tag:blogger.com,1999:blog-18506916948821726822024-03-13T01:20:37.091-07:00L'ecole à travers le cinéma, l'art et la (pop)cultureA partir de deux ouvrages intitulés "L'école à travers le cinéma. Ce que les films nous disent sur le système éducatif" et "L'école à travers l'art et la (pop)culture", coordonnés par A. Derobertmasure, M. Demeuse et M. Bocquillon et publiés chez Mardaga en 2020 et 2022, ce blog a pour ambition de poursuivre la réflexion sur ce thème à travers d'autres publications, des listes de films sur l'école ou la formation, des mémoires, des colloques...Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.comBlogger46125tag:blogger.com,1999:blog-1850691694882172682.post-57466570798596579012023-09-24T15:11:00.001-07:002023-09-24T15:13:50.926-07:00La bande dessinée contre les fake news: un intéressant article de Thomas MourierDans <a href="https://www.bubblebd.com/9emeart/bd/edito/la-bande-dessinee-contre-les-fake-news">cet article</a>, publié en février 2021 par Thomas Mourier, l'auteur précise: "Plusieurs chercheurs américains s’attaquent l’influence de la bande dessinée sur l’éducation, à l’école et en bibliothèque et en tirent d’étonnantes conclusions : par sa spécificité de lecture texte/image et sa « lecture active » la BD nous enseigne à être critique, à interpréter plusieurs signaux et à rechercher l’information ou le sens : la boîte à outils parfaite pour lutter contre les fake news."
Il nous propose quelques références intéressantes, notamment un article d'Erin Steuter, publié en anglais, en 2020 dans "The Conversation" et quelques ouvrages, y compris sous la forme de bandes dessinées (en français).
Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-82335988377159139502023-09-24T15:01:00.003-07:002023-09-24T15:15:43.331-07:00Marianne: Sauveur, loufoque, amoureux… Ces figures de l'enseignant qui fascinent le cinéma françaisA l'occasion de la sortie du film "Un métier sérieux" de Thomas Lilti, Hadrien Brachet et Marion Rivet consacrent <a href="https://www.marianne.net/societe/education/sauveur-loufoque-amoureux-ces-figures-de-lenseignant-qui-fascinent-le-cinema-francais">leur article dans Marianne</a> à la figure des enseignants dans le cinéma français (Marianne, 18/09/2023).
A cette occasion, ils interrogent Antoine Derobertmasure, l'un des co-auteurs de "L'école à travers le cinéma. ce que les films nous disent sur le système éducatif". Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-60107933015969589762023-09-17T08:59:00.002-07:002023-09-17T08:59:43.147-07:00Un méter sérieux... un film de Thomas Lilti qui mérite le déplacementA l'occasion de la sortie du film "<a href="https://fr.wikipedia.org/wiki/Un_m%C3%A9tier_s%C3%A9rieux" target="_blank">Un métier sérieux</a>", réalisé par Thomas Lilti, <a href="https://web.umons.ac.be/fr/lumons-a-decerne-les-insignes-de-docteur-honoris-causa-a-thomas-lilti-et-marie-rose-moro-lors-sa-seance-solennelle-de-rentree-2022-202/" target="_blank">Docteur honoris causa de l'Université de Mons</a>, comme à son habitude, une partie des membres d'Institut d'Administration scolaire (UMONS) s'est rendue au Plaza Athouse Cinema (Mons) pour assister à sa première.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEildzHFZI7ZD-vrMLMRVSByOweAlDO6fsBLyaJ5OsLgsjb7yUMuhlMdwwriGVkM3gbO4MHOAAhdWX6mMBrU25TxN6Om6XVN6hRoaFupa-_ptB3utopDEDOAfLfvJzzEHhRsODtYHJPjK7wRzkrY0EiFiLumVWetD4vgJ6MH5__4Z7xKTEMCBkAQjbCtnz-Z/s2316/IMG_20230913_222624462.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="320" data-original-height="1737" data-original-width="2316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEildzHFZI7ZD-vrMLMRVSByOweAlDO6fsBLyaJ5OsLgsjb7yUMuhlMdwwriGVkM3gbO4MHOAAhdWX6mMBrU25TxN6Om6XVN6hRoaFupa-_ptB3utopDEDOAfLfvJzzEHhRsODtYHJPjK7wRzkrY0EiFiLumVWetD4vgJ6MH5__4Z7xKTEMCBkAQjbCtnz-Z/s320/IMG_20230913_222624462.jpg"/></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZg0Bl5DumNgjyV9f4cduxvZ6xXlJsv6738eIzvCJqA1lUKscwfo0tmXKZblFnxQYw2wVDPAB2RfFE5Swa8eT1vdZDzy3szoj9JlsjBHC5DGtfMbfkgGV70JnF0c8ft_evAoKOGaV3WwxHcM73XNp9-kBcJIqtrV6fUMui6kBxyzIYu1Eoq49_iVzyuMNH/s711/OIF.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" height="320" data-original-height="711" data-original-width="474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZg0Bl5DumNgjyV9f4cduxvZ6xXlJsv6738eIzvCJqA1lUKscwfo0tmXKZblFnxQYw2wVDPAB2RfFE5Swa8eT1vdZDzy3szoj9JlsjBHC5DGtfMbfkgGV70JnF0c8ft_evAoKOGaV3WwxHcM73XNp9-kBcJIqtrV6fUMui6kBxyzIYu1Eoq49_iVzyuMNH/s320/OIF.jpg"/></a></div>
Le film retrace avec une recherche d'authenticité les débuts d'un jeune enseignant. Il nous faire vivre le quotidien d'une équipe d'enseignants soudés en les mettant en scène à la fois dans leur vie professionnelle et privée. Le film montre, à ce sujet, que la frontière entre ce que vivent les protagonistes dans leur vie professionnelle et personnelle n'est pas imperméable. Plus encore, le film montre différentes facettes du "monde scolaire" comme l'analysent les auteurs des deux ouvrages portant sur le cinéma, l'art et la pop culture (coordonnés par Antoine Derobertmasure, Marc Demeuse et Marie Bocquillon) à propos d'autres films "sur l'école". On y retrouve, par exemple, le rapport à la hiérarchie (direction d'école, inspection), les pratiques enseignantes (gestion de classe, gestion des apprentissages). Cependant, le film ne dépeint pas un enseignant charismatique, comme dans beaucoup d’autres films du genre, un "bon prof", mais présente une réalité plus complexe, plus nuancée. Enfin, le spectateur attentif retrouvera différentes références à des films "sur l'école" bien connus comme la "Journée de la jupe" (Isabelle Adjani, Denis Podalydès, Yann Collette). Si vous aussi, vous avez vu ce film, n'hésitez pas à nous donner votre avis, nous nous réjouirons de vous lire.
Le livre : <a href="https://www.editionsmardaga.com/products/lecole-a-travers-cinema" target="_blank">L'école à travers le cinéma </a>
Le livre : <a href="https://www.editionsmardaga.com/products/lcole-travers-lart-et-la-popculture" target="_blank">L'école à travers l'art et la (pop) culture</a>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-53423361506147090142023-02-08T07:45:00.002-08:002023-09-24T15:16:09.548-07:00Qu'est-ce qu'un bon mentor ? De l'accompagnement des Jedi à celui des (futurs) enseignantsEva Gonzalez Vargas (INAS-UMONS) présente, dans cette vidéo, les traits et les fonctions attribuées à un bon mentor dans la littérature à travers la saga Star Wars. Elle montre quelles facettes du mentorat peuvent nourrir la pratique des maitres de stage. Elle s'inspire ainsi de notre ouvrage "L'école à travers le cinéma".
<iframe width="480" height="270" src="https://youtube.com/embed/qX5wBju-9WQ" frameborder="0"></iframe>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-67904948148382671972022-12-01T02:26:00.001-08:002022-12-01T02:26:42.753-08:00Mise en ligne d'un podcast de présentation du livre L'école à travers l'art et la (pop)culture (A. Derobertmasure, M. Demeuse & M. Bocquillon)Une très grande partie des co-auteurs de l'ouvrage "L'école à travers l'art et la (pop)culture. De la photo de classe au manga" a pu se réunir, à l'invitation du Musée national de l'Education (Rouen, France), pour réaliser dans les locaux du musée, ce podcast d'une heure.
C'est l'occasion de retrouver, autour de son directeur-adjoint, Nicolas Coutant, Antoine Derobertmasure, Marc Demeuse, Fabienne Renard, Laëtitia Delbart, Marie Bocquillon, Christophe Baco, Laurie Simon et Damien Canzittu. Paolo Bellingeri, professeur à l'Université de Caen et auteur d'un chapitre sur les mathématiques, a aussi fait le chemin vers Rouen pour se joindre à l'équipe de l'Institut d'Administration scolaire (INAS) de l'UMONS, à l'origine de ce projet, publié chez Mardaga en septembre 2022.
<iframe width="480" height="270" src="https://youtube.com/embed/-EOZdhdpG_o" frameborder="0"></iframe>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-430156705498778102022-09-14T09:02:00.002-07:002022-09-26T09:11:52.767-07:00Enregistrement d'un épisode "Des Eclaireurs" de la RTBf avec Fabienne Vande Meerssche<p><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">Ce matin, enregistrement d'un épisode "<a href="https://rtbf.be/emission/les-eclaireurs">Des Eclaireurs</a>" (La 1ère, RTBf) </span><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" dir="ltr"><span aria-hidden="true" class="css-901oao css-16my406 r-poiln3 r-hiw28u r-qvk6io r-bcqeeo r-qvutc0"></span></span><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0"> avec </span><span class="r-18u37iz"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" dir="ltr">Fabienne Vande Meerssche</span></span><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0"> à propos de notre ouvrage "<a href="https://www.editionsmardaga.com/products/lcole-travers-lart-et-la-popculture">L'école à travers l'art et la (pop)culture</a>" qui sort demain aux </span><span class="r-18u37iz"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" dir="ltr">Editions Mardaga</span></span><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0"> </span></p><p><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">Diffusion de l'épisode en radio le samedi 24 septembre à 17h08 et le dimanche 25 septembre à 23h08... puis en podcast.</span></p><p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzaguP4Vb-p-HYlI3yZ-6dHe5NMz216XRc_J7vguyY8VX__aebJL3hmZ6qmT-upUSwHQCaPPSt50zfyAoedI8Fjq0N3znXpVL8Y19lHs3DipJYGSxz1NU29KXvihAx2ApJ_7AthUtMg7vY99gMz46axzpGFxmwGnZynIiIzGkNyKSLJFlyq9E7UBuJ1w/s4032/IMG_0254.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="3024" data-original-width="4032" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzaguP4Vb-p-HYlI3yZ-6dHe5NMz216XRc_J7vguyY8VX__aebJL3hmZ6qmT-upUSwHQCaPPSt50zfyAoedI8Fjq0N3znXpVL8Y19lHs3DipJYGSxz1NU29KXvihAx2ApJ_7AthUtMg7vY99gMz46axzpGFxmwGnZynIiIzGkNyKSLJFlyq9E7UBuJ1w/s320/IMG_0254.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">De gauche à droite: Marc Demeuse (UMONS), Fabienne Vande Meerssche (RTBf) et Antoine Derobertmasure (UMONS)<br /></td></tr></tbody></table></p><p><br /><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">Merci pour cet accueil sympathique et la lecture enthousiaste et attentive de notre ouvrage! Premier retour professionnel et positif...</span></p><p><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">N'hésitez pas à nous faire des retours également.</span></p>
Lien vers le podcast: <a href="https://www.rtbf.be/auvio/detail_les-eclaireurs?id=2941282">https://www.rtbf.be/auvio/detail_les-eclaireurs?id=2941282</a>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-89223248820305597432022-09-01T06:40:00.003-07:002022-09-01T06:40:28.893-07:00J-15: Lancement du livre L' école à travers l'art et la (pop) culture. De la photo de classe au manga<p></p><p></p><div class="product-description rte" itemprop="description">
<p>Petit teaser "pop" pour présenter notre ouvrage... <br /></p><p>Le monde de l’École, parce qu’il rythme et structure une grande
partie de la vie sociale, est le sujet principal ou la toile de fond
d’une production culturelle et artistique foisonnante : Titeuf, Harry
Potter, Calvin, Génial Olivier, Bart Simpson… évoquent à chacun un
souvenir scolaire ! Après un premier tome publié en 2020 et consacré à
la question de l’école au cinéma, Antoine Derobertmasure, Marc Demeuse,
Marie Bocquillon et leurs co-auteurs ont donc souhaité élargir les
perspectives à l’ensemble des arts.</p><p> <em>L’École à travers l’art et la (pop)culture</em> entend donc
étudier les représentations de l’École et de ses publics dans la
culture, en puisant aussi bien dans les (beaux) arts que dans la pop
culture. Vingt-trois contributions analysent ces représentations à
travers la photographie scolaire, la peinture, la bande dessinée, les
mangas, les romans, les séries télévisées, les dessins animés ou encore
la musique. Si ces médias nous disent quelque chose de l’École, les
auteurs montrent comment l’art et la pop culture peuvent l’influencer en
retour…</p>
<p><span>Le Professeur <strong>Antoine Derobertmasure</strong>, docteur
en sciences psychologiques et sciences de l’éducation, préside l’École
de Formation des enseignants de l’Université de Mons en Belgique.</span></p>
<p><span>Professeur <strong>Marc Demeuse</strong>, docteur en sciences
psychologiques et statisticien, est professeur et vice-recteur à
l’enseignement, à la qualité et à la formation continue au sein de
l’Université de Mons.</span></p>
<p><span><strong>Marie Bocquillon</strong>, docteure en sciences psychologiques et sciences de l’éducation, est spécialisée dans la formation pratique des enseignants.</span></p>
</div><p><iframe frameborder="0" height="270" src="https://youtube.com/embed/Q6HgnFbUxqw" width="480"></iframe></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-54310701937800916352022-08-30T13:09:00.000-07:002022-08-30T13:09:37.292-07:00Mise en ligne des vidéos réalisées lors du séminaire "Ecole et (pop)culture" à Mons du 3 au 5 mai 2022<p>Vous trouverez en ligne les différentes vidéos réalisées lors du séminaire "Ecole et (pop)culture" qui s'est tenu à Mons, du 3 au 5 mai 2022. Elles sont disponibles sur notre chaîne YouTube et sa playlist "<a href="https://youtube.com/playlist?list=PLxXEiNYFnzZZIJ81ydWEy_SNCxalCDQ0k">L'école dans la popculture</a>".<br /></p><p>Les participants à ce séminaire ont contribué au volume "L'école à travers le cinéma", publié en septembre 2020 chez Mardaga et/ou au second volume "L'école à travers l'art et la (pop)culture qui sera publié le 15 septembre 2022.</p><p><b>Introduction au séminaire </b>par Marc Demeuse</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/8fo08mRaAco" width="320" youtube-src-id="8fo08mRaAco"></iframe></div><br /><p><b>Ecole et popculture</b> par Antoine Derobertmasure</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/M13WCzwvUlQ" width="320" youtube-src-id="M13WCzwvUlQ"></iframe></div><p></p><p><b>L'école dans les bandes dessinées</b> par Catherine Stilmant <br /></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/_kIsagHn4kw" width="320" youtube-src-id="_kIsagHn4kw"></iframe></div><p></p><p><b>L'école dans la photographie </b>par Hugues Dralaents</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/aGdxXPWB4Ds" width="320" youtube-src-id="aGdxXPWB4Ds"></iframe></div><br /><p><b>L'école dans la peinture</b> par Cécile Mairesse<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/h3QohxSZalk" width="320" youtube-src-id="h3QohxSZalk"></iframe></div><p></p><p><b>Les chefs d'établissement </b>par Laetitia Delbart et Fabienne Renard</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/HOnW-TuvnKY" width="320" youtube-src-id="HOnW-TuvnKY"></iframe></div><p><b>Les profs dans Harry Potter</b> par Laetitia Delbart</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/GWNVgDGqn6M" width="320" youtube-src-id="GWNVgDGqn6M"></iframe></div><p></p><p><b>Pratiques de classe à Poudlard </b>par Christophe Baco et Marie Bocquillon</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/mA-XHLrtf_0" width="320" youtube-src-id="mA-XHLrtf_0"></iframe></div><p></p><p><b>L'école dans les chansons </b>par Jean-François Marcel</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/P0-7-TiKZZo" width="320" youtube-src-id="P0-7-TiKZZo"></iframe></div><br /><p><b>L'école dans les faits divers </b>par Justine Gaugue</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/yzB96AF7RJw" width="320" youtube-src-id="yzB96AF7RJw"></iframe></div><p><b>Regards queers sur l'école </b>par Nicolas Coutant</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/5Cz3LrVXn00" width="320" youtube-src-id="5Cz3LrVXn00"></iframe></div><br /><p><b>L'école dans les Simpson </b>par Philippe Tremblay</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/-B4Va2VlDE4" width="320" youtube-src-id="-B4Va2VlDE4"></iframe></div><p><b>Pourquoi les rockers n'aiment pas l'école </b>par Dominique Broussal et Joachim De Stercke</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/MPrK3H8j0ss" width="320" youtube-src-id="MPrK3H8j0ss"></iframe></div><br /><p><br /></p><p><br /></p><p><br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-49388582730646426572022-08-16T00:51:00.001-07:002022-08-16T00:51:06.868-07:00L'introduction de "l'Ecole à travers l'art et la (pop)culture. De la photo de classe au manga" est disponible en ligne<p> <span data-offset-key="d7qfa-0-0"><span data-text="true">J-30 avant la sortie de notre ouvrage "l'école à travers l'art et la (pop)culture", l'introduction de ce volume de plus de 500 pages est disponible en accès gratuit, en ligne <a href="https://www.researchgate.net/publication/362710199_Introduction_Le_XXIe_siecle_sera_pop_ou_ne_sera_pas" target="_blank">ici</a>.</span></span></p><p><b><span data-offset-key="d7qfa-0-0"><span data-text="true">Références de ce chapitre:</span></span></b></p><p><span data-offset-key="d7qfa-0-0"><span data-text="true">Derobertmasure, A., Demeuse, M., Bocquillon, M. (2022). <a href="https://www.researchgate.net/publication/362710199_Introduction_Le_XXIe_siecle_sera_pop_ou_ne_sera_pas" target="_blank">Introduction. Le XXIe siècle sera pop... ou ne sera pas!</a> In A. Derobertmasure, M. Demeuse & B. Bocquillon (éds.). <i>L'école à travers l'art et la (pop)culture. De la photo de classe au manga. </i>Bruxelles: Editions Mardaga. (pp. 9-33)</span></span></p><p><span data-offset-key="d7qfa-0-0"><span data-text="true">Sortie de l'ouvrage en librairie le 15 septembre. </span></span></p><p><span data-offset-key="d7qfa-0-0"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzjnzoBaMreANBy3IGSJW88rXD_0RpfXbmbj89ucNFV31X0ePH3ctk0ZI42ZUOCfioMomsFROM7EvT1pSQobnaRN2xaGRFRZVvdn8oBChjGQjcLGQ6tpq5slImzPk9jCh17STKRuRnp22mx2gimPJS3IYrQ8pbmZKjxIG4B5vxRNyhsvFCTUXIavrPUw/s2053/22-03-22_version%20finale_1400.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2053" data-original-width="1400" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzjnzoBaMreANBy3IGSJW88rXD_0RpfXbmbj89ucNFV31X0ePH3ctk0ZI42ZUOCfioMomsFROM7EvT1pSQobnaRN2xaGRFRZVvdn8oBChjGQjcLGQ6tpq5slImzPk9jCh17STKRuRnp22mx2gimPJS3IYrQ8pbmZKjxIG4B5vxRNyhsvFCTUXIavrPUw/w273-h400/22-03-22_version%20finale_1400.jpeg" width="273" /></a></div><br /><span data-text="true"><br /></span><p></p><p><span data-offset-key="d7qfa-0-0"><span data-text="true"> <br /></span></span></p><p><span data-offset-key="d7qfa-0-0"><span data-text="true"><br /></span></span></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-21722740545965805492022-08-09T09:37:00.001-07:002022-08-09T09:51:25.181-07:00Sortie dans un mois (15 septembre 2022) de "L'école à travers l'art et la (pop)culture. Des photos de classe au manga"<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";"><b>Deux ans après la sortie de "L'école à travers le cinéma"...</b><br /></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Le monde de l’École, parce qu’il rythme et structure une grande
partie de la vie sociale, est le sujet principal ou la toile de fond d’une
production culturelle et artistique foisonnante : Titeuf, Harry Potter,
Calvin, Génial Olivier, Bart Simpson… évoquent à chacun un souvenir
scolaire ! Après un premier tome publié en 2020 et consacré à la question
de l’<a href="https://www.editionsmardaga.com/products/lecole-a-travers-cinema" target="_blank">école au cinéma</a> chez Mardaga, <a href="https://web.umons.ac.be/semf/prof-antoine-derobertmasure/" target="_blank">Antoine Derobertmasure</a>, <a href="https://web.umons.ac.be/semf/prof-marc-demeuse/" target="_blank">Marc Demeuse</a>, <a href="https://web.umons.ac.be/semf/dr-marie-bocquillon/" target="_blank">Marie Bocquillon</a> et
leurs co-auteurs ont donc souhaité élargir les perspectives à l’ensemble des arts.
</span></p><p>
<i><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Noto Sans"; mso-fareast-language: FR-BE;">L’École à travers l’art et la (pop)culture</span></i><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Noto Sans"; mso-fareast-language: FR-BE;"> (éditions Mardaga) entend donc étudier les
représentations de l’École et de ses publics dans la culture, en puisant aussi
bien dans les (beaux) arts que dans la pop culture. Vingt-trois contributions
analysent ces représentations à travers la photographie scolaire, la peinture,
la bande dessinée, les mangas, les romans, les séries télévisées, les dessins
animés ou encore la musique. Si ces médias nous disent quelque chose de
l’École, les auteurs montrent comment l’art et la pop culture peuvent
l’influencer en retour…</span></p><p><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Noto Sans"; mso-fareast-language: FR-BE;">
</span></p><p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><b><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Un élargissement de la perspective</span></b></p>
<p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";"> </span></p>
<p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Après un premier tome en 2020 consacré à
la représentation de l’école dans le cinéma, Antoine Derobertmasure, Marc
Demeuse et Marie Bocquillon ont souhaité élargir les perspectives. Ce deuxième
ouvrage entend donc étudier les représentations de l’École et de ses publics
dans la culture, en puisant aussi bien dans les (beaux) arts que dans la pop
culture. Cette dernière constitue en effet pour les auteurs « un
intéressant chemin d’accès, peut-être un peu détourné, à la culture classique ».</span></p>
<p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";"> </span></p>
<p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><b><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Des approches inédites</span></b></p>
<p class="MsoNormal" style="border: none; margin-bottom: 0cm; mso-border-shadow: yes; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">À travers les vingt-trois contributions, l’ouvrage veut interroger
la vision de l’école à travers la formation de chaque contributeur. Certains
chapitres se concentrent sur des sujets et des médias assez évidents, comme le
lien élève-enseignant ou l’image du cancre <i>vs</i> le bon élève dans la bande
dessinée ou le cinéma, d’autres le sont moins et emmènent le lecteur là où il
ne s’y attendait pas. Quels rapports entretiennent, par exemple, les rockeurs
et les rappeurs avec l’école ? En quoi l’établissement scolaire de Bart
Simpson est-il inclusif ? Les photos de classe peuvent-elles nous donner
des indices sur la vie à l’école ?</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Un questionnement sur les modèles de
l’enseignement</span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Outre la représentation de l’école, les différents auteurs
remettent également en question les modèles de l’enseignement, son importance
dans la formation et la transmission, notamment via des œuvres de
science-fiction ou des séries comme <i>Game of Thrones </i>ou <i>Cobra Kai</i>.
Ils évoquent les démarches pédagogiques et les modèles sous-jacents : appliquer
une recette pour enseigner comme on en applique en cuisine ; construire un
cours comme on conçoit un jeu vidéo ; utiliser le concept de la chasse au
trésor pour construire des compétences scientifiques.</span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Noto Sans";">Une introduction à l’influence de l’art
sur l’École</span></b></p><p>
<span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Noto Sans"; mso-fareast-language: FR-BE;">Si ces médias nous disent quelque chose de l’<a name="_Hlk110504558">É</a>cole, ils montrent aussi comment ils peuvent
l’influencer en retour. En effet, l’engouement des élèves pour certains films
ou livres encourage les enseignants à intégrer ces thématiques dans leurs
cours : ainsi, le système des maisons de Poudlard est reproduit dans
certaines </span>
<span lang="FR" style="font-family: "Noto Sans",sans-serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Noto Sans"; mso-fareast-language: FR-BE;">classes
ou écoles, certains jeux vidéo sont utilisés comme supports à l’apprentissage,
etc.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQHL4XXKUHTelFafWC5oXXe36U7KYp1KMCFRngdI7uG2sUoWs9SZ5ip1zR8fYZKYiqzXR2XVbXD-QhBql3VKq7cX_H7JZrvYgd8J1wACSbvEuv1xSkzxTbfZalyb23oxqpxRK2ubsuGSovwzROtS5yyIMs0djUmcXHJPm5T7V3lcj5xbN-gooppHzj-g/s2500/mockup.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2500" data-original-width="2500" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQHL4XXKUHTelFafWC5oXXe36U7KYp1KMCFRngdI7uG2sUoWs9SZ5ip1zR8fYZKYiqzXR2XVbXD-QhBql3VKq7cX_H7JZrvYgd8J1wACSbvEuv1xSkzxTbfZalyb23oxqpxRK2ubsuGSovwzROtS5yyIMs0djUmcXHJPm5T7V3lcj5xbN-gooppHzj-g/w400-h400/mockup.png" width="400" /></a></div><p></p><p><br /><style>@font-face
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{page:WordSection1;}</style></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-75703083234328402372022-05-03T01:36:00.001-07:002022-05-03T01:36:10.026-07:00Séminaire « Cinéma et pop culture » du 3 au 5 mai 2022<p>L’Institut d’Administration Scolaire a le plaisir de vous
inviter au séminaire « Ecole et pop culture » qui sera organisé à
l’Université de Mons du 3 au 5 mai 2022.
</p><div class="event-single-text"><div class="editor-front"><p>Dans le prolongement de leurs ouvrages « L’école à travers le cinéma »
(2021) et « L’école à travers les arts et la pop culture » (automne
2022) publiés chez Mardaga, Marc Demeuse, Marie Bocquillon et Antoine
Derobertmasure réunissent, dans le cadre de cet événement de 3 jours, et
autour de 5 thématiques (<em>Image du corps et des lieux à travers les «
images », Harry Potter, Mathématiques et orientation, Ecole en musique
et Traitement de la diversité</em>), près de 20 auteurs s’étant intéressé (dans l’un des ouvrages cités précédemment) à la médiatisation de l’école.</p>
<p>Les auteurs qui ont déjà confirmé leur présence sont Christophe Baco
(UMONS), Paolo Bellingeri (Université de Caen), Marie Bocquillon
(UMONS), Dominique Broussal (Université de Toulouse), Damien Canzittu
(UMONS), Nicolas Coutant (Musée national de l'Education, Rouen), Joachim De Sterck (UMONS), Laetitia Delbart (UMONS), Marc
Demeuse (UMONS), Antoine Derobertmasure (UMONS), Hugues Draelants (UCL),
Justine Gaugue (UMONS), Jean-François Marcel (Université de Toulouse), Cécile Mairesse (ULB), Fabienne Renard (UMONS),
Catherine Stilmant (FWB), et Philippe Tremblay (Université de Laval)</p>
<p>Vous pouvez consulter le programme de ces trois journées <a href="http://inas.umons.ac.be/Wordpress/wp-content/uploads/2022/04/Programme_Ecole-art-popculture.jpg">en cliquant ici</a>.</p>
<p>L’inscription à une ou deux journées ou au séminaire complet se fait <a href="https://forms.gle/Ko3to8vfNfnHbJ6W6">en cliquant ici</a> et est sujette à la contribution suivante :</p>
<ul><li>3 mai : 16h – 21h + repas sandwichs – 25,00€</li><li>4 mai : 14h – 19h + goûter – 20,00€</li><li>5 mai :10h – 12h – gratuit</li><li>3, 4 & 5 mai : 45,00 €</li></ul>
<p>Le nombre de place est limité et la demande d’inscription sera confirmée une fois le paiement réceptionné.</p>
<p><strong>Informations pratiques</strong></p>
<p><em><strong>Coordonnées bancaires<br />
</strong></em>IBAN : BE36 0910 0987 0181 (Patrimoine de l’UMONS)<br />
BIC : GKCCBEBB<br />
Communication : nom de famille/date des jours de présence/P316PC008</p>
<p><em><strong>Adresse du jour<br />
</strong></em>UMONS<br />
Salle Macquet (1er étage)<br />
Boulevard Dolez 31<br />
7000 Mons</p>
<p>Nous restons à votre disposition pour tout complément d’information à <a href="https://web.umons.ac.be/semf/wp-includes/js/tinymce/Service / FPSE - Méthodologie et formation/_wp_link_placeholder">inas.event@umons.ac.be</a> .</p>
</div>
</div>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-30955161158531476752022-02-23T01:50:00.001-08:002022-02-23T01:50:40.173-08:00L'école fait son cinéma<h4 style="text-align: left;">Deux conférences en ligne (enregistrée en direct le 17 février 2022)<br /></h4><p>► Par Marc Demeuse, psychologue et statisticien (UMONS) et Antoine
Derobertmasure, psychopédagogue (UMONS) </p><p>Depuis ses débuts, le cinéma a souvent mis en scène l’école, et même le
système éducatif sous toutes ses facettes !
Les films nous tendent un miroir de notre société. L’image qu’ils
renvoient de l’école et de ses divers acteurs est donc déterminante pour
prendre du recul vis-à-vis des modèles connus et réfléchir à leur
évolution. À partir des images et des souvenirs que le grand public se
fait des enseignants au cinéma, et après un panorama général de ce que
constitue la production cinématographique montrant d’une quelconque
manière l’école et ses acteurs, Antoine Derobertmasure et Marc Demeuse
amèneront les participants à prendre de la distance par rapport au sens,
à la portée voire à l’incidence que peuvent revêtir ces enseignants
et/ou ces films les plus emblématiques du genre. </p><p>► Par Paolo Bellingeri, maître de conférences (UNICAEN) </p><p>La conférence de Paolo Bellingeri sera consacrée au lien
existant entre les mathématiques et le cinéma !
Deux angles seront abordés : le premier concerne une réflexion sur
l’enseignement des mathématiques au travers du cinéma et, plus
généralement, des vidéos notamment sur des chaînes YouTube dédiées aux
maths.
Le second s’intéressera aux enseignants et à l’enseignement des
mathématiques au cinéma en focalisant l’attention sur les clichés et les
constantes. Quelques « ovnis » en la matière seront ainsi interrogés.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/HoycwV55LV0" width="320" youtube-src-id="HoycwV55LV0"></iframe></div><br /><p><br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-14632218201873708322021-03-10T00:05:00.002-08:002021-03-10T00:05:11.030-08:00Antihéros ou super-héros: l'image tronquée du professeur au cinéma par Joséphine Lebard (Le Monde)<p> Joséphine Lebard consacre un article à l'image des enseignants dans le cinéma français sous le titre "<a href="https://www.lemonde.fr/education/article/2021/03/09/antiheros-ou-super-heros-l-image-tronquee-du-professeur-au-cinema_6072419_1473685.html">Antihéros ou super-héros: l'image tronquée du professeur au cinéma</a>" (Paru dans Le Monde du 9 mars 2021). Nous avons eu le plaisir d'échanger avec elle la semaine dernière sur un sujet que nous avons traité dans notre ouvrage "<a href="https://www.editionsmardaga.com/catalogue/lecole-a-travers-cinema/">L'école à travers le cinéma</a>", mais aussi dans une partie de <a href="https://mumons.be/museum/activites/enseignants-et-cinema/">la conférence que nous avons donnée en ligne pour le MuMONS</a>.</p><p>L'article de Joséphine Lebard propose une très intéressante synthèse qui réinterroge cette image tronquée du professeur au cinéma. Elle rappelle également la contribution de Nada Chaar, enseignante d'histoire et de sociologie de l'éducation à Paris 8. Celle-ci avait, en 2017, donné à son papier dans <i>Nonfiction. le quotidien des livres et des idées</i> le titre fort explicite: "<a href="https://www.nonfiction.fr/article-9143-profs-au-cinema-ou-comment-lecole-est-priee-de-sauver-le-monde.htm">Profs au cinéma. Ou comment l'école est priée de sauver le Monde</a>". L'article de Nada Chaar est intégralement disponible en ligne.</p><p>L'article de Joséphine Lebard est actuellement réservé aux lecteurs du Monde, mais il peut être consulté au moins partiellement en ligne, par tous sur le site du Monde. Cette entrée en matière devrait donner envie de poursuivre la lecture de ce très bon papier.</p><p>Merci à Joséphine Lebard pour cette interview et sa synthèse. </p><p>L'article en ligne est aussi complété par quelques liens vers des illustrations, dont l'image ci-dessous, extraite d'Entre les murs de François Bégaudeau et Laurent Cantet ou Topaze de Marcel Pagnol, Les Profs, Le Cercle des Poètes disparus, Les Choristes.<br /></p><p><img alt="François Bégaudeau, dans le film « Entre les Murs », réalisé par Laurent Cantet, en 2008." class="lzld--loading" data-was-processed="true" height="259" src="https://img.lemde.fr/2021/03/08/0/0/2000/1293/664/0/75/0/e3baa3d_728076294-entre-les-murs-photo8-jpg.jpg" width="400" /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-23128092440980164322021-02-08T06:45:00.004-08:002021-02-08T06:45:37.031-08:00Les réponses du Quizz...<p>Les résultats du Quizz "Ecole et cinéma" ont été communiqués lors de la conférence du 4 février dernier, sur la chaine YouTube du MuMons. Cette conférence est disponible en ligne via le lien ci-dessous (les résultats du Quizz sont fournis en fin de conférence) <br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/2_MoS8YtOhQ" width="320" youtube-src-id="2_MoS8YtOhQ"></iframe></div><p>Le "corrigé" est aussi directement accessible ici.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/414g89sqObE" width="320" youtube-src-id="414g89sqObE"></iframe></div><p>Félicitations à Mélanie Picard qui a remporté ce concours et recevra donc un exemplaire de l'ouvrage "L'école à travers le cinéma. Ce que les films nous disent sur le système éducatif", paru chez Mardaga. <br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-36474831387533056152021-01-29T04:32:00.004-08:002021-01-29T04:36:04.778-08:00Quizz "Les Profs au Cinéma": gagnez un exemplaire de l'ouvrage<p></p><p></p><p></p><p><iframe frameborder="0" height="270" src="https://youtube.com/embed/6Y-PSXuQbsk" width="480"></iframe> </p><p>En guise de mise en appétit, nous vous offrons un quizz avant la conférence du 4 février à 20 heures sur la <a href="https://www.youtube.com/watch?v=2_MoS8YtOhQ&feature=emb_title">chaine YouTube du MuMons</a>. </p><p><br />Il s'agit de remettre en ordre les 21 titres de films qui apparaissent dans la <a href="https://www.youtube.com/watch?v=6Y-PSXuQbsk">vidéo</a>.<br /><br />Pour réaliser la mise en ordre, il ne faut indiquer qu'un nombre après chacun des 21 titres proposés par ordre alphabétique dans le <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=ne2LSKfW1Ui6H-vsOCOzVww0hz9mwI9KlirzlYMP4epURVlRTEo4VzBOUlJKR0NGRlVMQ0NNSEowTS4u">questionnaire en ligne</a>.<br /><br />La proposition faisant correspondre les 21 titres avec l'ordre des extraits permettra de <b>gagner un exemplaire de l'ouvrage</b> coordonné par Antoine Derobertmasure, Marc Demeuse et Marie Bocquillon et intitulé <b>"L'école à travers le cinéma. Ce que les films nous disent sur le système éducatif"</b>. Si plusieurs propositions correctes sont transmises, le gagnant sera désigné par la réponse à la question subsidiaire. Chacun ne peut faire qu'une seule proposition.<br /><b><br />Le concours sera clôturé jeudi 4 février à 19h30</b>, avant la conférence. le gagnant sera annoncé à la fin de la conférence et recevra un mail pour l'en informer.</p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-89134842662576820672021-01-29T00:22:00.001-08:002021-01-29T00:22:53.349-08:00Nouvel ouvrage: Les maths font leur cinéma. De Will Hunting à Imitation Game par Jérôme Cottanceau<p>Vient de paraître chez Dunod, l'ouvrage de Jérôme Cottanceau intitulé "Les Maths font leur cinéma. De <i>Will Hunting</i> à <i>Imitation Game</i>". </p><p><b>Résumé de l'éditeur:</b></p><p>Quel est le lien entre Mary, Flatland, Un homme d'exception ou encore
Imitation Game ? Ce sont tous des films où les mathématiques jouent un
rôle important. A partir d'une sélection de ces films, Jérôme Cottanceau, alias le you tubeur <a href="https://www.youtube.com/channel/UCgkhWgBGRp0sdFy2MHDWfSg">ElJj,</a> explore les mathématiques du grand écran.<br />
Nombre d'Or, nombres premiers, théorie des graphes, théorie des jeux,
probabilités... le cinéphile qui est en vous risque bien de se révéler
féru de maths... ou l'inverse !</p><p><b>Présentation vidéo de l'ouvrage ci-dessous. </b><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/N1YuZ-XICIs" width="320" youtube-src-id="N1YuZ-XICIs"></iframe></div><b>Sommaire de l'ouvrage:</b><br /><p></p><ul style="text-align: left;"><li>Prologue.</li><li>
Le sens de la vie s'écrit-il dans les décimales de Pi ? (Pi, Darren Aronofsky, 1998).</li><li>
Les suites logiques sont-elles logiques ? (Crimes à Oxford, Alex de la Iglesia, 2008).</li><li>
Faut-il préférer résoudre des énigmes mathémtiques plutôt que d'être
écrasé par une presse hydraulique ? (La cellule de Fermat, Luis
Piedrahita et Rodrigo Sopena, 2007).</li><li>
Est-il nécessaire de démontrer un algorithme quand il nous est soufflé
par un algorithme ? (L'homme qui défiait l'infini, Matthew Brown, 2015).</li><li>
Comment vaincre la marine allemande avec un algorithme ? (Imitation game, Morten Tyldum, 2014).</li><li>
L'équation de l'amour permet-elle de gagner les olympiades de mathématiques ? (Le monde de Nathan, Morgan Matthews, 2014).</li><li>
L'héliocentrisme est-il soluble dans les guerres de religion ? (Agora, Alejandro Amenábar, 2009).</li><li>
Faut-il une bonne psychothérapie pour décrocher la médaille Fields ? (Will Hunting, Gus van Standt, 1997).</li><li>
Comment s'échapper d'un escape game tridimensionnel ? (Cube, Vincenzo Natali, 1997).</li><li>
Comment s'échapper d'un escape game hyperdimensionnel ? (Cube²:Hypercube, Andrzej Sekula, 2002).</li><li>
Comment gagner un Nobel en optimisant la drague dans un bar (Un homme d'exception, Ron Howard, 2001).</li><li>
Comment envoyer un homme en orbite avec une calculatrice ? (Les figures de l'ombre, Ted Melfi, 2016).</li><li>
Le stratège (2011).</li><li>
Peut-on résoudre un problème du millénaire à seulement 8 ans ? (Mary, Marc Webb, 2017).</li><li>
Au casino, compter c'est tromper ? (Las vegas 21, Robert Luketic, 2008).</li><li>
Index des films et des séries.</li></ul><p> </p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-20363248520411984132021-01-16T09:06:00.001-08:002021-01-16T09:06:02.283-08:00Les Eclaireurs... "L'école à travers le cinéma" est sur la Première avec Fabienne Vande Meerssche<p>Marie Bocquillon, Antoine Derobertmasure et Marc Demeuseont ont présenté, ce samedi 16 janvier, l'ouvrage qu'ils ont coordonné dans l'émission "<i><b><a href="https://www.rtbf.be/lapremiere/emissions/detail_les-eclaireurs?programId=11177">Les Eclaireurs</a></b></i>", animée par Fabienne Vande Meerssche et diffusée sur <b><i>La Première</i></b> (RTBf).</p><p><a href="https://www.rtbf.be/auvio/detail_les-eclaireurs?id=2725659">L'interview est disponible gratuitement en ligne via Auvio.</a></p><p>L'émission de 43 minutes fait également l'objet d'<a href="https://www.rtbf.be/lapremiere/article/detail_l-ecole-a-travers-le-cinema?id=10671508">un article </a>sur le site de la RTBF. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuz3y5q8zbF5h3KiAufoqeoztakZH9XghDqbtGm2VN4HjHUzUTcvjgiCJkQwZq1_v4CNV_5cOmwKu3cq2VTnOXyi7Zkp7RwRYbbICB1NjdaI3nthB4JTs8UZ4T444si7EnWor5PhWtSfRm/s1637/Les+e%25CC%2581claireurs.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="822" data-original-width="1637" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuz3y5q8zbF5h3KiAufoqeoztakZH9XghDqbtGm2VN4HjHUzUTcvjgiCJkQwZq1_v4CNV_5cOmwKu3cq2VTnOXyi7Zkp7RwRYbbICB1NjdaI3nthB4JTs8UZ4T444si7EnWor5PhWtSfRm/s320/Les+e%25CC%2581claireurs.png" width="320" /></a></div> <p></p><p>Prochaine conférence des auteurs de l'ouvrage: le jeudi 4 février à 20 heures, sur la <a href="https://youtu.be/2_MoS8YtOhQ">chaine YouTube du MuMONS</a>. Présentation de la conférence intitulée "<a href="https://mumons.be/activites/enseignants-et-cinema/">Enseignants et cinéma</a>".<br /> </p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com1tag:blogger.com,1999:blog-1850691694882172682.post-86539463410630727282021-01-05T09:09:00.002-08:002021-01-05T09:09:44.646-08:00Enquête à propos des films sur l'école<p>Nous lançons une enquête à propos des films qui traitent de l'école, au sens large. </p><p>Ce questionnaire anonyme est destiné à nous permettre de mieux connaître vos préférences et connaissances en matière de films traitant plus ou moins explicitement de l'école.<br /><br />Cette enquête fait suite à la publication de notre ouvrage collectif intitulé "<a href="https://www.editionsmardaga.com/catalogue/lecole-a-travers-cinema/">L'école à travers le cinéma. Ce que les films nous disent sur le système éducatif</a>" chez Mardaga en septembre 2020.<br /><br />Merci à vous pour vos réponses qui nous permettront aussi d'alimenter la conférence en ligne du 4 février prochain à 20h00 sur <a href="https://www.youtube.com/watch?v=2_MoS8YtOhQ">la chaine YouTube du MUMONS</a>.<br /><br />Antoine Derobertmasure, Marc Demeuse et Marie Bocquillon<br />Université de Mons</p><div class="separator" style="clear: both; text-align: center;"><a href="https://forms.office.com/Pages/ResponsePage.aspx?id=ne2LSKfW1Ui6H-vsOCOzVww0hz9mwI9KlirzlYMP4epUQjI5V1lEM0wyWklWRkpNMjRZTlhFUUFGRS4u" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="1311" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmiFRoM0HfdpVuGvgmn5kib6x1x-nKA57Mx3p7zK0-OvPHK0dfC_YfiRrZeQk1pr5kuHBAid_vX4mVd-416p1KLcGdWaJ03LG45dvPLV3O7457bnUfKoDUfm0auWBwr4HrsfDiWMQh5FDB/w400-h206/Capture+d%25E2%2580%2599e%25CC%2581cran+2021-01-05+a%25CC%2580+18.06.42.png" width="400" /></a></div><p></p><p>Pour répondre à cette enquête, jusqu'au 29 janvier à 16h00, <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=ne2LSKfW1Ui6H-vsOCOzVww0hz9mwI9KlirzlYMP4epUQjI5V1lEM0wyWklWRkpNMjRZTlhFUUFGRS4u">cliquez sur ce lien</a> ou via le QR Code ci-dessous.<br /></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><img alt="" height="200" 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" width="200" /> </p><p><br /> </p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-36488220621725486762021-01-02T02:04:00.000-08:002021-01-02T02:04:11.704-08:00En ligne: Un grand pouvoir implique de grandes responsabilités... ou quel est le point commun entre Spider-man et tout enseignant? (M. Bocquillon, A. Derobertmasure, M. Demeuse & C. Gauthier)<p>Poursuivant notre exploration des liens entre école et cinéma (<a href="https://ecole-cinema.blogspot.com/">https://ecole-cinema.blogspot.com/</a>),
c'est à présent une référence beaucoup plus indirecte qui a retenu
notre attention... il n'est en effet pas directement fait référence à
l'école dans les aventures de Spider-Man... mais le personnage permet
d'évoquer de manière très parlante l'éthique de la responsabilité de
Jonas (1990)(1). Cette référence, en formation des enseignants, leur
semble assez parlante. Nous avons donc proposé un court texte... pour
poursuivre la réflexion. de Saint Maurice (2019) propose pour sa part un
autre rapprochement de ce personnage, avec Bergson cette fois, à
travers la question: "Doit-on faire tout ce que l'on peut faire?" (2).</p><p style="text-align: center;"><a class="image" href="https://commons.wikimedia.org/wiki/File:Spiderman.JPG?uselang=fr"><img alt="" class="thumbimage" data-file-height="2112" data-file-width="2816" height="195" src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/90/Spiderman.JPG/260px-Spiderman.JPG" width="260" /></a></p><p style="text-align: center;">Statue de cire de Spider-Man au musée Tussauds de Londres (source: <a href="https://fr.wikipedia.org/wiki/Spider-Man">Wikipedia</a>) <br /></p><p><b>Référence de l'article</b></p><p><span style="font-size: small;"><span style="font-family: serif; left: 105px; top: 407.996px; transform: scaleX(0.998202);">Bocquillon, M., Derobertmasure, A., Demeuse, M. et Gauthier, C. (2020). Un grand pouvoir implique de grandes </span><span style="font-family: serif; left: 122.5px; top: 421.496px; transform: scaleX(1.01287);">responsabilités... ou quel est le point commun entre Spider-Man et tout enseignant? </span><span style="font-family: serif; left: 505.377px; top: 421.496px; transform: scaleX(0.92035);">Formation et profession</span><span style="font-family: serif; left: 604.42px; top: 421.496px;">,</span><span style="font-family: serif; left: 607.277px; top: 421.496px; transform: scaleX(0.982544);"> 28</span><span style="font-family: serif; left: 621.115px; top: 421.496px; transform: scaleX(0.957949);">(3), </span><span style="font-family: serif; left: 122.5px; top: 434.996px; transform: scaleX(1.01105);">118-121. </span><a href="http://dx.doi.org/10.18162/fp.2020.a214"><span style="font-family: serif; left: 165.723px; top: 434.996px; transform: scaleX(1.01986);">http://dx.doi.org/10.18162/fp.2020.a214</span></a></span></p><span style="font-family: serif; font-size: 11.25px; left: 105px; top: 250.496px; transform: scaleX(0.978715);">(1) Jonas, H. (1990). </span><span style="font-family: serif; font-size: 11.25px; left: 183.378px; top: 250.496px; transform: scaleX(0.916261);"><i>Le principe responsabilité. Une éthique pour la civilisation technologique</i>.</span><span style="font-family: serif; font-size: 11.25px; left: 489.547px; top: 250.496px; transform: scaleX(1.00638);"> Paris : Les Éditions du Cerf.<br />(2) de Saint Maurice, T. (2019). <i>Des philosophes et des héros. petite balade en philosophie à travers nos personnages favoris. </i>Paris: First éditions.</span>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-51165731110595059272020-12-20T13:39:00.001-08:002020-12-20T13:39:26.515-08:00De nouvelles listes de films thématiques autour de l'école...<p> Quelques listes de films thématiques autour de l'école et de l'éducation (sur CinéTrafic):</p><ul style="text-align: left;"><li><a href="https://www.cinetrafic.fr/liste-film/4814/1/les-fusillades-scolaires">Les fusillades scolaires</a> (17 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2449/1/la-violence-scolaire">La violence scolaire</a> (44 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/5449/1/documentaires-sur-l-ecole-maternelle">Documentaires sur l'école maternelle</a> (5 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/6754/1/monde-scolaire-et-cinema-social">Monde scolaire et cinéma social</a> (14 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/1418/1/les-meilleurs-films-sur-les-campus-americains">Les meilleurs films sur les campus américains</a> (20 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2858/1/autour-du-monde-universitaire-americain">Autour du monde universitaire américain</a> (134 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2859/1/autour-du-monde-universitaire-britannique">Autour du monde universitaire britannique</a> (8 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2860/1/autour-du-monde-universitaire-francais">Autour du monde universitaire français</a> (25 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/3681/1/autour-du-monde-universitaire-au-cinema">Autour du monde universitaire au cinéma</a> (195 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/4118/1/en-route-vers-le-baccalaureat">En route vers le bac</a> (17 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/4339/1/les-comedies-high-school-americaines">Les comédies high school américaines</a> (84 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2851/1/autour-du-monde-scolaire-allemand">Autour du monde scolaire allemand</a> (17 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2851/1/autour-du-monde-scolaire-allemand">Autour du monde scolaire américain</a> (220 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2854/1/autour-du-monde-scolaire-francais">Autour du monde scolaire français</a> (173 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/2853/1/autour-du-monde-scolaire-britannique">Autour du monde scolaire britannique</a> (22 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/5304/1/les-relations-amoureuses-professeurs-eleves">Relations amoureuses professeurs élèves</a> (21 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/4507/1/les-colonies-de-vacances">Les colonies de vacances</a> (17 films) </li><li><a href="https://www.cinetrafic.fr/liste-film/237/1/grandeur-et-decadence-des-revoltes-etudiantes">Grandeur et décadence des révoltes étudiantes</a> (10 films)</li><li><a href="https://www.cinetrafic.fr/liste-film/3797/1/pensionnats-et-comedies-dramatiques">Pensionnats et comédies dramatiques</a> (27 films)</li></ul>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-87805593775462727072020-12-20T12:36:00.000-08:002020-12-20T12:36:01.537-08:00"Des films documentaires qui bousculent nos représentations sur l'éducation" liste de 21 films proposés par le site "L'école de mes rêves"<p>Le site "L'école de mes rêves" propose une liste de 21 films documentaires autour de l'éducation nouvelle (Freinet, Montesori, Steiner...). Sans doute une intéressante ressource pour aborder les pédagogies "alternatives". Naturellement, il faudra y appliquer un regard critique car ces films constituent principalement des présentations de promotion...</p><p>Retrouver cette liste sur le site "<a href="http://www.lecoledemesreves.com/des-films-documentaires-education/">L'école de mes rêves</a>" (liste actualisée en septembre 2018)<br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-9151368841402917912020-12-19T06:24:00.004-08:002020-12-19T09:08:56.232-08:00Reçu cette semaine: le DVD de "Les enfants du Hasard", un film de Thierry Michel et Pascal Colson (2017)<p>Ce film de <a href="http://thierrymichel-cineaste.com/">Thierry Michel</a> et <a href="http://www.pascalcolson.com/">Pascal Colson</a> est sorti en 2017 dans les salles. Il suit la vie des enfants d'une petite école de la région liégeoise, coincée entre la Meuse, l'autoroute et les anciens bâtiments du charbonnage "Le Hasard" qui donne son nom au film. C'est à la fois l'histoire d'une dernière année d'école primaire pour ces enfants et leur maîtresse, avant le départ vers l'enseignement secondaire... en dehors du quartier.</p><p>C'est un film très émouvant, qui vaut la peine d'être vu, y compris avec des collègues ou des enseignants en formation. La personnalité de Brigitte, l'institutrice, ne marquera sans doute pas que les enfants de sa classe. Cela n'empêchera pas une analyse minutieuse et plus technique des pratiques de classe... et, comme toujours, une discussion fort instructive à propos de celles-ci.</p><p style="text-align: center;"><a href="http://enfantsduhasard.com/index.html"><img alt="http://enfantsduhasard.com/photos/affichecomp.jpg" height="400" src="http://enfantsduhasard.com/photos/affichecomp.jpg" width="300" /></a></p><p><b>Synopsis</b></p><p class="teamline"><i>Dans la petite école communale d’une ancienne cité
minière, des élèves issus de l’immigration terminent leur cycle d’études
primaires avec Brigitte, une institutrice dont l’enthousiasme
bienveillant prépare ces écoliers à s’épanouir dans un monde en
mutation.</i></p><i>
</i><p class="teamline"><i>Le film suit le parcours scolaire de ces petits-enfants de mineurs, majoritairement musulmans et la plupart d’origine turque.</i></p><i>
</i><p class="teamline"><i>Alors que certains de leurs aînés font le choix d’un
repli identitaire, ce film met en lumière la manière dont les enfants
cherchent à se construire et à donner un sens à leur vie. Il saisit
leurs doutes et leurs réflexions lors des attentats terroristes et face
au harcèlement sur les réseaux sociaux.</i></p><i>
</i><p class="teamline"><i>Ode à la vie, narré par la voix des enfants, ce
documentaire révèle surtout leurs espoirs et leur vision du futur. Il
capte la spontanéité, le plaisir d’être, la fin d’un temps d’insouciance
avec ses fragilités. </i></p><i>
</i><p class="teamline"><i>Le film tisse ainsi les liens entre passé,
présent et futur et dessine un sens du bonheur possible, au sein de
l’école et de la société.</i></p><p class="teamline"><a href="http://enfantsduhasard.com/index.html">Présentation du film</a><i> </i></p><p class="teamline">Ce film fait l'objet d'un <a href="https://www.grignoux.be/dossiers-pedagogiques-431">dossier pédagogique</a> de Grignoux.<i><br /></i></p><p>De Thierry Michel également, aux Films de la Passerelle, on attend avec impatience la sortie de "<a href="https://passerelle.be/filmographie/lecole-de-limpossible">L'école de l'impossible</a>", retardée depuis mai dernier à cause de la situation sanitaire. A suivre...<br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-16854482209582064372020-12-18T06:05:00.003-08:002020-12-18T06:07:21.773-08:00En ligne: "De la Cage aux Rossignols" à "La Famille Belier", un enseignement de la musique. Analyse de séquences de film présentant l'enseignement de la musique" (Florence Locufier) Mémoire de master en sciences de l'éducation (Université de Mons)<div class="separator" style="text-align: left;"><p><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">L'objet de ce mémoire est de présenter </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">la manière dont </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">l'enseignement </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">de la musique est
montré sur le grand écran. </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">En effet, le but de l'enseignement est de transmettre savoir et
</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">connaissances selon des compétences à atteindre (Communauté française de Belgique,
n.d.). Les médias, quant à eux, et plus particulièrement le 7</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 8.000000pt; vertical-align: 5.000000pt;">e </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">art, ont pour but de véhiculer
messages et images sociétales (Hamus-Vallée, 2007). De nombreux travaux ont été réalisés
pou</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">r relier l'enseignement de manière générale à l'image qui en est diffusée sur le grand écran. Cependant, peu d'ouvrages traitent ce lien du point de vue de l'enseignement de la
</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">musique, </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">bien qu'un certain nombre de films </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">aient cet enseignement pour objet. Dans cette
</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">perspective, l'intérêt de ce travail est </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">donc </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">de montrer l'image de l'enseignement de la
</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">musique véhiculée dans notre société et de faire ainsi apparaître </span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">l'importance qui lui est
</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">accordée. La question de recherche sera la suivante : « </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12.000000pt; font-style: italic;">Quelle </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12.000000pt; font-style: italic;">image de l'enseignement de
</span><span style="font-family: 'TimesNewRomanPS'; font-size: 12.000000pt; font-style: italic;">la musique est-elle véhiculée par le cinéma ? ». </span></p></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "TimesNewRomanPS"; font-size: 12pt; font-style: italic; margin-left: 1em; margin-right: 1em;"><a href="https://sharepoint1.umons.ac.be/FR/universite/facultes/fpse/serviceseetr/methodo/Documents/Memoire_Locufier.pdf"><img alt="" height="400" src="data:image/png;base64,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" 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<p><a href="https://sharepoint1.umons.ac.be/FR/universite/facultes/fpse/serviceseetr/methodo/Documents/Memoire_Locufier.pdf">Locufier, F. (2018). <i>De "La Cage aux Rossignols" à "La Famille Bélier", un enseignement de la musique. Analyse de séquences de films présentant l'enseignement de la musique </i>(Mémoire de master en sciences de l'éducation). Mons: Université de Mons.</a> <br /></p>Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-75896936075265042722020-12-18T05:46:00.003-08:002020-12-18T05:51:59.823-08:00En ligne: "La variabilité intra-maître du professeur Severus Rogue à travers les ouvrages de la saga Harry Potter" (Ezgi Ulusoy) Mémoire de master en sciences de l'éducation (Université de Mons)<p style="text-align: left;"><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Ce mémoire traite des pratiques d’enseignement du professeur Severus Rogue à travers
les six premiers tomes de la saga Harry Potter. Il étudie les pratiques de l’enseignant afin
de déterminer si Severus Rogue est un enseignant efficace et équitable et s’ils varient sa
pratique d’enseignement selon certains facteurs tels que le cours dispensé, la maison
d’appartenance des élèves, les moments d’enseignement, l’effectif de classe, le genre des
élèves, les niveaux des élèves et ses préférences vis-à-vis des élèves. Afin de confirmer ou d’infirmer les hypothèses émises, une analyse de contenu thématique a été réalisée sur
base de la grille « Miroir des gestes professionnels » (Bocquillon, Derobertmasure, &
Demeuse, 2019) et du logiciel d’analyse thématique « NVivo ». L’analyse des résultats a
permis de déterminer que les pratiques utilisées par le professeur Severus Rogue ne sont
pas des pratiques efficaces et équitables, et qu’il varie sa pratique d’enseignement selon
certains facteurs. </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt; margin-left: 1em; margin-right: 1em;"><a href="https://sharepoint1.umons.ac.be/FR/universite/facultes/fpse/serviceseetr/methodo/Documents/Memoire_Ulusoy.pdf"><img alt="" height="400" 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" width="284" /></a> </span></div><div class="separator" style="clear: both; text-align: justify;"><a href="https://sharepoint1.umons.ac.be/FR/universite/facultes/fpse/serviceseetr/methodo/Documents/Memoire_Ulusoy.pdf"><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt; margin-left: 1em; margin-right: 1em;">Ulusoy, E. (2020). <i>La variabilité intra-maître du professeur Severus Rogue à travers les ouvrages de la saga Harry Potter </i>(Mémoire de master en sciences de l'éducation). Mons: Université de Mons </span></a></div>
Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0tag:blogger.com,1999:blog-1850691694882172682.post-38601181626002010372020-12-16T06:34:00.006-08:002020-12-19T06:29:59.940-08:00En ligne: "Analyse des pratiques enseignantes dans les ouvrages Harry Potter et comparaison avec les adaptations cinématographiques" (Thomas Lesuisse) Mémoire de master en sciences de l'éductation (UMONS)<p>L'objectif de cette étude est d'analyser le volume que l'auteur de la saga Harry Potter a consacré à l'enseignement, mais aussi d'observer les pratiques des enseignants de Poudlard. Ces pratiques sont étudiées grâce à une grille de codage conçue pour l'analyse de pratiques de futurs enseignants. Enfin, le dernier objectif de cette recherche est de comparer les oeuvres originales aux adaptations cinématographiques. Cette comparaison permet de juger la fidélité des adaptations au niveau des pratiques enseignantes dispensées à Poudlard.</p><div class="page" title="Page 111"><div class="layoutArea"><div class="column">Les résultats indiquent qu'un volume de 10,97% est dédié à l'enseignement dans les ouvrages de J.K. Rowling. On apprend aussi que les enseignants utilisent, pendant 51?43% de leurs actions verbales et non verbales, des comportements de type instruction. Pour terminer, une moyenne de 54,9% de variation par rapport à l'oeuvre originale a été calculée, sur la base des adaptations cinématographiques.<br /><p><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Globalement, ces adaptations restent fidèles aux ouvrages de base malgré ce pourcentage
de variation. </span></p><p style="text-align: center;"><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"><img alt="" height="400" 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" width="285" /> </span></p><p style="text-align: center;"><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"> </span></p><p><b><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Liste des ouvrages:</span></b></p><p><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">
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<ul style="text-align: left;"><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (1997). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter à l'école des sorciers</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse. </span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (1999). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et la chambre des secrets</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse. </span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (1999). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et le prisonnier d'Azkaban</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse. </span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (2000). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et la coupe de feu</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse.</span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (2003). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et l'</span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">ordre du phénix</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse.</span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (2005). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et le prince de sang-mêlé</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse. </span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Rowling, J.K. (2007). </span><span style="font-family: 'TimesNewRomanPS'; font-size: 12pt; font-style: italic;">Harry Potter et les reliques de la mort</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">. Paris : Gallimard Jeunesse.
</span></li></ul>
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<p><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"><b>Filmographie</b><br /></span></p><ul style="text-align: left;"><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Columbus, C. (réalisateur) (2001). Harry Potter and the Philosopher's Stone. Los Angeles:
Warner Bros Pictures.
</span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Columbus, C. (réalisateur) (2002). Harry Potter and the Chamber of Secrets. Los Angeles:
Warner Bros Pictures.
</span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Cuarón, A. (réalisateur) (2004). Harry Potter and the Prisoner of Azkaban. Los Angeles:
Warner Bros Pictures.
</span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">DeVito, D. (réalisateur) (1996). Matilda. Jersey Films.<br />
Newell, M. (réalisateur) (2006). Harry Potter and the Goblet of Fire. Los Angeles: Warner</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"> Bros Pictures.</span><br /></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">
Samuell, Y. (réalisateur) (2012). La guerre des boutons. One World Films.<br />
Tirard, L. (réalisateur) (2009). Le Petit Nicolas. Paris : Fidélité Films/IMAV<br /></span></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">Yates, D. (réalisateur) (2007). Harry Potter and the Order of the Phoenix. Los Angeles:</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"> Warner Bros Pictures.</span><br /></li><li><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;">
Yates, D. (réalisateur) (2009). Harry Potter and the Half-Blood Prince. Los Angeles: Warner</span><span style="font-family: 'TimesNewRomanPSMT'; font-size: 12pt;"> Bros Pictures. </span></li></ul>
<a href="https://sharepoint1.umons.ac.be/FR/universite/facultes/fpse/serviceseetr/methodo/Documents/Memoire_Lesuisse.pdf"><span style="font-size: x-small;">Lesuisse, T. (2019).</span><span face=""Segoe UI",sans-serif" style="font-size: 10.5pt;"><span style="font-size: x-small;"> </span>Analyse des pratiques enseignantes dans les ouvrages Harry Potter et comparaison avec les adaptations cinématographiques (Mémoire de Master en sciences de l'éducation). Mons: Université de Mons.</span></a><br /></div>
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Marc Demeusehttp://www.blogger.com/profile/02151624262551571145noreply@blogger.com0