffit de cliquer sur le titre pour les voir ! ou ici&lt;br /&gt;&lt;a href="http://bowen.bd.free.fr/bowen-planches-traits.html"&gt;http://bowen.bd.free.fr/bowen-planches-traits.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-2394351452588974755?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr/bowen-planches-traits.html' title='PLANCHES en NOIR et BLANC de BOWEN'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/2394351452588974755/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=2394351452588974755&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2394351452588974755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2394351452588974755'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/03/planches-en-noir-et-blanc-de-bowen.html' title='PLANCHES en NOIR et BLANC de BOWEN'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-3494428882456455618</id><published>2011-03-28T09:59:00.004+02:00</published><updated>2011-03-28T10:20:03.201+02:00</updated><title type='text'>BOWEN</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-2lf4UjsqNVk/TZBD8LpEWQI/AAAAAAAAAJM/_O6eEQGv5Qs/s1600/BOWEN-extraterrestre.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 313px;" src="http://3.bp.blogspot.com/-2lf4UjsqNVk/TZBD8LpEWQI/AAAAAAAAAJM/_O6eEQGv5Qs/s400/BOWEN-extraterrestre.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5589041838763038978" /&gt;&lt;/a&gt;&lt;br /&gt;BOWEN !&lt;br /&gt;J'ai le plaisir de vous annoncer la parution de ma nouvelle série BD d'espionnage le 4 mai 2011 aux éditions Glénat.&lt;br /&gt;D'ici là, des infos sur le site &lt;a href="http://bowen.bd.free.fr"&gt;officiel de Bowen&lt;/a&gt;:&lt;br /&gt;&lt;a href="http://bowen.bd.free.fr"&gt;http://bowen.bd.free.fr&lt;/a&gt;&lt;br /&gt;Manipulations, complots, avions expérimentaux, Guerre Froide, événements extraterrestres de Roswell, expériences secrètes, dossiers top secrets, identité obscure de Bowen... quelques mots pour mettre dans l'ambiance.&lt;br /&gt;Sous peu des inédits du Sergent Major BOWEN sur le site !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-3494428882456455618?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bowen.bd.free.fr' title='BOWEN'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/3494428882456455618/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=3494428882456455618&amp;isPopup=true' title='15 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/3494428882456455618'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/3494428882456455618'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/03/bowen.html' title='BOWEN'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-2lf4UjsqNVk/TZBD8LpEWQI/AAAAAAAAAJM/_O6eEQGv5Qs/s72-c/BOWEN-extraterrestre.jpg' height='72' width='72'/><thr:total>15</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-7280592413516331554</id><published>2011-01-30T09:37:00.003+01:00</published><updated>2011-01-30T14:35:14.241+01:00</updated><title type='text'>ILLUSTRATION HEROS</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_qkwEXrgsO3A/TUUkTDUu_hI/AAAAAAAAAJA/WzpJ_xODTsU/s1600/Fantasy-expo-Formosa.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 324px; height: 400px;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/TUUkTDUu_hI/AAAAAAAAAJA/WzpJ_xODTsU/s400/Fantasy-expo-Formosa.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5567896424041872914" /&gt;&lt;/a&gt;&lt;br /&gt;Mes illustrations exposées à Bagneux...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-7280592413516331554?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/couvertures/Index.html' title='ILLUSTRATION HEROS'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/7280592413516331554/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=7280592413516331554&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7280592413516331554'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7280592413516331554'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/01/illustration-heros.html' title='ILLUSTRATION HEROS'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/TUUkTDUu_hI/AAAAAAAAAJA/WzpJ_xODTsU/s72-c/Fantasy-expo-Formosa.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-5637565817762068942</id><published>2011-01-12T14:08:00.004+01:00</published><updated>2011-01-12T14:20:57.559+01:00</updated><title type='text'>HÉROS expo</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_qkwEXrgsO3A/TS2ptAMhuaI/AAAAAAAAAI4/mAwnOT1dK2A/s1600/Fantasy-expo-Heros-2011.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 241px;" src="http://1.bp.blogspot.com/_qkwEXrgsO3A/TS2ptAMhuaI/AAAAAAAAAI4/mAwnOT1dK2A/s400/Fantasy-expo-Heros-2011.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5561287705484179874" /&gt;&lt;/a&gt;&lt;br /&gt;Voici l'expo Héros à laquelle je participe avec 10 autres de mes potes illustrateurs pro. &lt;br /&gt;Du Silver Surfer à Elric le Nécromancier en passant par Batman.&lt;br /&gt;Bref, nos illustrations de toute une flopée de héros&lt;br /&gt;Ci-dessus un panneau avec quelques unes de mes illustrations:&lt;br /&gt;BATMAN, SPAWN, CONAN, et 2 SURFER D'ARGENT.&lt;br /&gt;&lt;br /&gt;L'exposition HEROS est installée dans la médiathèque de Bagneux et sera visible jusqu'au 4 mars 2011.&lt;br /&gt;Merci à Michel Borderie pour ces photos !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-5637565817762068942?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/5637565817762068942/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=5637565817762068942&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5637565817762068942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5637565817762068942'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2011/01/heros-expo.html' title='HÉROS expo'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_qkwEXrgsO3A/TS2ptAMhuaI/AAAAAAAAAI4/mAwnOT1dK2A/s72-c/Fantasy-expo-Heros-2011.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-2020520799933397503</id><published>2010-05-29T13:58:00.003+02:00</published><updated>2010-05-29T14:09:01.296+02:00</updated><title type='text'>Illustration SF, couverture Galaxies</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_qkwEXrgsO3A/TAEDPSmhnHI/AAAAAAAAAIk/6zRXKGxotmw/s1600/Galaxies-illustration.SF.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 279px; height: 400px;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/TAEDPSmhnHI/AAAAAAAAAIk/6zRXKGxotmw/s400/Galaxies-illustration.SF.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5476662183085579378" /&gt;&lt;/a&gt;&lt;br /&gt;Une nouvelle illustration SF que j'ai eu le plaisir de réaliser pour la couverture du magazine Galaxies, 190 pages d'articles, dossiers et extraits de romans consacrés à la science-fiction ! Oui je sais, je sais cela fait longtemps que je n'ai rien posté, oui mais bon, je suis en train de plancher sur un gros projet...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-2020520799933397503?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Illustration-roman.html' title='Illustration SF, couverture Galaxies'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/2020520799933397503/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=2020520799933397503&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2020520799933397503'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2020520799933397503'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2010/05/illustration-sf-couverture-galaxies.html' title='Illustration SF, couverture Galaxies'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/TAEDPSmhnHI/AAAAAAAAAIk/6zRXKGxotmw/s72-c/Galaxies-illustration.SF.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-7621391694149986246</id><published>2009-03-25T09:30:00.006+01:00</published><updated>2009-03-25T10:40:13.226+01:00</updated><title type='text'>Illustration</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_qkwEXrgsO3A/Scnsg-X1X0I/AAAAAAAAAIc/PXrmpGTRkTU/s1600-h/SynthStation-Pochette-33-tours.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 396px;" src="http://4.bp.blogspot.com/_qkwEXrgsO3A/Scnsg-X1X0I/AAAAAAAAAIc/PXrmpGTRkTU/s400/SynthStation-Pochette-33-tours.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5317040886330515266" /&gt;&lt;/a&gt;&lt;br /&gt;J'ai eu le plaisir de réaliser cette deuxième pochette d'un disque 33 tours pour Radio Cosmos, une 3e est en préparation...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-7621391694149986246?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/7621391694149986246/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=7621391694149986246&amp;isPopup=true' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7621391694149986246'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7621391694149986246'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2009/03/tours.html' title='Illustration'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_qkwEXrgsO3A/Scnsg-X1X0I/AAAAAAAAAIc/PXrmpGTRkTU/s72-c/SynthStation-Pochette-33-tours.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-3631771890300099944</id><published>2008-11-20T09:49:00.004+01:00</published><updated>2008-11-26T08:49:46.301+01:00</updated><title type='text'>BEDETHON</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_qkwEXrgsO3A/SSUm4PdCApI/AAAAAAAAAHs/uQIV5ht_LrI/s1600-h/Gang-des-phares-8.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 292px; height: 400px;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/SSUm4PdCApI/AAAAAAAAAHs/uQIV5ht_LrI/s400/Gang-des-phares-8.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5270661686569861778" /&gt;&lt;/a&gt;&lt;br /&gt;J'ai le plaisir d'offrir la planche originale 8 du "Gang des Phares" du tome 1 des "Légendes Urbaines" chez Dargaud pour la vente aux enchères au profit du 3e BédéThon de Rambouillet qui se déroulera les 5 et 6 décembre à la médiathéque Florian. &lt;br /&gt;Bien d'autres auteurs participent à cette belle initiative dont s'occupe Marc Bourgne. Entrée gratuite et séances de dédicaces, toutes les infos et la liste complète sur:&lt;br /&gt;http://www.opalebd.com/festivals/plus.php3?fes=136&lt;br /&gt;avec les originaux qu'ils offrent pour cette occasion.&lt;br /&gt;Voilà de quoi se faire plaisir utilement !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-3631771890300099944?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.opalebd.com/festivals/plus.php3?fes=136' title='BEDETHON'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/3631771890300099944/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=3631771890300099944&amp;isPopup=true' title='6 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/3631771890300099944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/3631771890300099944'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/11/bedethon.html' title='BEDETHON'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/SSUm4PdCApI/AAAAAAAAAHs/uQIV5ht_LrI/s72-c/Gang-des-phares-8.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-2637530976182702759</id><published>2008-06-20T08:08:00.005+02:00</published><updated>2008-06-20T09:15:13.706+02:00</updated><title type='text'>Double Gauche t3 page 3</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_qkwEXrgsO3A/SFtLIIKmLfI/AAAAAAAAAF8/DYvaCJs17C8/s1600-h/03-COUL-DOUBLE-GAUCHE-3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://4.bp.blogspot.com/_qkwEXrgsO3A/SFtLIIKmLfI/AAAAAAAAAF8/DYvaCJs17C8/s400/03-COUL-DOUBLE-GAUCHE-3.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5213843596614446578" /&gt;&lt;/a&gt;&lt;br /&gt;La talentueuse Isabelle Drouaillet a magnifiquement mis en couleurs ce tome 3. Une fois de plus, Isabelle met en valeur l'aventure de Dustin Golfinger face à un monde qu'il a du mal à comprendre...&lt;br /&gt;Voici les retrouvailles de Dustin et Tête de Clou... ça promet !!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-2637530976182702759?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1-accueil.html' title='Double Gauche t3 page 3'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/2637530976182702759/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=2637530976182702759&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2637530976182702759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/2637530976182702759'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/06/double-gauche-t3-page-3.html' title='Double Gauche t3 page 3'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_qkwEXrgsO3A/SFtLIIKmLfI/AAAAAAAAAF8/DYvaCJs17C8/s72-c/03-COUL-DOUBLE-GAUCHE-3.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-5203662702436944837</id><published>2008-06-16T08:17:00.003+02:00</published><updated>2008-06-16T08:22:30.809+02:00</updated><title type='text'>Double Gauche T3: " Mimsy"</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_qkwEXrgsO3A/SFYGYhmmPQI/AAAAAAAAAF0/UXg3vQPNLQk/s1600-h/DOUBLE.GAUCHE-T3-Couv..jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://1.bp.blogspot.com/_qkwEXrgsO3A/SFYGYhmmPQI/AAAAAAAAAF0/UXg3vQPNLQk/s400/DOUBLE.GAUCHE-T3-Couv..jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5212360637134814466" /&gt;&lt;/a&gt;&lt;br /&gt;Et voilà la couverture du 3e tome de la trilogie de Double Gauche !&lt;br /&gt;Parution le 22 Août 2008.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-5203662702436944837?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Formosa-editeursBD.html' title='Double Gauche T3: &quot; Mimsy&quot;'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/5203662702436944837/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=5203662702436944837&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5203662702436944837'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5203662702436944837'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/06/double-gauche-t3-mimsy.html' title='Double Gauche T3: &quot; Mimsy&quot;'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_qkwEXrgsO3A/SFYGYhmmPQI/AAAAAAAAAF0/UXg3vQPNLQk/s72-c/DOUBLE.GAUCHE-T3-Couv..jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-5593563576232095975</id><published>2008-06-13T11:37:00.003+02:00</published><updated>2008-06-13T11:48:20.631+02:00</updated><title type='text'>BD à paraitre chez Daniel Maghen</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_qkwEXrgsO3A/SFJCSBswuDI/AAAAAAAAAFs/ifCSYIv_zSw/s1600-h/Daniel.Maghen.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://1.bp.blogspot.com/_qkwEXrgsO3A/SFJCSBswuDI/AAAAAAAAAFs/ifCSYIv_zSw/s400/Daniel.Maghen.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5211300596282341426" /&gt;&lt;/a&gt;&lt;br /&gt;Une initiative à soutenir !&lt;br /&gt;Il ne s'agit pas de mon travail, mais des albums de Regis Penet, de Tiburce Oger et Arinouchkine.&lt;br /&gt;Suffit de cliquer sur le titre et hop direction le blog de Daniel Maghen, pour en savoir plus !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-5593563576232095975?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://bd.danielmaghen.com/index.php?gallery/bd-a-paraitre' title='BD à paraitre chez Daniel Maghen'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/5593563576232095975/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=5593563576232095975&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5593563576232095975'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/5593563576232095975'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/06/bd-paraitre-chez-daniel-maghen.html' title='BD à paraitre chez Daniel Maghen'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_qkwEXrgsO3A/SFJCSBswuDI/AAAAAAAAAFs/ifCSYIv_zSw/s72-c/Daniel.Maghen.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-6043214893970645054</id><published>2008-05-09T09:59:00.005+02:00</published><updated>2008-05-09T10:18:00.667+02:00</updated><title type='text'>MIMSY - Double Gauche t3</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_qkwEXrgsO3A/SCQE-zKkDuI/AAAAAAAAAFk/r-Il_l807Zk/s1600-h/MIMSY-680.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/SCQE-zKkDuI/AAAAAAAAAFk/r-Il_l807Zk/s400/MIMSY-680.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5198285346825309922" /&gt;&lt;/a&gt;&lt;br /&gt;Un crayonné de Mimsy le personnage clef de la série... c'est elle qui va nous apprendre la vérité sur l'étrange  pouvoir de la deuxième main gauche de Dustin.&lt;br /&gt; Mais, aura-t'elle de l'influence sur les choix de Dustin ?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-6043214893970645054?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1-accueil.html' title='MIMSY - Double Gauche t3'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/6043214893970645054/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=6043214893970645054&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/6043214893970645054'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/6043214893970645054'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/05/mimsy-double-gauche-t3.html' title='MIMSY - Double Gauche t3'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/SCQE-zKkDuI/AAAAAAAAAFk/r-Il_l807Zk/s72-c/MIMSY-680.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4565087250677826434</id><published>2008-05-05T13:56:00.004+02:00</published><updated>2008-05-05T14:04:05.738+02:00</updated><title type='text'>The Silver Surfer</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_qkwEXrgsO3A/SB725elB6-I/AAAAAAAAAFc/BoejN-QOkHo/s1600-h/SilverSurfer-Marvel"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://3.bp.blogspot.com/_qkwEXrgsO3A/SB725elB6-I/AAAAAAAAAFc/BoejN-QOkHo/s400/SilverSurfer-Marvel" border="0" alt=""id="BLOGGER_PHOTO_ID_5196862487353486306" /&gt;&lt;/a&gt;&lt;br /&gt;En attendant d'autres images de Double Gauche, voici un hommage au personnage qui m'a sûrement le plus fait rêver quand j'étais ado: The Silver Surfer !&lt;br /&gt;Merci à Jack Kirby, Stan Lee et John Buscema que j'ai eu le privilège de renconter.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4565087250677826434?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4565087250677826434/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4565087250677826434&amp;isPopup=true' title='8 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4565087250677826434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4565087250677826434'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/05/silver-surfer.html' title='The Silver Surfer'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_qkwEXrgsO3A/SB725elB6-I/AAAAAAAAAFc/BoejN-QOkHo/s72-c/SilverSurfer-Marvel' height='72' width='72'/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-1539391793982676260</id><published>2008-03-30T14:21:00.002+02:00</published><updated>2008-03-30T14:27:53.480+02:00</updated><title type='text'>Double Gauche tome 3 -Couverture</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_qkwEXrgsO3A/R--HJ2X-rvI/AAAAAAAAAFU/UkOt4D-VpiI/s1600-h/DOUBLE-GAUCHE-Couv-Trait-T3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://3.bp.blogspot.com/_qkwEXrgsO3A/R--HJ2X-rvI/AAAAAAAAAFU/UkOt4D-VpiI/s400/DOUBLE-GAUCHE-Couv-Trait-T3.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5183510299411394290" /&gt;&lt;/a&gt;&lt;br /&gt;Cela fait un petit moment que je n'ai rien posté, donc voici la couverture au trait du dernier tome de la trilogie de Double Gauche.&lt;br /&gt;La sortie est prévue pour Août 2008.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-1539391793982676260?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1-accueil.html' title='Double Gauche tome 3 -Couverture'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/1539391793982676260/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=1539391793982676260&amp;isPopup=true' title='6 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1539391793982676260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1539391793982676260'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2008/03/double-gauche-tome-3-couverture.html' title='Double Gauche tome 3 -Couverture'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_qkwEXrgsO3A/R--HJ2X-rvI/AAAAAAAAAFU/UkOt4D-VpiI/s72-c/DOUBLE-GAUCHE-Couv-Trait-T3.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-1843279046060847142</id><published>2007-12-14T08:29:00.000+01:00</published><updated>2007-12-14T08:38:31.452+01:00</updated><title type='text'>Double Gauche tome 3</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_qkwEXrgsO3A/R2Ixc8a-6ZI/AAAAAAAAAEA/yKROR_Hmd8U/s1600-h/DOUBLE-GAUCHE-tome3-3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/R2Ixc8a-6ZI/AAAAAAAAAEA/yKROR_Hmd8U/s320/DOUBLE-GAUCHE-tome3-3.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5143728097735928210" /&gt;&lt;/a&gt;&lt;br /&gt;...Et oui, la fin de la trilogie de Dustin Goldfinger, l'homme au deux mains gauches !... On va enfin savoir d'où lui vient l'étrange pouvoir de sa deuxième main gauche. Enfin, avant d'en arriver là, il va quand lui falloir surmonter pas mal de problèmes... la vie quoi !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-1843279046060847142?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/' title='Double Gauche tome 3'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/1843279046060847142/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=1843279046060847142&amp;isPopup=true' title='10 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1843279046060847142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1843279046060847142'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/12/double-gauche-tome-3.html' title='Double Gauche tome 3'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/R2Ixc8a-6ZI/AAAAAAAAAEA/yKROR_Hmd8U/s72-c/DOUBLE-GAUCHE-tome3-3.jpg' height='72' width='72'/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4357774464501651425</id><published>2007-11-08T08:42:00.000+01:00</published><updated>2007-11-08T09:06:40.454+01:00</updated><title type='text'>"TETE DE CLOU" sera à BLOIS...</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_qkwEXrgsO3A/RzLA634LbgI/AAAAAAAAAD0/9uv0ZfVNQDo/s1600-h/3-TR-DOUBLE-GAUCHE-3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://3.bp.blogspot.com/_qkwEXrgsO3A/RzLA634LbgI/AAAAAAAAAD0/9uv0ZfVNQDo/s400/3-TR-DOUBLE-GAUCHE-3.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5130375043192942082" /&gt;&lt;/a&gt;&lt;br /&gt;j'y serai aussi... et je serai plus aimable que Tête de Clou !&lt;br /&gt;( ça ne sera pas trop difficile !!! )&lt;br /&gt;Je dédicacerai Double Gauche&lt;br /&gt;au 24e festival BDBOUM de BLOIS&lt;br /&gt;Les 16, 17 ,18 Novembre 07,&lt;br /&gt;avec une centaine d'autre auteurs !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4357774464501651425?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1-accueil.html' title='&quot;TETE DE CLOU&quot; sera à BLOIS...'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4357774464501651425/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4357774464501651425&amp;isPopup=true' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4357774464501651425'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4357774464501651425'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/11/tete-de-clou-sera-blois.html' title='&quot;TETE DE CLOU&quot; sera à BLOIS...'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_qkwEXrgsO3A/RzLA634LbgI/AAAAAAAAAD0/9uv0ZfVNQDo/s72-c/3-TR-DOUBLE-GAUCHE-3.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4055881660555508392</id><published>2007-10-25T18:28:00.000+02:00</published><updated>2007-10-25T18:41:19.181+02:00</updated><title type='text'>Pochette  Disque 33 t</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_qkwEXrgsO3A/RyDGuYvTSeI/AAAAAAAAACQ/M7Ru9Isxbv0/s1600-h/Pochette-SynthetiseMe.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://3.bp.blogspot.com/_qkwEXrgsO3A/RyDGuYvTSeI/AAAAAAAAACQ/M7Ru9Isxbv0/s320/Pochette-SynthetiseMe.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5125314876164753890" /&gt;&lt;/a&gt;&lt;br /&gt;Un 33 tours, ça existe encore , et bien oui !&lt;br /&gt;voici une pochette que j'ai eu le plaisir de réaliser pour le nouveau label " Radio Cosmos"&lt;br /&gt;il s'agit d'une compilation de musique avec synthétiseurs... comme dans le temps, élecro-disco&lt;br /&gt;ou synthe-pop !&lt;br /&gt;si vous voulez savoir qui distribue :&lt;br /&gt;http://www.flexx.be/item/rc001&lt;br /&gt;http://www.das-drehmoment.com/&lt;br /&gt;http://www.annaloguerecords.com/shop.htm&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4055881660555508392?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4055881660555508392/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4055881660555508392&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4055881660555508392'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4055881660555508392'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/10/pochette-disque-33-t.html' title='Pochette  Disque 33 t'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_qkwEXrgsO3A/RyDGuYvTSeI/AAAAAAAAACQ/M7Ru9Isxbv0/s72-c/Pochette-SynthetiseMe.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-7196279354726431841</id><published>2007-09-25T19:29:00.001+02:00</published><updated>2007-11-04T12:17:52.609+01:00</updated><title type='text'>Illustration de couverture - France Europe Éditions</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_qkwEXrgsO3A/RvqGfoSWufI/AAAAAAAAAB0/aAy5HQkEH44/s1600-h/SALSENIDE.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://1.bp.blogspot.com/_qkwEXrgsO3A/RvqGfoSWufI/AAAAAAAAAB0/aAy5HQkEH44/s320/SALSENIDE.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5114548204781091314" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Une des dernières couvertures SF que j'ai réalisé pour France Europe Éditions.... .&lt;br /&gt;Qui est vraiment Sacha-paul IV Salsénide Salsénide ?&lt;br /&gt;&lt;br /&gt;"Salsénide Salsénide", le tome 1 paraît ce mois ci.&lt;br /&gt;&lt;br /&gt;De plus, je vous conseille de jeter un oeil sur le superbe site consacré à ce roman de science-fiction, avec des extraits du livre, et tout plein d'infos !&lt;br /&gt;( en cliquant sur le titre)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-7196279354726431841?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.hingtonklarsey.com/dyce/salsenide/' title='Illustration de couverture - France Europe Éditions'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/7196279354726431841/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=7196279354726431841&amp;isPopup=true' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7196279354726431841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/7196279354726431841'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/09/couverture-de-roman.html' title='Illustration de couverture - France Europe Éditions'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_qkwEXrgsO3A/RvqGfoSWufI/AAAAAAAAAB0/aAy5HQkEH44/s72-c/SALSENIDE.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-8879137716075161511</id><published>2007-05-31T18:52:00.002+02:00</published><updated>2008-06-01T13:36:15.641+02:00</updated><title type='text'>Double Gauche t2 "Ivanna"</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_qkwEXrgsO3A/Rl7_S7OSorI/AAAAAAAAABc/OlaLps3bBR4/s1600-h/DG-T2-Page.titre-TR.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/Rl7_S7OSorI/AAAAAAAAABc/OlaLps3bBR4/s320/DG-T2-Page.titre-TR.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5070770931066118834" /&gt;&lt;/a&gt;&lt;br /&gt;Du nouveau !!!&lt;br /&gt;Suffit de cliquer sur le titre ci-dessus !&lt;br /&gt;Le tome 2 de Double Gauche, " Ivanna" paraîtra aux éditions Dargaud le 6 Juillet 07...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-8879137716075161511?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1-accueil.html' title='Double Gauche t2 &quot;Ivanna&quot;'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/8879137716075161511/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=8879137716075161511&amp;isPopup=true' title='13 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8879137716075161511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8879137716075161511'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/05/previews-du-tome-2-de-double-gauche.html' title='Double Gauche t2 &quot;Ivanna&quot;'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/Rl7_S7OSorI/AAAAAAAAABc/OlaLps3bBR4/s72-c/DG-T2-Page.titre-TR.jpg' height='72' width='72'/><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-1204139864045468460</id><published>2007-04-29T11:17:00.001+02:00</published><updated>2008-06-20T08:01:49.615+02:00</updated><title type='text'>DOUBLE GAUCHE: Couverture du tome 2</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_qkwEXrgsO3A/RjRjhBJKFdI/AAAAAAAAABU/eVKQD3qRsJ8/s1600-h/Couv-DOUBLE-GAUCHE-t2.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://1.bp.blogspot.com/_qkwEXrgsO3A/RjRjhBJKFdI/AAAAAAAAABU/eVKQD3qRsJ8/s320/Couv-DOUBLE-GAUCHE-t2.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5058777700337587666" /&gt;&lt;/a&gt;&lt;br /&gt;Voici donc la couverture en couleurs !&lt;br /&gt;La sortie de l'album est programmée pour le 6 Juillet 07...&lt;br /&gt;Et pour les "petits curieux", bientôt des planches en preview, avec un nouveau personnage, Ivanna !&lt;br /&gt;Les couleurs sont réalisées par la talentueuse Isabelle Drouaillet.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-1204139864045468460?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche-t1.html' title='DOUBLE GAUCHE: Couverture du tome 2'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/1204139864045468460/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=1204139864045468460&amp;isPopup=true' title='10 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1204139864045468460'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/1204139864045468460'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/04/double-gauche-couverture-du-tome-2.html' title='DOUBLE GAUCHE: Couverture du tome 2'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_qkwEXrgsO3A/RjRjhBJKFdI/AAAAAAAAABU/eVKQD3qRsJ8/s72-c/Couv-DOUBLE-GAUCHE-t2.jpg' height='72' width='72'/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-8899653986581120038</id><published>2007-03-03T10:35:00.000+01:00</published><updated>2007-03-03T13:55:12.464+01:00</updated><title type='text'>DOUBLE GAUCHE tome 2</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_qkwEXrgsO3A/RelCMJxyiLI/AAAAAAAAABE/OO94ee9hqUo/s1600-h/DOUBLE-GAUCHE-T2-800.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://2.bp.blogspot.com/_qkwEXrgsO3A/RelCMJxyiLI/AAAAAAAAABE/OO94ee9hqUo/s320/DOUBLE-GAUCHE-T2-800.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5037630434741225650" /&gt;&lt;/a&gt;&lt;br /&gt;Le tome 2 de la trilogie de Double Gauche, "Ivanna",  sortira aux éditions Dargaud début Juillet 07.&lt;br /&gt;Comme on peut s'en douter, une partie de la vie de Dustin Goldfinger se déroule dans le monde impitoyaaaabbbbbbbleeeeeeuu de la boxe !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-8899653986581120038?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/8899653986581120038/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=8899653986581120038&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8899653986581120038'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8899653986581120038'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/03/double-gauche-tome-2.html' title='DOUBLE GAUCHE tome 2'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_qkwEXrgsO3A/RelCMJxyiLI/AAAAAAAAABE/OO94ee9hqUo/s72-c/DOUBLE-GAUCHE-T2-800.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-8715898237863272760</id><published>2007-02-01T19:50:00.002+01:00</published><updated>2008-06-01T13:46:00.174+02:00</updated><title type='text'>LÉGENDES URBAINES : 1  des 12 planches au trait</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_qkwEXrgsO3A/RcI3GWR15vI/AAAAAAAAAA4/WMzwqqQL5hY/s1600-h/Gang.des.phares.trait.06.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://3.bp.blogspot.com/_qkwEXrgsO3A/RcI3GWR15vI/AAAAAAAAAA4/WMzwqqQL5hY/s320/Gang.des.phares.trait.06.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5026640716298053362" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;...du "gang des phares", l'épisode que j'ai dessiné pour le t1 des "Véritables Légendes Urbaines".&lt;br /&gt;Je me suis dit, qu'il serait intéressant de comparer  le noir et blanc avec la planche couleur publiée dans l'album !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-8715898237863272760?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/8715898237863272760/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=8715898237863272760&amp;isPopup=true' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8715898237863272760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/8715898237863272760'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/02/1-des-12-planches-au-trait.html' title='LÉGENDES URBAINES : 1  des 12 planches au trait'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_qkwEXrgsO3A/RcI3GWR15vI/AAAAAAAAAA4/WMzwqqQL5hY/s72-c/Gang.des.phares.trait.06.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-4269587954464704995</id><published>2007-02-01T19:47:00.001+01:00</published><updated>2008-06-01T13:46:47.285+02:00</updated><title type='text'>Les véritable légendes urbaines</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_qkwEXrgsO3A/RcI2RmR15uI/AAAAAAAAAAs/YQTETtVA0JY/s1600-h/LegendesUrbaines-couv.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://4.bp.blogspot.com/_qkwEXrgsO3A/RcI2RmR15uI/AAAAAAAAAAs/YQTETtVA0JY/s320/LegendesUrbaines-couv.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5026639810059953890" /&gt;&lt;/a&gt;&lt;br /&gt;Voici donc la couverture de Richard Guérineau, parution de ce premier tome le 2 Février 07 chez Dargaud.&lt;br /&gt;"Le gang des phares" que j'ai illustré est la quatrième et dernière histoire dans ce premier album.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-4269587954464704995?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/4269587954464704995/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=4269587954464704995&amp;isPopup=true' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4269587954464704995'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/4269587954464704995'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/02/les-vritable-lgendes-urbaines.html' title='Les véritable légendes urbaines'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_qkwEXrgsO3A/RcI2RmR15uI/AAAAAAAAAAs/YQTETtVA0JY/s72-c/LegendesUrbaines-couv.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-433360372722268366</id><published>2007-01-13T11:54:00.000+01:00</published><updated>2007-01-14T10:13:05.646+01:00</updated><title type='text'>Bodoi</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_qkwEXrgsO3A/Rai6kGR15sI/AAAAAAAAAAU/QBBbwSlXFzE/s1600-h/Bodoi.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://4.bp.blogspot.com/_qkwEXrgsO3A/Rai6kGR15sI/AAAAAAAAAAU/QBBbwSlXFzE/s320/Bodoi.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5019466914027923138" /&gt;&lt;/a&gt;&lt;br /&gt;Le numéro hors série de Janvier 07 de Bodoï publie l'intégralité du " Gang des Phares" extrait de l'album collectif " Les véritables légendes urbaines" qui sort en Février 07 chez Dargaud, ainsi que mon interview expliquant ma participation à ce collectif.&lt;br /&gt;On peut également y découvrir l'histoire complète de Sébastien Damour extraite de ce même collectif.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-433360372722268366?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/433360372722268366/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=433360372722268366&amp;isPopup=true' title='6 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/433360372722268366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/433360372722268366'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2007/01/bodoi.html' title='Bodoi'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_qkwEXrgsO3A/Rai6kGR15sI/AAAAAAAAAAU/QBBbwSlXFzE/s72-c/Bodoi.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-116505338972797972</id><published>2006-12-02T10:49:00.000+01:00</published><updated>2006-12-02T10:56:29.736+01:00</updated><title type='text'>BEDETHON</title><content type='html'>&lt;a href="http://photos1.blogger.com/x/blogger/4531/3194/1600/591833/BEDETHON.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/x/blogger/4531/3194/320/282318/BEDETHON.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;Belle initiative !&lt;br /&gt;Plusieurs auteurs de BD offrent leurs originaux pour la vente aux enchères au profit du Bédéthon de Rambouillet.&lt;br /&gt;INFOS complètes: ciquez sur le titre BEDETHON&lt;br /&gt;et sur http://www.opalebd.com/festivals/plus.php3?fes=136&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-116505338972797972?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/116505338972797972/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=116505338972797972&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116505338972797972'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116505338972797972'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/12/bedethon.html' title='BEDETHON'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-116505224292242107</id><published>2006-12-02T10:24:00.000+01:00</published><updated>2007-11-04T12:18:25.864+01:00</updated><title type='text'>Illustration Conan... Howard</title><content type='html'>&lt;a href="http://photos1.blogger.com/x/blogger/4531/3194/1600/568934/Howard_Conan3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/x/blogger/4531/3194/320/1839/Howard_Conan3.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;Le 3e roman, d'Emmanuel Collot, de la trilogie sur Robert E. Howard vient de paraître au Éditions EONS.&lt;br /&gt;C'est toujours un grand plaisir pour moi d'illustrer des romans dont leurs auteurs sont des passionnés... Et de la passion, Emmanuel Collot n'en manque pas, c'est le moins que je puisse dire !&lt;br /&gt;Si vous voulez en savoir davantage sur Conan et surtout sur Howard, ne ratez  pas cette trilogie !!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-116505224292242107?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/116505224292242107/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=116505224292242107&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116505224292242107'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116505224292242107'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/12/conan-howard.html' title='Illustration Conan... Howard'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-116072413594629719</id><published>2006-10-13T09:15:00.000+02:00</published><updated>2006-12-27T16:03:53.883+01:00</updated><title type='text'>Les véritables légendes urbaines. Le Gang des Phares</title><content type='html'>&lt;a href="http://gil.formosa.free.fr/Blog/Gang.des.phares.coul.01.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px;" src="http://gil.formosa.free.fr/Blog/Gang.des.phares.coul.01.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Voici la même planche en couleurs du " Gang des phares", pour l'album "Les véritables Légendes urbaines".&lt;br /&gt;Couleurs Isabelle Drouaillet et moi-même.&lt;br /&gt;Finalement, cet album sortira en Février chez Dargaud !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-116072413594629719?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/116072413594629719/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=116072413594629719&amp;isPopup=true' title='5 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116072413594629719'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/116072413594629719'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/10/le-gang-des-phares.html' title='Les véritables légendes urbaines. Le Gang des Phares'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115687187419815080</id><published>2006-08-29T19:06:00.001+02:00</published><updated>2008-06-01T13:42:26.184+02:00</updated><title type='text'>Les véritables Légendes urbaines</title><content type='html'>&lt;a href="http://gil.formosa.free.fr/Blog/Gang.des.phares.01.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px;" src="http://gil.formosa.free.fr/Blog/Gang.des.phares.01.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;c'est le titre de la nouvelle série de cette BD collective dont Corbeyran assure le scénario avec Rémi Guérin.&lt;br /&gt;j'ai dessiné 12 planches, "Le gang des phares", voici ma premiere planche.&lt;br /&gt;Participent également à ce premier album, aux dessins, Richard Guérineau, Sébastien Damour, et Alain Henriet.&lt;br /&gt;Sortie prévue chez Dargaud en Janvier 07&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115687187419815080?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Legendes-Urbaines.html' title='Les véritables Légendes urbaines'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115687187419815080/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115687187419815080&amp;isPopup=true' title='8 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115687187419815080'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115687187419815080'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/08/lgendes-urbaines.html' title='Les véritables Légendes urbaines'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115199605722938606</id><published>2006-07-04T08:47:00.000+02:00</published><updated>2006-07-31T12:33:05.156+02:00</updated><title type='text'>Concours Double Gauche</title><content type='html'>&lt;a href="http://gil.formosa.free.fr/Blog/Concours-DoubleGauche.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px;" src="http://gil.formosa.free.fr/Blog/Concours-DoubleGauche.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;Non Mimsy! Pas 60, mais 100 albums à gagner, avec 6 concours !!!... Pour y accéder, cliquez sur le titre "Concours Double Gauche" au dessus de l'image! &lt;br /&gt;Du 1 Juillet au 31 Juillet 2006.&lt;br /&gt;Bonne chance aux audacieux!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115199605722938606?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Concours.html' title='Concours Double Gauche'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115199605722938606/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115199605722938606&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115199605722938606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115199605722938606'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/07/concours-double-gauche.html' title='Concours Double Gauche'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115182900755737789</id><published>2006-07-02T10:15:00.000+02:00</published><updated>2006-07-02T11:25:34.646+02:00</updated><title type='text'>Cargal</title><content type='html'>&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Cargal-inedit.0.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Cargal-inedit.0.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Cargal-Demon.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Cargal-Demon.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;Depuis mon retour à la BD, on me parle beaucoup des "Légendes du Chevalier Cargal", d'ailleurs, j'en suis le premier étonné... Je me suis dit que 2 petits (trés anciens) dessins inédits rappelleraient de bons souvenirs à certains !&lt;br /&gt;Le premier est un "encrage" fait à la mine noire sur calque plastifié, technique que j'utilisais beaucoup à l'époque.&lt;br /&gt;Le second, une recherche de perso...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115182900755737789?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/galerie/Dargaud/index.htm' title='Cargal'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115182900755737789/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115182900755737789&amp;isPopup=true' title='10 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115182900755737789'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115182900755737789'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/07/cargal.html' title='Cargal'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115150644876652004</id><published>2006-06-28T16:50:00.000+02:00</published><updated>2006-06-28T16:54:08.776+02:00</updated><title type='text'>Une "Tole" de Double Gauche</title><content type='html'>&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Zing-DoubleGauche-3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Zing-DoubleGauche-3.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Quésako ?&lt;br /&gt;les explications techniques sur mon site, le lien est sur le titre !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115150644876652004?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Double-Gauche/DG-Tole.html' title='Une &quot;Tole&quot; de Double Gauche'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115150644876652004/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115150644876652004&amp;isPopup=true' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115150644876652004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115150644876652004'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/06/une-tole-de-double-gauche.html' title='Une &quot;Tole&quot; de Double Gauche'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115149184095336973</id><published>2006-06-28T12:45:00.000+02:00</published><updated>2006-06-29T13:23:12.970+02:00</updated><title type='text'>Pub Double Gauche</title><content type='html'>&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Pub-DG-Bodoi.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Pub-DG-Bodoi.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Voici la pub dans Bodoî, annonçant la sortie de Double Gauche le 07 Juillet 2006...&lt;br /&gt;Corbeyran et moi, sommes évidemment impatient de connaître les réactions des lecteurs !&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115149184095336973?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Formosa-editeursBD.html' title='Pub Double Gauche'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115149184095336973/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115149184095336973&amp;isPopup=true' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115149184095336973'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115149184095336973'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/06/pub-double-gauche.html' title='Pub Double Gauche'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-29882114.post-115064455755830285</id><published>2006-06-18T17:25:00.000+02:00</published><updated>2006-06-28T13:48:53.166+02:00</updated><title type='text'>Double Gauche Sondage Dargaud</title><content type='html'>&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Double-Gauche-t1-Couv.2.0.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Double-Gauche-t1-Couv.2.0.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://photos1.blogger.com/blogger/4531/3194/1600/Double-Gauche-t1-Couv.0.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;" src="http://photos1.blogger.com/blogger/4531/3194/320/Double-Gauche-t1-Couv.0.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Bonjour,&lt;br /&gt;je viens d'ouvrir aujourd'hui mon blog !&lt;br /&gt;Et bien sûr je commence par la couverture de mon prochain album !&lt;br /&gt;D'ailleurs laquelle auriez-vous choisi ?&lt;br /&gt;La première quand Dustin est adulte ou la seconde quand il est encore tout jeunot?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/29882114-115064455755830285?l=gil-formosa.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gil.formosa.free.fr/Formosa-editeursBD.html' title='Double Gauche Sondage Dargaud'/><link rel='replies' type='application/atom+xml' href='http://gil-formosa.blogspot.com/feeds/115064455755830285/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=29882114&amp;postID=115064455755830285&amp;isPopup=true' title='18 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115064455755830285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/29882114/posts/default/115064455755830285'/><link rel='alternate' type='text/html' href='http://gil-formosa.blogspot.com/2006/06/double-gauche-sondage-dargaud.html' title='Double Gauche Sondage Dargaud'/><author><name>Gil Formosa</name><uri>http://www.blogger.com/profile/11440485459147534898</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://gil.formosa.free.fr/Me.jpg'/></author><thr:total>18</thr:total></entry></feed>
