la bande dessinée
Re: la bande dessinée
haha qu'est-ce que c'est que cette connerie ?
- Jeff Van Planet
- Messages : 22119
- Enregistré le : 08 juin 2013, 11:41:21
Re: la bande dessinée
Bonjour,
Sans être un grand Fan de BD, j'en ai lu quelque unes. Dans un premier temps, c'était "TinTin", puis "Luky Luke", puis "la Rubrique à Brac", "trucs en Vrac" et autres "Dingosdossiers", puis je suis passé à Calvin et Hobbes et bien sûr, l'inévitable Garfield.
Voilà, Voilà.
Sans être un grand Fan de BD, j'en ai lu quelque unes. Dans un premier temps, c'était "TinTin", puis "Luky Luke", puis "la Rubrique à Brac", "trucs en Vrac" et autres "Dingosdossiers", puis je suis passé à Calvin et Hobbes et bien sûr, l'inévitable Garfield.
Voilà, Voilà.
Le grand problème de notre système démocratique c'est qu'il permet de faire démocratiquement des choses non démocratiques.
J.Saramago
J.Saramago
Re: la bande dessinée
que du classique !
(j'ai pas tout lu, mais gotlib, la classse !)
(et j'ai un pote qui serait tout fou en voyant calvin & hobbes...)
(j'ai pas tout lu, mais gotlib, la classse !)
(et j'ai un pote qui serait tout fou en voyant calvin & hobbes...)
Re: la bande dessinée
riad satoufdjo » 15 Fév 2015, 10:20:14 a écrit :haha qu'est-ce que c'est que cette connerie ?
Re: la bande dessinée
oui je connais riad sattouf, mais là pour le coup ça a dû être raconté par quelqu'un d'autre...
et puis c'est pas son style de dessin !
(enfin je crois pas)
et puis c'est pas son style de dessin !
(enfin je crois pas)
- Jeff Van Planet
- Messages : 22119
- Enregistré le : 08 juin 2013, 11:41:21
Re: la bande dessinée
Effectivement, Gotlib c'est la classe
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[/img] Et voici quelque chose qui peut résumer l'esprit de Calvin & Hobbes
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[/img] Et voici quelque chose qui peut résumer l'esprit de Calvin & Hobbes
Le grand problème de notre système démocratique c'est qu'il permet de faire démocratiquement des choses non démocratiques.
J.Saramago
J.Saramago
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