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	<title>Le Blog d'Elisa</title>
	
	<link>http://blog.arvibel.fr</link>
	<description>Mon blog beaux-arts</description>
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		<title>Textil par Lefranc &amp; Bourgeois</title>
		<link>http://blog.arvibel.fr/2013/05/textil-par-lefranc-bourgeois/</link>
		<comments>http://blog.arvibel.fr/2013/05/textil-par-lefranc-bourgeois/#comments</comments>
		<pubDate>Tue, 14 May 2013 11:45:45 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Loisirs créatifs]]></category>
		<category><![CDATA[home deco]]></category>
		<category><![CDATA[lefranc & bourgois]]></category>
		<category><![CDATA[peindre sur textile]]></category>
		<category><![CDATA[textil]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=2858</guid>
		<description><![CDATA[Une fois n’est pas coutume, je me suis amusée à peindre sur du tissu. Pas un paysage, ni une nature morte, juste des effets home déco. Oui on est plus dans la catégorie beaux art, quoique ! Le tissu, c’est aussi un support sympathique. J’ai testé la peinture Textil de Lefranc &#38; Bourgeois. J’avais déjà peint [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Ambiance-Lampe-Déco-Textil.jpg"><img class="alignleft size-medium wp-image-2859" title="Ambiance Lampe Déco Textil" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Ambiance-Lampe-Déco-Textil-273x300.jpg" alt="" width="273" height="300" /></a></p>
<p>Une fois n’est pas coutume, je me suis amusée à peindre sur du tissu. Pas un paysage, ni une nature morte, juste des effets home déco. Oui on est plus dans la catégorie beaux art, quoique ! Le tissu, c’est aussi un support sympathique.</p>
<p>J’ai testé la peinture Textil de Lefranc &amp; Bourgeois. J’avais déjà peint avec de la simple acrylique sur du tissu, mais elle ne tient pas suffisamment bien au lavage.</p>
<p>Textil résiste bien. Normal, elle est prévue pour ! Ils sont fort ces chimistes.</p>
<p>Pour l’appliquer, ça ne se passe pas aussi facilement que sur une toile. Le pinceau ne glisse pas sur le tissu, et celui-ci absorbe la peinture. Ce qui rend la tâche difficile mais pas insurmontable. Pour écrire des mots, peindre des traits, il faut prendre son temps. Le mieux est de se fabriquer, ou d’acheter des petits pochoirs. Là, c’est super ! On met de la couleur sur sa palette, on prend une brosse plus ou moins grosse et hop, on poche. Mes enfants adorent aussi.</p>
<p>Voila, c’était le petit quart d’heure « loisirs créatifs » !</p>
<p>&nbsp;</p>
<blockquote><p><strong>Pour aller plus loin</strong></p>
<p><a href="http://www.label-art.fr/c1251-Peinture-Textil">Textil par Lefranc &amp; Bourgeois</a></p></blockquote>
<p>&nbsp;</p>
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		<title>Savez-vous que le gesso sert aussi dans la technique du pastel ?</title>
		<link>http://blog.arvibel.fr/2013/04/savez-vous-que-le-gesso-sert-aussi-dans-la-technique-du-pastel/</link>
		<comments>http://blog.arvibel.fr/2013/04/savez-vous-que-le-gesso-sert-aussi-dans-la-technique-du-pastel/#comments</comments>
		<pubDate>Mon, 29 Apr 2013 07:36:36 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Pastel]]></category>
		<category><![CDATA[beaux arts]]></category>
		<category><![CDATA[gesso]]></category>
		<category><![CDATA[lefranc]]></category>
		<category><![CDATA[paste card]]></category>
		<category><![CDATA[pastel]]></category>
		<category><![CDATA[sennelier]]></category>
		<category><![CDATA[talens]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=3097</guid>
		<description><![CDATA[Je vous en ai déjà parlé. J’ai vanté son utilité et ses bienfaits. C’est le  produit incontournable pour la préparation de nos surfaces à peindre : Le gesso. Cet apprêt est préconisé pour obtenir une surface accrochante, stable, et un fond bien garni. Les toiles de mauvaise qualité, le bois, le carton, et toutes autres surfaces [...]]]></description>
			<content:encoded><![CDATA[<p>Je vous en ai déjà parlé.</p>
<p>J’ai vanté son utilité et ses bienfaits.</p>
<p>C’est le  produit incontournable pour la préparation de nos surfaces à peindre :</p>
<p>Le gesso.</p>
<p><a href="http://www.label-art.fr/produit-22575-Gesso-Lefranc--Bourgeois-pot-1-litre-.html"><img class="wp-image-3099 alignleft" title="COL235133" src="http://blog.arvibel.fr/wp-content/uploads/2013/04/COL235133.jpg" alt="" width="232" height="232" /></a></p>
<p>Cet apprêt est préconisé pour obtenir une surface accrochante, stable, et un fond bien garni. Les toiles de mauvaise qualité, le bois, le carton, et toutes autres surfaces brutes nécessitent un tel apprêt.</p>
<p>Et bien voilà l’astuce du jour. Un certain gesso peut aussi servir d’apprêt pour le travail au pastel sec. Le gesso Lefranc &amp; Bourgeois, a toutes les qualités pour transformer un simple papier en papier spécial pastel sec.</p>
<p>Munissez-vous d’un papier à dessin ordinaire 200gr minimum. Passez sur celui-ci juste une couche de gesso, avec un petit rouleau à peindre appelé patte de lapin ( poils mi- longs). Et voilà ! Après séchage on peut travailler au pastel comme tout autre papier spécial. Le fond ainsi peint est mat et offre un léger grain qui accroche bien le pastel. On peut alors charger en matière sans saturer le support. Les papiers spéciaux sont généralement colorés. Pas de souci, on pourra obtenir la teinte de son choix en ajoutant un peu de peinture acrylique à notre gesso. Généralement, les papiers pastel sont chers et il est difficile de trouver des formats grands. Cette astuce nous permet alors de travailler sur des feuilles de grandes dimensions, bon marché, puisqu’il est facile de trouver des grandes feuilles de papier à dessin.</p>
<p>Nos portes monnaies apprécieront aussi cette combine.</p>
<p>Toutefois, il me faut avertir les inconditionnels du fameux et si particulier pastel card, un papier ainsi préparé n’aura pas les même qualités abrasives mais restera très performant.</p>
<blockquote><p>Les produits :</p>
<p><a href="http://www.label-art.fr/produit-22575-Gesso-Lefranc--Bourgeois-pot-1-litre-.html">Gesso Lefranc &amp; Bourgois</a></p>
<p><a href="http://www.label-art.fr/c1087-Liants-Gesso">Gesso Liquitex</a></p>
<p><a href="http://www.label-art.fr/produit-76652-Gesso-Talens-pot-1-litre-.html">Gesso Talens</a></p>
<p><a href="http://www.label-art.fr/recherche.php?strRecherche=pastel+Card">Pastel Card by Sennelier</a></p></blockquote>
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		<title>Pourquoi poser un vernis sur vos toiles ?</title>
		<link>http://blog.arvibel.fr/2013/04/pourquoi-poser-un-vernis-sur-vos-toiles/</link>
		<comments>http://blog.arvibel.fr/2013/04/pourquoi-poser-un-vernis-sur-vos-toiles/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 19:57:15 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[Aquarelle]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[L'huile]]></category>
		<category><![CDATA[beaux arts]]></category>
		<category><![CDATA[comment vernir]]></category>
		<category><![CDATA[vernir]]></category>
		<category><![CDATA[vernir un tableau]]></category>
		<category><![CDATA[vernis]]></category>
		<category><![CDATA[vernis à tableaux]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=3103</guid>
		<description><![CDATA[Outre la protection, que peut apporter un vernis à un tableau ? Un vernis, c’est d’abord une couche de résine qui va former un écran protecteur à notre œuvre, et homogénéiser l’aspect de l’ensemble.  La couche picturale est ainsi préservée des salissures et agressions atmosphériques. Pour les vernis, on a le choix maintenant entre une finition [...]]]></description>
			<content:encoded><![CDATA[<p>Outre la protection, que peut apporter un vernis à un tableau ?</p>
<p>Un vernis, c’est d’abord une couche de résine qui va former un écran protecteur à notre œuvre, et homogénéiser l’aspect de l’ensemble.  La couche picturale est ainsi préservée des salissures et agressions atmosphériques. Pour les vernis, on a le choix maintenant entre une finition mate, satinée ou brillante. Sur une peinture acrylique, un film satinée ou brillant aura tendance à légèrement foncer les couleurs, mais sans dénaturer l’œuvre. Par contre, sur une gouache, il faut éviter le vernissage, sous peine de foncer considérablement les couleurs jusqu’à les massacrer.</p>
<p>Sur une huile, les variations qu’offrent  les vernis sont plus subtiles. Une huile a besoin d’être vernie. Ça, c’est déjà un point essentiel. Sans vernis, il y aura sur la toile des reflets brillants à côté de zones mates, et donc pas d’unité d’aspect. A moins de rechercher précisément de telles différences pour une mettre en scène une écriture particulière, ce n’est pas un atout pour notre peinture.</p>
<p>Faisons un petit détour par l’aquarelle. Pour protéger une aquarelle, on la met sous verre, puisque ça ne se vernit pas. Avez-vous remarqué la soudaine transparence que prennent les couleurs, dès que l’on met un verre dessus. Aussitôt les couleurs gagnent en profondeur et légèreté.</p>
<p>Et bien il en est de même lorsque l’on pose un vernis brillant sur une huile. De plus, si vous avez travaillé et peint en multipliant les glacis, le résultat final sous un vernis brillant sera hautement valorisé.</p>
<p>Pour en être convaincu, il faut aller au musée et voir tous ces tableaux de maîtres qui  ont un vernis brillant en finition (pour les œuvres de peinture académique et figurative), ou tout simplement faire l’expérience.</p>
<p>A noter également qu’il n’y aura pas d’incidence sur les couleurs. Elles ne fonceront pas, mais paraitront juste plus précieuses. Et pour gagner une belle transparence, n’hésitez pas à mettre deux couches de vernis à quelques jours d’intervalle.</p>
<p>Dernier rappel : n’oubliez pas non plus qu’il faut attendre au moins quelques mois avant de vernir. La peinture doit vraiment être sèche à cœur, surtout s’il y a un peu d’épaisseur.</p>
<p>Voici un bel exemple de toile vernie. N&rsquo;est-ce pas merveilleux en terme d&rsquo;harmonie de couleurs ?</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/04/Fotolia_4387266_L.jpg"><img class=" wp-image-3107 aligncenter" title="Farmhouse,Wintrop Washington" src="http://blog.arvibel.fr/wp-content/uploads/2013/04/Fotolia_4387266_L-300x233.jpg" alt="" width="585" height="452" /></a></p>
<p>&nbsp;</p>
<p>Mon préféré reste le vernis à tableau brillant Talens. Il est incolore, sèche rapidement, et offre une très belle et homogène brillance.</p>
<blockquote><p>Les vernis :</p>
<ul>
<li><a href="http://www.label-art.fr/c1075-Les-vernis">Les vernis pour l&rsquo;huile</a></li>
<li><a href="http://www.label-art.fr/c1084-Les-vernis">Les vernis pour l&rsquo;acrylique</a></li>
<li><a href="http://www.label-art.fr/c3077-Les-vernis">Les vernis pour l&rsquo;aquarelle</a></li>
</ul>
</blockquote>
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		<title>Dessiner des ellipses</title>
		<link>http://blog.arvibel.fr/2013/04/dessiner-des-ellipses/</link>
		<comments>http://blog.arvibel.fr/2013/04/dessiner-des-ellipses/#comments</comments>
		<pubDate>Thu, 04 Apr 2013 08:18:50 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Dessin]]></category>
		<category><![CDATA[L'huile]]></category>
		<category><![CDATA[cours]]></category>
		<category><![CDATA[démo]]></category>
		<category><![CDATA[DESSINER]]></category>
		<category><![CDATA[ellipse]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=2953</guid>
		<description><![CDATA[Pour notre démo du mois, Roland a choisi de nous expliquer au travers de quelques esquisses les pièges et défauts que l’on commet assez souvent dans nos natures mortes : les ellipses. « Bien souvent par un manque d’observation, ou trompé par l’idée de la forme que l’on veut représenter on réalise des ellipses mal interprétées. C’est [...]]]></description>
			<content:encoded><![CDATA[<p>Pour notre démo du mois, Roland a choisi de nous expliquer au travers de quelques esquisses les pièges et défauts que l’on commet assez souvent dans nos natures mortes : les ellipses.</p>
<p><em>« Bien souvent par un manque d’observation, ou trompé par l’idée de la forme que l’on veut représenter on réalise des ellipses mal interprétées. C’est une application de la perspective. Voici quelques exemples à ne pas suivre tout d’abord : »</em></p>
<p><em>  « Ici, la base du pot est droite, alors que l’assiette et le haut du pot dessinent des courbes accentuées. C’est une incohérence ! La base aussi du pot aurait dû dessiner une courbe identique à celle de l’assiette ».</em></p>
<p>&nbsp;</p>
<p><strong> <a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre5.png"><img class="alignleft size-full wp-image-2954" title="Sans titre5" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre5.png" alt="" width="245" height="218" /></a></strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><em>« Sur ce deuxième exemple, l’ellipse à la base du pot est, elle, beaucoup trop accentuée, par rapport à celle du haut du pot. L’effet est trop marqué et donc pas élégant. » </em></p>
<p>&nbsp;</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre6.png"><img class="alignleft size-full wp-image-2955" title="Sans titre6" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre6.png" alt="" width="245" height="241" /></a></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<p><em>« Voici donc sur ce dessin, la bonne représentation de ces ellipses, à différentes hauteur du pot. On remarque que plus on s’élève, et plus l’ellipse s’écrase, jusqu’au niveau du regard (ligne d’horizon). Elle se redessine ensuite dans le sens inverse.</em></p>
<p><em>En noir, la bonne silhouette du pot, et en rouge, les portions d’ellipses non visibles. »</em></p>
<p>&nbsp;</p>
<p><strong><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre7.png"><img class="alignleft size-medium wp-image-2956" title="Sans titre7" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre7-300x191.png" alt="" width="300" height="191" /></a> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>&nbsp;</p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong><em>« Enfin voici quelques dessins avec une représentation juste des ellipses ».</em></p>
<p><strong> </strong></p>
<p><strong> <a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre8.png"><img class="alignleft size-medium wp-image-2957" title="Sans titre8" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre8-217x300.png" alt="" width="217" height="300" /></a></strong></p>
<p>&nbsp;</p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>&nbsp;</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre9.png"><img class="alignleft size-full wp-image-2958" title="Sans titre9" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre9.png" alt="" width="316" height="251" /></a></p>
<p>&nbsp;</p>
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<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre10.png"><img class="alignleft size-full wp-image-2959" title="Sans titre10" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre10.png" alt="" width="316" height="224" /></a></p>
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<p><em>« Pour repérer et ainsi dessiner avec justesse de bonnes ellipses, il suffit de placer un objet cylindrique sur une table et d’observer avec attention la forme extérieur, le contour, afin de représenter la silhouette. En se plaçant à différente hauteur, on peut observer que les ellipses changent. Plus on observe le sujet de haut et plus les ellipses sont prononcées, et inversement. Tout est question de regard et d’observation ».</em></p>
<p>&nbsp;</p>
<p>Vous l’aurez compris : ayons l’œil !</p>
<p>Matériel utilisé</p>
<p><a href="http://www.label-art.fr/s-Faber+Castell">Crayons de dessins Faber-Castell</a></p>
<p><a href="http://www.label-art.fr/c1713-Dessin--Esquisse">Feuilles de dessin Clairefontaine</a></p>
<p><a href="http://www.label-art.fr/produit-46358-Gomme-mie-de-pain-grise--Faber-Castell.html&amp;strRecherche=gomme&amp;">Gomme mie de pain Faber-Castell</a></p>
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		<title>Peindre un portrait à l’acrylique</title>
		<link>http://blog.arvibel.fr/2013/03/peindre-un-portrait-a-lacrylique/</link>
		<comments>http://blog.arvibel.fr/2013/03/peindre-un-portrait-a-lacrylique/#comments</comments>
		<pubDate>Fri, 22 Mar 2013 06:36:06 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[acrylique]]></category>
		<category><![CDATA[peindre un portrait]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=3058</guid>
		<description><![CDATA[Le portrait est sans doute l’exercice le plus dur en peinture. Je le répète sans cesse. Il faut trouver les bonnes couleurs, les bonnes gradations, un juste modelé, et surtout un dessin bien abouti. Tout cela demande de l’expérience et une certaine maîtrise. Observez bien, Roland nous réalise un visage de femme africaine, de manière  [...]]]></description>
			<content:encoded><![CDATA[<p>Le portrait est sans doute l’exercice le plus dur en peinture. Je le répète sans cesse. Il faut trouver les bonnes couleurs, les bonnes gradations, un juste modelé, et surtout un dessin bien abouti. Tout cela demande de l’expérience et une certaine maîtrise.</p>
<p>Observez bien, Roland nous réalise un visage de femme africaine, de manière  simple et rapide, sans chercher le détail et la précision, pour mieux se concentrer sur les couleurs, et le placement des ombres et lumières.</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre2.png"><img class="alignleft size-full wp-image-3059" title="Sans titre2" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre2.png" alt="" width="214" height="280" /></a><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre3.png"><img class="alignleft size-full wp-image-3060" title="Sans titre3" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre3.png" alt="" width="208" height="281" /></a></p>
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<p>« Je réalise mon dessin au crayon graphite HB. Mon dessin est précis. Ensuite après avoir défini un sens à ma lumière (elle vient de droite), je place mes ombres fortes directement. C’est un mélange d’ocre jaune, de terre d’ombre brûlée et d’ocre rouge. Je place à la terre d’ombre brûlée quelques ombres très appuyées. »</p>
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<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre4.png"><img class="alignleft size-full wp-image-3061" title="Sans titre4" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre4.png" alt="" width="213" height="280" /></a><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre5.png"><img class="alignleft size-full wp-image-3062" title="Sans titre5" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre5.png" alt="" width="205" height="280" /></a></p>
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<p>«  Je place ensuite sur le reste du visage ma couleur moyenne en débordant sur mes ombres. C’est un mélange d’orange, d’ocre jaune, et d’ocre rouge et de blanc. J’ajoute sur les reliefs du visage accrochant plus de lumière (pommette, nez, narine, lèvre inférieur, front) une valeur plus claire faite du même mélange avec plus de blanc et d’une pointe de jaune moyen. La lèvre supérieure est faite de la couleur moyenne avec une pointe de rouge. Ensuite j’affine ma peinture en redessinant mes traits (ombres des narines, contours des yeux, entre lèvres, oreille) avec une ombre plus fine et précise. Les yeux sont peints avec un ton crème pour le blanc de l’œil et de la terre d’ombre brûlée pour la pupille.</p>
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<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre6.png"><img class="alignleft size-full wp-image-3063" title="Sans titre6" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre6.png" alt="" width="216" height="290" /></a><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre7.png"><img class="alignleft size-full wp-image-3064" title="Sans titre7" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre7.png" alt="" width="215" height="290" /></a></p>
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<p>« J’affine ensuite mes lumières comme pour les ombres, avec plus de précision. Je réalise un léger fondu entre toutes ces valeurs, mais pas trop. L’essentiel étant d’obtenir un modelé juste. Ensuite je place un petite ombre sous les paupières supérieur et précise les cils qui dessinent le contour des yeux. J’affine mes sourcils.</p>
<p>J’ajoute quelques rehauts de lumière pour donner de l’éclat à mon visage (bout du nez, front, lèvre inférieur et contour lèvre supérieur, pommettes). Ultime détail qui donne vie au visage : le tout petit éclat de brillance à cheval sur la pupille et le blanc de l’œil, que je réalise non pas avec un blanc pur, mais légèrement cassé. »</p>
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<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre8.png"><img class="alignleft size-full wp-image-3065" title="Sans titre8" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre8.png" alt="" width="260" height="346" /></a></p>
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<p>« Et pour achever mon portrait, je peins sans précision le foulard autour du cou et de la tête, pour mettre en scène ce joli visage d’une jeune femme africaine ».</p>
<p>Merci Roland !</p>
<p>&nbsp;</p>
<p>Matériel utilisé :</p>
<p><a href="http://www.label-art.fr/c1836-Acrylique">Peinture à l&rsquo;acrylique</a></p>
<p><a href="http://www.label-art.fr/c1648-A-l-unite">Pinceaux et brosses</a></p>
<p><a href="http://www.label-art.fr/c3028-Lin-Pro">Toiles en lin moyen</a></p>
<p><a href="http://www.label-art.fr/recherche.php?strRecherche=palette">Palette</a></p>
<p><a href="http://www.label-art.fr/c973-Crayons-graphite">Crayons HB</a></p>
<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>3</slash:comments>
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		<item>
		<title>Comment appliquer un mortier de structure sur sa toile</title>
		<link>http://blog.arvibel.fr/2013/03/comment-appliquer-un-mortier-de-structure-sur-sa-toile/</link>
		<comments>http://blog.arvibel.fr/2013/03/comment-appliquer-un-mortier-de-structure-sur-sa-toile/#comments</comments>
		<pubDate>Tue, 12 Mar 2013 13:34:28 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[acrylique]]></category>
		<category><![CDATA[beaux arts]]></category>
		<category><![CDATA[cours]]></category>
		<category><![CDATA[liquitex]]></category>
		<category><![CDATA[mortier]]></category>
		<category><![CDATA[peindre]]></category>
		<category><![CDATA[support]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=2893</guid>
		<description><![CDATA[J’aime beaucoup les peintures riches en matière. Ce n’est pas mon style d’écriture, mais lorsque la toile présente une structure, du relief, je trouve cela très beau. Je ne fais pas référence à la peinture au couteau. Je parle bien du fond, de la base sur laquelle l’œuvre est exécutée. Cela peut être un atout [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Fotolia_670021_L.jpg"><img class="aligncenter size-medium wp-image-2897" title="peintre parisien" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Fotolia_670021_L-300x199.jpg" alt="" width="300" height="199" /></a></p>
<p>J’aime beaucoup les peintures riches en matière. Ce n’est pas mon style d’écriture, mais lorsque la toile présente une structure, du relief, je trouve cela très beau.</p>
<p>Je ne fais pas référence à la peinture au couteau. Je parle bien du fond, de la base sur laquelle l’œuvre est exécutée. Cela peut être un atout pour présenter des nuances et altération de la couleur.</p>
<p>Pour ce faire sur notre toile blanche, il faut appliquer un apprêt acrylique de préférence avec pour base un médium gel épais. Dans ce gel on peut ajouter de la poudre (enduit, poudre de marbre, sable) pour donner du grain et plus d’épaisseur. Il existe des gels tout prêts qui contiennent déjà une charge. Les gels médiums Liquitex sont excellents et présentent des grains différents au choix. Appliqués au couteau, au pinceau, nous avons après séchage complet, une surface qui ressemble à un petit crépi. Il reste ensuite à peindre comme on le veut, à l’acrylique ou à l’huile sur cette surface. L’intérêt est de se servir des irrégularités présentes pour altérer nos couleurs, les patiner, par essuyage, frottage, « raclage » au couteau.</p>
<p>Plein de nouvelles nuances apparaissent, impossibles à obtenir sur un fond lisse. La peinture se dépose dans des aspérités, des trous, bute contre des arrêtes, pour offrir tout un jeu de vibration et matière.</p>
<p>C’est à essayer impérativement, quel que soit le sujet.</p>
<blockquote><p><strong>Matériel :</strong></p>
<ul>
<li><a href="http://www.label-art.fr/c2770-Les-spalters">Les mortiers de structure Liquitex</a></li>
<li><a href="http://www.label-art.fr/c2770-Les-spalters">Spalters</a></li>
</ul>
</blockquote>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Savoir poser des violets sur sa toile</title>
		<link>http://blog.arvibel.fr/2013/03/savoir-poser-des-violets-sur-sa-toile/</link>
		<comments>http://blog.arvibel.fr/2013/03/savoir-poser-des-violets-sur-sa-toile/#comments</comments>
		<pubDate>Fri, 01 Mar 2013 14:35:24 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Acrylique]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Dessin]]></category>
		<category><![CDATA[L'huile]]></category>
		<category><![CDATA[artiste]]></category>
		<category><![CDATA[couleurs]]></category>
		<category><![CDATA[intensité]]></category>
		<category><![CDATA[peindre]]></category>
		<category><![CDATA[peinture]]></category>
		<category><![CDATA[poser des couleurs]]></category>
		<category><![CDATA[toile]]></category>
		<category><![CDATA[violet]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=2984</guid>
		<description><![CDATA[Observez ce tableau à l’huile et surtout le jeu de couleurs exprimée pour donner du relief à tous les éléments qui compose cette vue d’une rue au Maroc. Toutes les couleurs sont chaudes, vives et fortes. Elles ont été délibérément saturées afin d'apporter plus de vie et de soleil à ce sujet. Mais ce que [...]]]></description>
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" alt="" /></p>
<p>Observez ce tableau à l’huile et surtout le jeu de couleurs exprimée pour donner du relief à tous les éléments qui compose cette vue d’une rue au Maroc.</p>
<p>Toutes les couleurs sont chaudes, vives et fortes. Elles ont été délibérément saturées afin d'apporter plus de vie et de soleil à ce sujet. Mais ce que je voudrai principalement vous faire remarquer, est la couleur des ombres. Sur les murs et le sol ocre orangé, la djellaba blanche du personnage, les tuiles et poteries, on distingue des ombres violettes. Un même et unique violet pour réaliser ces ombres, plus ou moins foncé selon les endroits. Ce violet est posé par-dessus les couleurs existantes, sans se mélanger à elle, avec juste une légère transparence. Il est composé d’un mélange de violet de cobalt foncé (violet foncé), et d’un violet de cobalt clair (fushia). Mélangé directement aux couleurs présentes sur le tableau, que ce soit sur la palette ou sur la toile, il donnerait des valeurs grises sales et ternes. Il faut donc poser subtilement notre couleur d’ombre pour éviter de mauvais résultats. Le mieux est d’attendre que le fond soit sec ou juste pris, pour opérer.</p>
<p>Pour peindre des paysages hauts en couleur et chaleur, l’utilisation du violet produit de beaux effets. Et si l’on regarde bien ces paysages, de l’Afrique au Colorado, en passant par le Vaucluse, on peut percevoir très légèrement cette petite touche de couleur dans les ombres.</p>
<p>Vous trouverez de très beaux violets chez</p>
<ul>
<li>Pour la peinture à l'huile :</li>
</ul>
<p><a href="http://www.label-art.fr/c950-Peinture-a-l-huile-Rembrandt-40-ml">Royal Talens avec sa gamme Rembrandt</a></p>
<p><a href="http://www.label-art.fr/c919-Peinture-a-l-huile-Lefranc-extra-fine-40ml">Lefranc &amp; Bourgeois et son extra fine Lefranc</a></p>
<ul>
<li>Pour l'acrylique :</li>
</ul>
<p><a href="http://www.label-art.fr/c924-Peinture-acrylique-Liquitex-59-ml">Liquitex, acrylique extra-fine</a></p>
<p><a href="http://www.label-art.fr/c915-Peinture-acrylique-Basics-Liquitex-118-ml">Basics de Liquitex</a></p>
<p><a href="http://www.label-art.fr/c3221-Peinture-acrylique-Winsor--Newton-60-ml">Artist de Winsor &amp; Newton</a></p>
<p><a href="http://www.label-art.fr/c913-Peinture-acrylique-Amsterdam-250-ml">Amsterdam chez Royal Talens</a></p>
]]></content:encoded>
			<wfw:commentRss>http://blog.arvibel.fr/2013/03/savoir-poser-des-violets-sur-sa-toile/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title>Cours de dessin : esquisser un nu</title>
		<link>http://blog.arvibel.fr/2013/02/cours-de-dessin-esquisser-un-nu/</link>
		<comments>http://blog.arvibel.fr/2013/02/cours-de-dessin-esquisser-un-nu/#comments</comments>
		<pubDate>Sat, 23 Feb 2013 09:13:29 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Dessin]]></category>
		<category><![CDATA[cours de dessin]]></category>
		<category><![CDATA[crayon]]></category>
		<category><![CDATA[DESSINER]]></category>
		<category><![CDATA[nu]]></category>
		<category><![CDATA[papier]]></category>
		<category><![CDATA[peindre un nu]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=2972</guid>
		<description><![CDATA[&#160; Il y a quelques temps Roland nous concoctait une démo pour apprendre à dessiner un nu à l’aide de lignes et courbes servant de repère pour construire notre dessin. Cela pour apprendre à affiner notre œil et contourner la fastidieuse technique du quadrillage qui finalement ne nous apprend pas à dessiner. Il nous présente [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>Il y a quelques temps Roland nous concoctait une démo pour apprendre à dessiner un nu à l’aide de lignes et courbes servant de repère pour construire notre dessin. Cela pour apprendre à affiner notre œil et contourner la fastidieuse technique du quadrillage qui finalement ne nous apprend pas à dessiner.</p>
<p>Il nous présente cette fois une autre approche, qui demande un peu plus de dextérité mais tout aussi intéressante.</p>
<p>Let’s go dear friend !</p>
<p>« Voici une technique de dessin qui demande une certaine rapidité et spontanéité. Bien souvent, à rechercher tout de suite la précision on se perd dans l’équilibre général, le respect des proportions, et la compréhension du sujet. Celui-ci est une femme nue assise.»</p>
<p>&nbsp;</p>
<p>1-« Donc oublions la précision pour démarrer cet exercice. Au crayon HB, sans appuyer sur la mine je croque rapidement et schématiquement les formes du corps. A ce stade je n’obtiens qu’un ensemble de rond, d’ellipses, de courbes qui esquissent grossièrement le haut du personnage. »</p>
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" alt="" /></p>
<p>&nbsp;</p>
<p>2-« Je poursuis progressivement, toujours sans précision le reste du corps. Notez la multitude de traits. Sans gommer je rectifie, en passant et repassant avec mon crayon, les proportions et les formes globales.»</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p>3-« Mon esquisse est déjà grossièrement aboutie. Les proportions sont justes, mais le trait reste imprécis et confus. C’est bien évidement volontaire, jusqu’à ce que j’estime avoir un bon équilibre d’ensemble. Si ce n’était pas le cas, je continuerai sans gommer à multiplier les lignes et courbes jusqu’à un résultat satisfaisant. »</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p>4-« Ensuite et toujours au crayon HB j’appuie plus fortement mon trait pour dessiner la silhouette du corps plus en précision. J’attaque aussi les détails. »</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre41.png"><img class="size-full wp-image-2997 alignleft" title="Sans titre4" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre41.png" alt="" width="247" height="360" /></a></p>
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<p>5-« À ce stade mon dessin est précis et juste. Il manque plus que quelques détails sur le visage et le travail du modelé pour donner du volume à mon sujet. »</p>
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<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre51.png"><img class="size-full wp-image-3000 alignleft" title="Sans titre5" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre51.png" alt="" width="248" height="296" /></a></p>
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<p>6-« Et voilà. J’ai défini une direction à ma lumière pour placer mes ombres propres et portées. J’ai aussi renforcé quelques zones avec un gris plus foncé en utilisant un crayon 4B. »</p>
<p>&nbsp;</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre61.png"><img class="size-full wp-image-3001 alignleft" title="Sans titre6" src="http://blog.arvibel.fr/wp-content/uploads/2013/01/Sans-titre61.png" alt="" width="247" height="325" /></a></p>
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<blockquote><p>&nbsp;</p>
<p>Matériel utilisé :</p>
<p><a href="http://www.label-art.fr/c973-Crayons-graphite"><strong>Crayons de dessin et graphite Faber-Castell</strong></a></p>
<p><strong><a href="http://www.label-art.fr/c1713-Dessin--Esquisse"> Feuilles de dessin Clairefontaine</a><br />
</strong></p></blockquote>
<p>&nbsp;</p>
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]]></content:encoded>
			<wfw:commentRss>http://blog.arvibel.fr/2013/02/cours-de-dessin-esquisser-un-nu/feed/</wfw:commentRss>
		<slash:comments>6</slash:comments>
		</item>
		<item>
		<title>Peindre des paysages de neige</title>
		<link>http://blog.arvibel.fr/2013/02/peindre-des-paysages-de-neige/</link>
		<comments>http://blog.arvibel.fr/2013/02/peindre-des-paysages-de-neige/#comments</comments>
		<pubDate>Mon, 18 Feb 2013 15:30:21 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[paysage de neige]]></category>
		<category><![CDATA[peindre]]></category>
		<category><![CDATA[peindre l'hiver]]></category>
		<category><![CDATA[peindre la neige]]></category>
		<category><![CDATA[peindre un paysage]]></category>
		<category><![CDATA[peinture]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=3052</guid>
		<description><![CDATA[L&#8217;hiver, c&#8217;est aussi l&#8217;arrivée d&#8217;un manteau neigeux pour le plus grand bonheur de tous. La neige évocatrice de douceur, la beauté d&#8217;un paysage immaculé, la sérénité provoquée par le silence, les crissements des bottes, les cris des enfants. La neige est source d&#8217;inspiration ! Peindre un paysage sous la neige, ce n’est pas que du [...]]]></description>
			<content:encoded><![CDATA[<p>L&rsquo;hiver, c&rsquo;est aussi l&rsquo;arrivée d&rsquo;un manteau neigeux pour le plus grand bonheur de tous. La neige évocatrice de douceur, la beauté d&rsquo;un paysage immaculé, la sérénité provoquée par le silence, les crissements des bottes, les cris des enfants. La neige est source d&rsquo;inspiration !</p>
<p>Peindre un paysage sous la neige, ce n’est pas que du blanc et du gris. Même un tel décor peut être représenté avec une multitude de couleurs. Elles seront plus douces certes mais bien présentes, et apporteront à l’œuvre une richesse incomparable. Sur ce tableau de Roland, réalisé lors d’une séance avec ses élèves, nous avons sous les yeux toutes les couleurs possibles et intéressantes pour donner de la vie, de la beauté, du dynamisme à un paysage pourtant sobre en apparence. Nous avons ici du bleu primaire, du bleu outremer, du violet foncé, du fuchsia, ajoutés à du blanc pour toutes les valeurs d’ombres. Pour équilibrer avec ces couleurs et produire à l’inverse quelques valeurs chaudes, nous avons de la terre verte, de l’ocre jaune, de la terre de sienne brûlée et de la terre d’ombre brûlée, pour les végétations.</p>
<p>L’ensemble est harmonieux et loin de représenter le classique paysage enneigé triste et froid. C’est une autre manière d’interpréter de type de décor.</p>
<p>A chacun de peindre selon son humeur.</p>
<p>Et vous ? Que vous inspire ce mois de février ?</p>
<p><a href="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre1.png"><img title="Sans titre1" src="http://blog.arvibel.fr/wp-content/uploads/2013/02/Sans-titre1.png" alt="" width="336" height="245" /></a></p>
<p><strong>Matériel utilisé :</strong></p>
<blockquote><p>Peindre la neige, c&rsquo;est utiliser une très jolie palette de nuances, que vous trouverez dans l&rsquo;huile chez <a href="http://www.label-art.fr/recherche.php?strRecherche=rembrandt">Rembrandt</a> ou <a href="http://www.label-art.fr/c919-Peinture-a-l-huile-Lefranc-extra-fine-40ml">Lefranc &amp; Bourgeois</a> via leur extra fine, dans une qualité similaire côté peinture acrylique je vous recommande <a href="http://www.label-art.fr/recherche.php?strRecherche=liquitex">Liquitex</a> et Royal Talens avec <a href="http://www.label-art.fr/recherche.php?strRecherche=amsterdam">Amsterdam</a>. Winsor &amp; Newton et son acrylique <a href="http://www.label-art.fr/c3221-Peinture-acrylique-Winsor--Newton-60-ml">Artist</a> ou encore pour les aquarellistes, il existe aussi l&rsquo;aquarelle en <a href="http://www.label-art.fr/c1837-Aquarelle">demi-godets</a> ou <a href="http://www.label-art.fr/c1837-Aquarelle">tube</a>. Pour les pastellistes, pensez à <a href="http://www.label-art.fr/c1838-Pastel">Rembrandt</a> ou aux <a href="http://www.label-art.fr/c1838-Pastel">pastels à l&rsquo;Ecu Sennelier</a>.</p>
<p>Le support sera important, on peut se pencher vers un choix de qualité comme les toiles enduction universelle en <a href="http://www.label-art.fr/c1801-Coton-Pro">coton</a> ou <a href="http://www.label-art.fr/c3028-Lin-Pro">lin</a> pour un travail plus en pâte ou encore vers des papiers beaux-arts de type <a href="http://www.label-art.fr/recherche.php?strRecherche=clairefontaine">Clairefontaine</a>.</p></blockquote>
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		<title>Un stage de peinture au Maroc</title>
		<link>http://blog.arvibel.fr/2013/02/un-stage-de-peinture-au-maroc/</link>
		<comments>http://blog.arvibel.fr/2013/02/un-stage-de-peinture-au-maroc/#comments</comments>
		<pubDate>Tue, 12 Feb 2013 07:42:22 +0000</pubDate>
		<dc:creator>elisa</dc:creator>
				<category><![CDATA[Bons plans du moment]]></category>
		<category><![CDATA[cours peinture]]></category>
		<category><![CDATA[Maroc]]></category>
		<category><![CDATA[Marrakech]]></category>
		<category><![CDATA[peindre]]></category>
		<category><![CDATA[stage au maroc]]></category>
		<category><![CDATA[stage de peinture]]></category>

		<guid isPermaLink="false">http://blog.arvibel.fr/?p=3075</guid>
		<description><![CDATA[Bonjour Peindre en découvrant la magie d&#8217;un endroit enchanteur&#8230; Il existe maintenant beaucoup de stages de peinture qui combinent des séjours, des partages de moments de vies, avec des peintres. On peut découvrir des cadres enchanteurs, se nourrir de sérénité, peindre et profiter de ces séjours pour découvrir aussi d&#8217;autres formes d&#8217;expression : cuisine, photo, [...]]]></description>
			<content:encoded><![CDATA[<p>Bonjour</p>
<p>Peindre en découvrant la magie d&rsquo;un endroit enchanteur&#8230;</p>
<p>Il existe maintenant beaucoup de stages de peinture qui combinent des séjours, des partages de moments de vies, avec des peintres. On peut découvrir des cadres enchanteurs, se nourrir de sérénité, peindre et profiter de ces séjours pour découvrir aussi d&rsquo;autres formes d&rsquo;expression : cuisine, photo, philosophie.</p>
<p>Je trouve interessant le concept d&rsquo;approcher la peinture avec un regard différent. Partager plus qu&rsquo;un cours, des moments de complicité avec une équipe, des marches en pleine nature suivies d&rsquo;un cours sur ce qu&rsquo;on a découvert. Sortir un carnet avec un groupe d&rsquo;élèves &#8230; Et puis voyager !</p>
<p>Paris, Rome, la campagne &#8230; Et tant d&rsquo;autres thèmes.</p>
<p>Je ne peux tous les sélectionner ces stages là, et d&rsquo;ailleurs si vous en connaissez ou en animez, c&rsquo;est le moment de m&rsquo;en parler et de vous recommander sur ce post. En attendant, je vais déjà citer celui de mon ami Roland qui se déroule au Maroc. Je connais quelque peu les régions de ce pays, et j&rsquo;ai été séduite par les ocres, les couleurs franches, les contrastes, les nuits étoilées. Si vous optez pour un stage, découvrez celui-ci car il vous permettra au-delà de vous perfectionner évidemment et d&rsquo;apprendre encore et encore, de découvrir ou re-découvrir Essaouira, Marrakech, et l&rsquo;Atlas.</p>
<p>Voici pour illustrer ce qu&rsquo;explique Roland, un cours video qui vous permet de réaliser des aquarelles remarquables :</p>
<p><iframe src="http://www.youtube.com/embed/l8gp2A1DP6A" frameborder="0" width="420" height="315"></iframe></p>
<p>&nbsp;</p>
<p>J&rsquo;aime son approche technique et ludique, vous apprendrez beaucoup avec lui !</p>
<p>Pour en savoir plus <a href="http://www.itinerairedesarts.com/presentation.php">c&rsquo;est ici</a></p>
<p>Et on n&rsquo;oublie pas son <a href="http://www.label-art.fr/recherche.php?strRecherche=carnet">carnet de voyage</a> et sa <a href="http://www.label-art.fr/c9-Coffrets">boîte de couleurs</a> ! <img src='http://blog.arvibel.fr/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> </p>
<p>&nbsp;</p>
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