tag:blogger.com,1999:blog-16539671875165853852024-03-05T02:16:41.077-08:00Tpe - Le conte du petit chaperon rougeDans le cadre des TPE de classe de première littéraire, nous avons effectué une recherche sur les contes. Notre problématique étant : Comment les contes classiques ont-ils évolué pour perdurer dans le temps? Afin de répondre à cette question nous avons décidé de cibler nos recherches sur un seul et unique conte. Nous avons donc étudié le cas du petit chaperon rouge.Unknownnoreply@blogger.comBlogger7125tag:blogger.com,1999:blog-1653967187516585385.post-60117696463779211372012-01-01T05:00:00.000-08:002012-02-09T01:49:10.039-08:00Introduction<div style="text-align: justify;"><span style="font-family: Georgia,'Times New Roman',serif;"> Le petit chaperon rouge est un conte de la tradition populaire tiré d'une version orale. Il est intéressant de se pencher sur son évolution à travers le temps afin de comprendre pourquoi il continue à susciter un intérêt pour toutes générations confondues. La tradition orale a été le point de départ de nombreuses versions différentes des contes au cours de l'histoire et de l'évolution des sociétés. Nous nous sommes alors interrogés,plus particulièrement, sur le cas du petit chaperon rouge afin de comprendre comment il a évolué.</span><span style="font-family: Georgia,'Times New Roman',serif;"> Passant par des versions écrites (Perrault en 1697, Grimm en 1812 - 1814). Puis par des réécritures, et enfin par des adaptations cinématographiques (dessins animés, film d'action...), il s'agit d'un conte d'avertissement qui contient des thèmes ayant trait à la sexualité, à la violence et à l’anthropophagie.</span><span style="font-family: Georgia,'Times New Roman',serif;"> Dans un premier temps nous analyserons ce conte, puis ses différentes réécritures et adaptations ainsi que les différentes visions qui peuvent s'en dégager. Afin de comprendre sa popularité et de répondre à cette problématique : Comment les contes ont-ils évolué pour perdurer dans le temps ?</span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-28757597802557681782012-01-01T04:00:00.001-08:002012-02-08T13:36:40.134-08:00Analyse du conte<div style="text-align: justify;">
<span style="font-family: Georgia,'Times New Roman',serif;"> Avant d’opérer une étude des différences et similitudes entre Perrault et Grimm, il convient de mettre en évidence la manière dont le sujet a été traité dans la version orale. </span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> Quatre personnages sont présents dans l’histoire, la fillette et le loup tiennent les rôles principaux. La mère et la grand-mère, quant à elles, restent dans l’ombre, elles ne sont que le cadre du récit. Lors de leur rencontre, le loup propose à la fillette le choix du sentier entre celui de l’aiguille et de l’épingle, tout deux vont ensuite dans leur direction. La fillette s’attarde à ramasser des aiguilles pendant que le loup s’empresse d’arriver le premier chez la grand-mère qu’il tue sans en manger la chair, cette dernière est alors disposée à l’enfant. Le loup détient donc le rôle du boucher et l’enfant du consommateur.</span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> C’est alors que l’attitude de la fillette s’avère plus complexe. Malgré les avertissements de la chatte, l’enfant persiste à manger la chaire et boire le sang. Son comportement ne laisse paraitre aucune crainte à l’égard de son geste. De plus elle se prête volontiers au jeu du déshabillage qui n’a pas l’air de la déranger plus que ca. Elle ne décèle aucun sentiment de méfiance ou de peur a l’égard du loup car son intelligence prend le dessus par rapport aux capacités intellectuelles de l’animal (action de la fin dans la version orale).</span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> Des changements nettement visibles vont apparaitre dans les contes de Perrault et Grimm.</span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">Tout d’abord la fillette change totalement de comportement, elle n’est plus décrite comme intelligente et maligne mais comme une enfant naïve et superficielle : « Il était une fois une petite fille, la plus jolie qu’on eût su voir » dit Perrault. « Une adorable petite fille que tout le monde aimait rien qu’à la voir » ajoutent les frères Grimm. La version de Grimm accentue cet excès de crédulité. </span><br />
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<span style="font-family: Georgia,'Times New Roman',serif;"> En effet dans le conte de Perrault la naïveté du petit chaperon rouge prend le dessus contrairement à la fillette décrit dans le conte orale : « la pauvre enfant, qui ne savait pas qu’il est dangereux de s’arrêter à écouter un Loup ». Ainsi, cette dernière donne toutes les informations au Loup pour se rendre chez la grand-mère sans aucune méfiance « elle ne savait pas que c’était une si méchante bête et elle n’avait pas peur. »</span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">Dans le conte de Perrault, la fillette est alors incapable de gérer la situation et se fait dévorer par le loup. Perrault détourne donc l’image de la femme qui nous était montré dans la version orale, son récit s’achève sur ces mots : « On voit ici que de jeunes gens, surtout de jeunes filles, belles, bien faites et gentilles, font très mal d’écouter toutes sortes de gens, et que ce n’est pas chose étrange, s’il en est tant que le loup mange ».</span><br />
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<span style="font-family: Georgia,'Times New Roman',serif;"> Dans la version orale l’image du Loup n’apparaissait ni comme bonne ni comme mauvaise. Cependant Perrault et Grimm nous véhiculent l’image d’un animal cruel, calculateur, impitoyable. </span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">Chez Perrault « le loup, qui eut bien envie de la manger ; mais il n’osa, à cause de quelques Bûcherons qui étaient dans la forêt. » Il propose donc implicitement au petit chaperon rouge de prendre le chemin le plus long par la ruse. </span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">Cette ruse s’accroit dans la version des frères Grimm, la fillette est incitée par l’animal à s’attarder sur son chemin «toutes ces jolies fleurs dans le sous-bois, comment se fait-il que tu ne les regardes même pas?» </span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd0TXDj2aJOTzzyK-YetVPc57ByFJtiyZBSZsHMvVAaVnDekvzrlYiTtAXwTPrh5bI-aMxWlwQ5xRnEX-tKynstyrHI8e9wYKvnTGDx3vV1mX6VySH4rS10s5gn23ffZfmwmh4Pjbuqzo/s1600/cr13.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd0TXDj2aJOTzzyK-YetVPc57ByFJtiyZBSZsHMvVAaVnDekvzrlYiTtAXwTPrh5bI-aMxWlwQ5xRnEX-tKynstyrHI8e9wYKvnTGDx3vV1mX6VySH4rS10s5gn23ffZfmwmh4Pjbuqzo/s1600/cr13.jpg" /></a><span style="font-family: Georgia,'Times New Roman',serif;"> Une cruauté sans limite est présente, il n’hésite pas à dévorer la grand-mère, cet élément nous montre ainsi une fragilité que l’on retrouve chez l’être humain face à la férocité du Loup. Les frères Grimm accentuent encore plus cette idée.
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<span style="font-family: Georgia,'Times New Roman',serif;"> On retrouve dans la scène du déshabillage quelques connotations sexuelles, en effet chez Perrault cette scène ne subsiste qu’une seule phrase : «Le Petit Chaperon Rouge se déshabille et va se mettre dans le lit où elle fut bien étonnée de voir comment sa Mère-grand était faite dans son déshabillé». Par ailleurs cette phrase disparait totalement dans le conte des frères Grimm elle est ainsi réduite à sa plus simple expression, le fait qu’il s’agisse d’un animal et d’une fillette ce qui à du jouer un rôle dans l’évolution qu’a suivit cet épisode. </span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> Lors des fameuses questions- réponses entre le Loup et le petit chaperon rouge on relève encore une certaine ambiguïté dans le comportement de la fillette. Ses observations porte à croire qu’elle n’ignore pas la présence du loup : « Ma mère-grand, que vous avez de grands bras », « Ma mère-grand, que vous <i>a</i>vez de grandes jambes ». Une fois de plus cette ambiguïté est levée dans le conte de Grimm car l’enfant aperçoit qu’un bout de visage du loup et ses mains dépassent de la couverture. </span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> Toutes ces modifications relevées entre la version orale, le conte de Perrault et Grimm introduisent des dénouements différents. Les capacités intellectuelles du petit chaperon rouge triomphent dans la version orale alors que Perrault s’achève sur la mort du petit Chaperon rouge dévoré par le loup. La morale de l’histoire a donc pour but de responsabiliser la femme et les jeunes filles. Il donne ainsi raison au loup afin de faire passer un message de prévention et de méfiance.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6M7xbdkOBJVUNxMiY0nQ3877YtgcghcssoXi-6_XqFZVkdGisYO4xyrdrJeSJ-XCIcNXMCB_DVu9susN7zC7W_EiG8pkjDEJsG83tfpXF7j4PbnCYF2IRM0LaOgItabFQGXX23MS7fEw/s1600/PetitChap-Eronrouge-3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6M7xbdkOBJVUNxMiY0nQ3877YtgcghcssoXi-6_XqFZVkdGisYO4xyrdrJeSJ-XCIcNXMCB_DVu9susN7zC7W_EiG8pkjDEJsG83tfpXF7j4PbnCYF2IRM0LaOgItabFQGXX23MS7fEw/s320/PetitChap-Eronrouge-3.jpg" width="320" /></a><span style="font-family: Georgia,'Times New Roman',serif;"></span><br />
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<span style="font-family: Georgia,'Times New Roman',serif;"><span style="font-family: Georgia,'Times New Roman',serif;"> Quant à eux, les frères Grimm ne voient pas les choses de la même façon, selon leur point de vue quelque soit la faute humaine -entre autres la naïveté et l'insouciance des petites filles- il est normal de tuer et de maltraiter les animaux. </span>Dans le conte des frères Grimm, le chasseur intervient une fois que loup s’est endormit, il représente le geste libérateur du récit ainsi que la force masculine auprès des femmes.</span><br />
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<span style="font-family: Georgia,'Times New Roman',serif;"> Ainsi ce conte a connut de nombreuses évolutions au cours du temps, en ayant examiné les similitudes et les différences entre ces diverses versions, on retrouve donc des thèmes ayant trait à la sexualité, à la violence et notamment à la discrimination envers les femmes mais aussi envers les animaux.</span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">De plus ces contes ont été de nombreuses fois analysés par plusieurs grands psychanalystes dont Bruno Bettelheim dans<i> La psychanalyse des contes de fées. </i>L’intérêt porté à cette histoire montre donc son éloquence de par tous les sujets traités, et joue aussi de sa popularité à travers les époques. </span></div>
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-40462622885963729042012-01-01T03:00:00.001-08:002012-02-15T13:05:36.692-08:00Réecritures du Petit Chaperon Rouge<div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Tout d'abord, quelques définitions:</span></div>
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<i><span style="font-weight: bold;">Parodie, détournement :</span></i></div>
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La parodie est une reprise ironique ou dérisoire d'une œuvre, ou d'un genre, qui en caricature les règles, les personnages, les situations ou les stéréotypes. De même que le détournement, la parodie utilise l'inversion, la réduction ou l'amplification, l'anachronisme, les jeux de mots... Le rire ou le sourire du lecteur est presque toujours l'objectif d'une parodie</div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Il semble donc intéressant d'étudier certaine des réécritures du Petit Chaperon Rouge. En effet, une question se pose: nous connaissons tous le conte du petit chaperon rouge, son déroulement ainsi que sa fin. Pourtant, nombreux sont les auteurs qui en ont écrit leurs propres versions, destinées en majorité aux enfants. Pourquoi alors, toujours ce désir de renouveler cette histoire ?</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;"> Les réécritures sont souvent des parodies du véritable conte. La trame connue est présente : une petite fille qui doit rejoindre sa grand-mère afin de lui apporter quelques présents ; une rencontre avec un individu susceptible d'être dangereux ; l'arrivée chez la grand-mère et l'action. Mais les personnages, le lieu de l'action, l'époque, sont souvent différentes de la version originale.</span><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;"> ÉTUDE DE CAS, une des réécritures du Petit Chaperon Rouge :</span></div>
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<b><i><span style="font-family: Georgia, 'Times New Roman', serif;">"Le Petit Chaperon Bleu Marine"</span></i><span style="font-family: Arial; font-size: xx-small;"><u><i>Contes
à l'envers</i></u> (L’École des loisirs, 1977) </span></b></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;"><span style="text-decoration: none;"> Dans L</span><u>e petit chaperon bleu marine</u><span style="text-decoration: none;">,
de Dumas et Moissard, il est question de la petite fille du petit
chaperon rouge. Cette petite fille s'appelle Lorette et porte un
duffle coat bleu marine (d'où le titre, «Le petit
chaperon bleu marine»). La scène se déroule à
paris dans le 13</span><sup><span style="text-decoration: none;">eme</span></sup>arrondissement. L'histoire connue semble, au début du conte,
vouloir se perpétuer. Les seules différences étant dans la
couleur du manteau, l'époque et le lieu ou se déroule de
nouveau l'aventure de l'enfant. Pourtant, dès que Lorette, la
petite héroïne, reçoit les instructions
de sa mère : apporter des pelotes de laines à
sa grand mère (l'ancien et véritable chaperon rouge)elle se hâte
de désobéir. Il est précisé, plus tard,
qu'elle a toujours été envieuse du statut de sa grand
mère, dont les aventures sont contées dans les quartes coins
du monde. Ainsi, dans l'espoir de devenir aussi célèbre, Lorette se
dirige-t-elle vers le jardin des plantes à Paris où réside le petit neveu du loup qu'avait rencontré sa grand-mère jadis. Lorette essai de persuader le loup
de se rendre chez la grand mère pour rejouer l'histoire. Mais Ce loup, qui a beaucoup lu et sais donc ce qu'il est arrivé à
son ancêtre trop gourmand, se garde bien
d'accepter. Cependant, il s’ennuie grandement dans sa cage et consent à en sortir lorsque le petit chaperon bleu marine,
rusant, lui propose une course et le libère. Lorette espère qu'il va aller
manger sa grand-mère et que la fameuse aventure se répétera
avec elle. En arrivant chez l'ancien chaperon rouge, Lorette est
persuadée que la vielle dame assise dans le lit, n'est pas sa
grand-mère mais le loup déguisé. </span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">S'en
suit que la petite fille au duffle coat bleu marine, croyant si bien
à l'histoire, reconduit sous la menace, sa propre grand-mère
au jardin des plantes. Le loup, de son côté, au lieu de
se diriger chez la grand-mère, a préféré
fuir et retrouver sa famille : il y devient chroniqueur mondain.
L'avenir est moins flatteur pour le chaperon bleu marine, sévèrement réprimandé, notamment par le «sous-secrétaire d’État aux
vielles gens»pour mauvais traitement.</span></div>
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<u>Parodie du petit chaperon rouge ?</u></div>
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Il est très facile, dans cette histoire de repérer les détournements faits par rapport au conte originel, ce qui le place directement dans le genre de la parodie. En effet, beaucoup d'éléments typiques de la parodie sont reconnaissables :</div>
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<li style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">l'introduction d'un nouveau personnage (le petit chaperon bleu marine)</span></li>
<li style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">le changement dans le déroulement de l'histoire</span><span style="font-size: small;">(le chaperon va lui même chercher le loup, le <span style="font-size: small;">loup s'enfuit au lieu de courir chez la grand mère...) </span></span></li>
<li style="text-align: justify;"><span style="font-size: small;">l' introduction de noms ou de prénoms, alors que dans les contes traditionnels, les personnages, souvent n'en ont pas ( ici le chaperon s'appelle Lorette) </span></li>
<li style="text-align: justify;"><span style="font-size: small;"><span style="font-size: small;"> les changement spatio-temporels ( l'histoire se déroule à Paris, à l'époque contemporaine</span>).</span></li>
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<span style="font-family: Georgia, 'Times New Roman', serif;">De plus, nous connaissons tous la fin moralisatrice du conte, censée rappeler au enfants qu'il ne faut pas parler aux inconnus ou critiquant même la naïveté des jeunes filles dans les récits les plus vieux (</span><u style="font-family: Georgia, 'Times New Roman', serif;">cf</u><span style="font-family: Georgia, 'Times New Roman', serif;">: la version orale, le chaperon rouge se fait manger, ce qui apparaît comme une leçon). Pourtant ici, </span><span style="color: #e06666; font-family: Georgia, 'Times New Roman', serif;">la morale est inversée</span><span style="font-family: Georgia, 'Times New Roman', serif;">. En effet, c'est le petit chaperon bleu marine qui est fautif d'avoir fait s'échapper un loup de sa cage et d'y avoir conduit à la place sa grand-mère. Le loup, lui, rentre paisiblement chez lui, auprès de sa meute et la prévient du danger que peuvent présenter les «petites filles françaises». On apprend donc, à la fin du récit que si les enfants n'ont plus à se méfier des loups aujourd'hui c'est parce que ces loups n'ont été que trop bien prévenus par celui qui s'est un jour frotté à un petit chaperon rouge. </span></div>
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Ainsi, ce récit joue-t-il sur l'humour, installé grâce aux références tirées du conte originel et ses présupposés connus par le lecteur. Il fonctionne également sur l'implicite et les effets de surprise : on croît connaître l'histoire et pourtant rien ne se passe comme l'on s'y attend.</div>
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L'auteur exploite également nos connaissances culturelles en pariant sur la capacité du lecteur à établir cette connivence, à décoder les allusions, à comprendre la tournure en dérision de la morale classique, et ainsi, à apprécier cette vision nouvelle du conte que propose le petit chaperon bleu marine.</div>
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Cependant, il existe une seconde version du conte du petit chaperon bleu marine où,la trame de l'histoire véritable est reprise. Dans celle-ci, il n'est pourtant pas question d'un loup mais d'un homme au mauvaises intentions. En lien avec l'épilogue de la première version du petit chaperon bleu marine : «la menace demeure quant à d'autres rencontres car "certains hommes sont plus dangereux que les loups"». </div>
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Cette deuxième version évoque le viol. Subtilité présente tout au long du conte originel mais tout à fait explicite dans le petit chaperon bleu marine ( version 2). Cette version résonne comme un avertissement. Et le fait qu'elle soit un détournement du petit chaperon rouge, sensibilisera mieux les enfant à son écoute. </div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">En somme, les auteurs contemporains se servent de contes classique comme le petit chaperon rouge, en les détournant pour faire rire, ou avertir le lecteur. Ces auteurs restent d'autant plus toujours "ludiques" par l'utilisation du bagage culturel de chacun, reconnaissant immédiatement à quel conte il est fait allusion. Les différentes réécritures, sont ainsi des éléments importants jouant de la popularité des contes classiques car, sous toutes leurs formes, elles renouvèlent constamment ceux-ci et s'adaptent ainsi aux modes de pensée de notre société.</span></div>
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</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-59506099705113021282012-01-01T02:00:00.001-08:002012-02-09T02:02:18.276-08:00Vision artistique<div style="text-align: justify;">
<span style="font-family: Georgia,'Times New Roman',serif;"> Les contes étant issus de la tradition orale, on peut constater qu'à partir d'un même texte, ce sont les illustrations qui donnent une tonalité et une interprétation différente au récit. Grâce à celles-ci, chacun aura le droit de s'inventer sa propre interprétation d'un personnage ou d'une situation. Aussi, si les contes résistent à l'épreuve du temps et sont en permanence réactualisés, c'est grâce à l'inspiration inépuisable de tous ces illustrateurs qui se sont succédés pour apporter leur propre vision. Petit à petit, s'est créé un langage visuel qui est aujourd'hui immédiatement identifiable. C'est le cas notamment, pour le conte du petit chaperon rouge, dont l'image d'une petit fille habillée de rouge est connue de tous.</span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"><u>Dans l'art contemporain, les contes sont également très présents</u> :</span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;">Pour les artistes contemporains, il est possible, grâce à la connaissance par tous, des codes de certains contes, de jouer et de se réapproprier ces symboles selon leur réflexion. Que leur but soit poétique ou contestataire.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBVLm0Oi69BPG1wgln8W5DRlTUujg0lAlBmtlcEf2Okx-R_xrZ5jHQ3d-mUxubcyvWLE2hViDdID63Lm6_aA5D7EpRE-1zQU6g1kn4kw3FvI1LNGeiNyd-zNxVpY9ivAtJM4XeQldhT7Y/s1600/CRI_66912.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBVLm0Oi69BPG1wgln8W5DRlTUujg0lAlBmtlcEf2Okx-R_xrZ5jHQ3d-mUxubcyvWLE2hViDdID63Lm6_aA5D7EpRE-1zQU6g1kn4kw3FvI1LNGeiNyd-zNxVpY9ivAtJM4XeQldhT7Y/s400/CRI_66912.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">œuvre de Kiki Smith, amitié fille/loup</td></tr>
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<span style="font-family: Georgia,'Times New Roman',serif;">Une exposition <i>"contes de fée et art contemporain"</i> s'est tenue à Namur, en Belgique. elle tente de comprendre les raisons qui poussent encore les plasticiens du début du XXIe siècle à convoquer notamment Le Petit Chaperon rouge ou La Belle et la Bête. Elle conjugue les approches historiques, psychanalytiques ou sociologiques du conte par l'art. Certains artistes en effet, sont </span><br />
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<span style="font-family: Georgia,'Times New Roman',serif;">«<i>en accord avec les développements de la psychanalyse, lorsque les récits féeriques sont pour eux le moyen d’évoquer la complexité des conflits œdipiens. D’autres perçoivent au contraire dans le conte un discours institutionnalisé producteur de modèles de comportement visant à nous endoctriner. Pour les uns, il est un moyen d’échapper au réel, pour les autres, détourné de sa fonction première, il devient un instrument de contestation sociale.» <span style="font-size: xx-small;">exposition "contes de fée et art contemporain"</span></i></span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;">On peut donc imaginer la variété d'interprétations possible grâce à l'art. Le curateur de cette exposition, Olivier Dequenne, analyse également : «<i>les questions d'aujourd'hui sur le sexe, l'environnement, les tabous, la différenciation raciale ou sexuelle... réactivent l'obligation d'en revenir aux contes d'autrefois qui parlaient déjà de la même chose en d'autre termes. Les personnages féériques sont des images archétypales présentes dans l'inconscient collectif depuis des millénaires. Un examen attentif de l'art d'aujourd'hui permet d'affirmer qu'elles sont réactivées dans bon nombre d'œuvres vidéo, picturales ou sculpturales</i>» </span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;">Il est aisé de comprendre par là que si les contes sont aussi populaire, c'est qu'ils s'attachent à parler de scènes, si l'on peut dire, réelle. Elles sont simplement tournée à la fiction pour être plus agréable en tant que conte. Chacun pourra alors se reconnaître dans un conte. Il est donc facile pour les artistes, de s’attribuer la réalité d'un conte pour s'en servir comme outil de travail et d'introspection (le cas par exemple d'Alice Anderson, utilisant le conte de <i>raiponse </i>dans ses installations pour évoquer ses rapport difficile avec sa mère durant son enfance)</span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">De plus, certains utilisent le conte pour exprimer leurs idées face à la société actuelle. Le conte peut donc aussi servir d'outil de contestation sociale. </span></div>
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<span style="font-family: Georgia,'Times New Roman',serif;"> Par exemple <u>Kiki Smith</u>, une artiste féministe, s'insurge contre le discours moralisateur de ce genre littéraire et se penche sur le petit chaperon rouge. Elle imagine une réconciliation possible entre celui-ci et le loup. Comme si elle invoquait une réconciliation entre la femme et l'homme sur divers sujets plus ou moins tabous. Elle balaie leur relation basée sur la violence et le sexe, au profit d'un questionnement sur la différence et la discrimination. </span><br />
<span style="font-family: Georgia,'Times New Roman',serif;">Elle peint des toiles ou la petite fille et le loup se promènent ensemble, complices. Dans sa peinture DAUGHTER, ils se muent même pour ne former qu'un, le petit chaperon arborant le visage du loup.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2CmmGGrvSebwTS2Yz9jv8bQDo2XG1zbwdW3sPVBjO32pSn4ITJviBntwpJXG7pt4ROayQs0Cq22kp_dKuGOJMY61sJiy3sgpOMPNyLHv8jW7o33vSbYCnyqevBh9gu8gk9SP3qfwDE3E/s1600/image008.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" height="320" 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" 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<tr><td class="tr-caption" style="text-align: center;">œuvre de kiki Smith, </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td style="text-align: center;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2CmmGGrvSebwTS2Yz9jv8bQDo2XG1zbwdW3sPVBjO32pSn4ITJviBntwpJXG7pt4ROayQs0Cq22kp_dKuGOJMY61sJiy3sgpOMPNyLHv8jW7o33vSbYCnyqevBh9gu8gk9SP3qfwDE3E/s400/image008.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Daughter</i>, la petite fille mêlée au loup.</td></tr>
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<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-45972913381411513672012-01-01T01:00:00.000-08:002012-02-09T05:24:34.094-08:00Adaptations cinématographiques<div style="text-align: center;">
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<span style="font-family: Georgia, 'Times New Roman', serif;"> </span><span style="font-family: Georgia, 'Times New Roman', serif;">Après des réécritures diverses et variées le conte est arrivé sur les petits et grands écrans. On retrouve dans les scénarios des similitudes avec l'histoire originale, mais beaucoup de changement sont opérés tout de même pour plaire au public visé.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;"> Une version fantastique du conte est sortie récemment au cinéma (2011) : <i><b>Le chaperon rouge</b></i>. L'adjectif qualificatif d'infériorité "petit" a été ôté au titre original, ce qui annonce clairement un film réservé à un public adolescent ou adulte. Les principaux personnages (grand-mère, petit chaperon rouge, loup...) sont présents, et tout au long du film on retrouve des allusions et des reprises de détails du livre. Ainsi la grand-mère offre la cape rouge a sa petite fille, on retrouve la présence du panier et quelques phrases cultes tel que "tu as de grands yeux, de grandes oreilles...". Le loup, à la différence du conte, devient un loup garou. De jour il prend une apparence humaine, et de nuit il se transforme en animal destructeur. Ainsi retrouve-t-on plusieurs loups car chaque villageois mordu, devient animal à son tour. La morale est toujours présente, et vise plus particulièrement les jeunes filles qui doivent se méfier des "loups" en la personne des hommes. La peur et la paranoïa sont présentes dans tout le film, car la suspicion des hommes les uns envers les autres pour trouver qui est la bête, les fait devenir eux même des meurtriers. L'histoire de départ est donc remise aux goûts du jour pour plaire au public moderne, en faisant appel a des effets spéciaux, une histoire d'amour, et un casting d'acteurs connus (Amanda Seyfried...), qui répondent aux attentes des spectateurs d'aujourd'hui. Ce genre de film étant très a la mode de nos jours, on peut le mettre en parallèle avec le succès de Twilight. Malgré ça Le chaperon rouge n'eut pas les résultats attendus et fut très peu apprécié par la critique.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOu7MDb0RWgc5HUgj_VYJBQa8OO7d5tk4Jj1EmiMMi2eeUUSbD9T4MOkPcLv7YqnUTIji0P1nkkkAetu5jDkQ84IEX2uK01tbhwljvcvU81XcbXrA3tKJAfhXOuLxwCci-wzF7JZnCU6k/s1600/La-Veritable-Histoire-Du-Petit-Chaperon-Rouge-DVD-Zone-2-876823807_ML.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOu7MDb0RWgc5HUgj_VYJBQa8OO7d5tk4Jj1EmiMMi2eeUUSbD9T4MOkPcLv7YqnUTIji0P1nkkkAetu5jDkQ84IEX2uK01tbhwljvcvU81XcbXrA3tKJAfhXOuLxwCci-wzF7JZnCU6k/s1600/La-Veritable-Histoire-Du-Petit-Chaperon-Rouge-DVD-Zone-2-876823807_ML.jpg" /></span></a><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;"> Dans une version plus enfantine on retrouve <i><b>La véritable histoire du petit chaperon rouge</b></i>. Ce film est un long métrage américain en images de synthèse, sortit en 2005. Il reprend l'histoire initiale, et propose le scénario de ce qu'il se serait "véritablement" passé, dans cette forêt, ce jour la. Le scénario dérive alors complètement de celui du conte original et devient une enquête policière dont le but est de trouver qui est le voleur des pâtissiers de la forêt. L'intrigue est alors placée différemment dans l'histoire, tout en conservant la trame originale et en rajoutant des éléments d'actions. Les principaux protagonistes de l'histoire sont présents, bien que leur personnage soit très différent. La grand-mère est ainsi une championne de sports extrêmes, le bûcheron un vendeur de schnitzels rêvant d'un rôle d'acteur <link href="file:///C:%5CDOCUME%7E1%5Cpeschiem%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml" rel="File-List"></link><style>
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</style>et le loup un journaliste en quête de scoop. Le personnage de la fillette, nommée Rouge en référence à la couleur de son capuchon, subit également des changements. Ce n’est pas une gentille petite fille terrorisée par un grand méchant loup, mais une petite fille que les adultes n’ont pas vu grandir, pleine de projets et de rêves de découverte du monde. Elle est courageuse, pleine d’ambition et ne manque pas de générosité lorsque les autres ont besoins d’aide.<link href="file:///C:%5CDOCUME%7E1%5Cpeschiem%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml" rel="File-List"></link><style>
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</style> Cette interprétation décalée et inattendue de l’histoire et des personnages de Perrault, renouvelle le genre à coup d’humour, tout en conservant grâce au scénario, le message final attendu, qui confère a l’œuvre animée son coté conte. Cette interprétation attire un public bien plus large que le premier film présenté. Toutes les générations se retrouvent dans ce film, et le coté humoristique permet de plaire à tous.</span><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;"><span style="color: black;"><o:p><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;"> Que ce soit sous forme fantastique ou plutôt humoristique, les adaptations permettent à chaque fois une nouvelle vision du conte, et ainsi nous permettent de l'apprécier de manière différente. Les réalisateurs gardent toutefois les éléments principaux du scénario qui ont fait le succès de ce conte, et qui le font perdurer dans le temps</span>.<span style="font-family: Arial;"><span style="color: black;"><o:p><br />
</o:p></span></span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-17712756072381152442012-01-01T00:30:00.000-08:002012-02-09T02:14:04.148-08:00Conclusion<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"> En somme le conte du Petit Chaperon Rouge a été une histoire très reprise. Que ce soit au cinéma ou par de multiples réécritures, l'histoire est devenue la garantie d'un succès, grâce à un scénario connu de tous. Ainsi la morale peut-elle changer suivant les époques et les modes de pensée, et le conte n'a alors plus la même portée, le même effet sur le public.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Les adaptations contemporaines sont liées directement à l'actualité et bien sûr à ce qui plait. L'histoire, afin de plaire, est transformée dans des genres humoristiques, fantastique ou autre, ce qui lui donne une autre dimension. Malgré les multiples adaptations , les contes de Grimm et Perrault restent les versions les plus connues et celles qui ont le plus marqué l'esprit de toutes générations confondues. </span><br />
<span style="font-family: Georgia, 'Times New Roman', serif;"> Si les contes sont intemporels, c'est parce que leur ambiguïté entre innocence et cruauté illustre finalement la psychologie humaine. Ils évoquent aussi la famille, les sentiments, et les épreuves auxquelles on peut faire face dans la vie. Ce genre littéraire a donc un pouvoir salvateur et entraîne un dialogue avec l'inconscient. C'est un outil d’introspection à ne pas négliger, qui continue de se réajuster aux questions que se pose la société. On peut donc espérer que ces personnages archétypaux changent aussi pour permettre de mieux répondre à nos interrogations. Les contes nous invitent à faire un voyage intérieur, à sonder nos désirs et peurs profondes. </span><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;"> C'est donc grâce aux adaptations diverses et variés de ce conte, qu'il perdure sans cesse dans de nouvelles versions très différentes les unes des autres. Elles lui ont permit de ne laisser aucune génération indifférente et de s'inscrire comme un conte indémodable aux yeux des gens.</span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1653967187516585385.post-74795191458314172282012-01-01T00:00:00.000-08:002012-02-09T09:51:36.765-08:00Sources<br />
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal"><b><span style="font-family: Georgia;">Analyse
du conte:</span></b><span style="font-family: Georgia;"> </span></li>
</ul>
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<span style="font-family: Georgia;"> <a href="http://fr.wikisource.org/wiki/Le_Petit_Chaperon_rouge_%28Grimm%29">http://fr.wikisource.org/wiki/Le_Petit_Chaperon_rouge_(Grimm)</a><o:p></o:p></span></div>
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<span style="font-family: Georgia;"><a href="http://fr.wikisource.org/wiki/Le_Petit_Chaperon_rouge_%28Perrault%29">http://fr.wikisource.org/wiki/Le_Petit_Chaperon_rouge_(Perrault)</a><o:p></o:p></span><br />
<a href="http://www.hattemer.fr/Noel_contes/version_orale_chaperon_rouge.pdf"><span style="font-family: Georgia, 'Times New Roman', serif;">http://www.hattemer.fr/Noel_contes/version_orale_chaperon_rouge.pdf</span></a>
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<li class="MsoNormal"><b><span style="font-family: Georgia;">Réécriture
du petit chaperon rouge:<o:p></o:p></span></b></li>
</ul>
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<span style="font-family: Georgia;"><a href="http://www.crdp.ac-creteil.fr/telemaque/comite/contes.htm">http://www.crdp.ac-creteil.fr/telemaque/comite/contes.htm</a> </span><br />
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<a href="http://www.curiosphere.tv/images/DOSSI/DOSSI14865/le_conte.pdf">http://www.curiosphere.tv/images/DOSSI/DOSSI14865/le_conte.pdf</a> <o:p></o:p></span></div>
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<a href="http://expositions.bnf.fr/contes/gros/chaperon/dumas.htm">résumé du petit chaperon bleu marine (version1)</a><br />
<a href="https://docs.google.com/viewer?a=v&q=cache:7Z-g1Ahm2joJ:blog.crdp-versailles.fr/chantemerleblog/public/LE_PETIT_CHAPERON_BLEU_MARINE.doc+le+petit+chaperon+bleu+marine&hl=fr&gl=fr&pid=bl&srcid=ADGEEShLZawDL0PLpKw-bscueIK_l8rZcT_L1_ycfWnwm3ifz_NOssJ28c1UWW3lsmbKEmfsQh5AOIm-htYUNtxZWE5G11VE31yhouDHBLaIGG7XNhN-nzA4mYpFhnO9HB6F-EtceD-J&sig=AHIEtbRpl7oCM6QsU3_5s3_7WTOCKWSsuA&pli=1">petit chaperon bleu marine (version 2) </a><br />
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<li class="MsoNormal"><b><span style="font-family: Georgia;">Vision
artistique:<o:p></o:p></span></b></li>
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<span style="font-family: Georgia;"><a href="http://www.crdp.ac-creteil.fr/telemaque/comite/contes.htm">http://www.crdp.ac-creteil.fr/telemaque/comite/contes.htm</a> </span><br />
<span style="font-family: Georgia;">
<a href="http://www.facebook.com/events/259421094089168/">http://www.facebook.com/events/259421094089168/</a></span><span style="font-family: Georgia;"> </span><br />
<span style="font-family: Georgia;"> <a href="http://www.moma.org/interactives/exhibitions/2003/kikismith/flash.html">http://www.moma.org/interactives/exhibitions/2003/kikismith/flash.html</a><o:p></o:p></span></div>
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<span style="font-family: Georgia;"><span style="color: red;">magazine FLAVOR, n°27</span><o:p></o:p></span></div>
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<li class="MsoNormal"><b><span style="font-family: Georgia;">Adaptations
cinématographiques:</span></b></li>
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<span style="font-family: Georgia;"><a href="http://www.critikat.com/La-Veritable-histoire-du-petit.html"><span style="color: black;">http://www.critikat.com/La-Veritable-histoire-du-petit.html</span></a><o:p></o:p></span></div>Unknownnoreply@blogger.com