{"id":1189,"date":"2013-09-26T12:39:05","date_gmt":"2013-09-26T11:39:05","guid":{"rendered":"http:\/\/positifdemo.com\/realite\/?p=1189"},"modified":"2013-09-26T12:39:05","modified_gmt":"2013-09-26T11:39:05","slug":"un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope","status":"publish","type":"post","link":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/","title":{"rendered":"Le Printemps arabe et l\u2019effet kal\u00e9idoscope"},"content":{"rendered":"<p>\n\t<img decoding=\"async\" alt=\"\" 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\" style=\"float: right;\" \/>\n<\/p>\n<p>\n\t&nbsp;\n<\/p>\n<p>\n\tDepuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.\n<\/p>\n<p>\n\t&nbsp;\n<\/p>\n<p>\n\tC&rsquo;est cette proximit&eacute; entre le ph&eacute;nom&egrave;ne physique et les r&eacute;alit&eacute;s sociales qui rend le kal&eacute;idoscope, une figure s&eacute;duisante et attirante chez les grands penseurs. Ainsi, le philosophe Schopenhauer a utilis&eacute; l&rsquo;image du kal&eacute;idoscope pour faire r&eacute;f&eacute;rence &agrave; ce renouvellement incessant du monde qui sous des formes nouvelles, ne fait que reproduire le monde ancien. Plus proche de nous, l&rsquo;anthropologue Claude L&eacute;vi-Strauss a fait appel &agrave; cette image dans son ma&icirc;tre ouvrage, La pens&eacute;e sauvage, pour analyser ses &eacute;l&eacute;ments disparates et ses bribes dont la rencontre donne naissance &agrave; ce qu&rsquo;il appelle les arrangements structuraux.\n<\/p>\n<p>\n\tC&rsquo;est cette figure du Kal&eacute;idoscope et l&rsquo;usage qu&rsquo;en a fait L&eacute;vi-Strauss qui nous revient lorsque nous examinons les analyses et les r&eacute;flexions th&eacute;oriques qui ont commenc&eacute; &agrave; se d&eacute;velopper sur le Printemps arabe. En effet, apr&egrave;s les analyses factuelles et les r&eacute;cits, est d&eacute;sormais venu le temps de l&rsquo;analyse et des lectures th&eacute;oriques pour mieux comprendre les raisons profondes de ses quelques mois qui ont r&eacute;volutionn&eacute; l&rsquo;histoire r&eacute;cente du monde arabe. La r&eacute;flexion th&eacute;orique a connu depuis quelques mois une importante &eacute;volution et une multiplication des travaux pour mieux analyser cette soudaine irruption de l&rsquo;histoire et de ses soubresauts dans un monde que beaucoup pensait qu&rsquo;il &eacute;tait d&eacute;finitivement inscrit dans l&rsquo;immuabilit&eacute;.\n<\/p>\n<p>\n\tOn peut mettre l&rsquo;accent sur au moins trois grandes grilles de lecture th&eacute;orique dans l&rsquo;analyse du Printemps arabe. La premi&egrave;re est la th&eacute;orie de la modernisation qui consid&egrave;re que les soci&eacute;t&eacute;s connaissent un long cheminement des valeurs traditionnelles vers de nouvelles normes centr&eacute;es autour de la libert&eacute; et de la raison. Ce mouvement vers la modernit&eacute; est au c&oelig;ur du changement social dans la plupart des soci&eacute;t&eacute;s et explique leurs &eacute;volutions communes vers un universel partag&eacute; des libert&eacute;s et des Droits de l&rsquo;Homme. Pour ce courant, le monde arabe est rest&eacute; en dehors de cette trajectoire historique pour de longues ann&eacute;es du fait de la dictature et de la r&eacute;pression et du rejet des pouvoirs post-nationaux de la libert&eacute; qui constitue pourtant une partie essentielle du projet de modernisation qu&rsquo;ils ont cherch&eacute; &agrave; mettre en place depuis les ind&eacute;pendances. Du coup, le Printemps arabe ne constitue qu&rsquo;un rattrapage des soci&eacute;t&eacute;s arabes et leur inscription de nouveau sur la trajectoire &eacute;mancipatrice de la modernit&eacute;. Ces th&eacute;ories de la modernisation ont connu d&rsquo;importantes critiques et beaucoup estiment que, m&ecirc;me si la libert&eacute; est une valeur commune &agrave; l&rsquo;humain, cette lecture est un peu trop euro-centriste et que les pays inventent leur propre voie d&rsquo;acc&egrave;s &agrave; la modernit&eacute;.\n<\/p>\n<p>\n\tUne autre grille de lecture des transformations en cours dans nos contr&eacute;es est celle de la th&eacute;orie de la r&eacute;partition qui met l&rsquo;accent sur la volont&eacute; des classes ais&eacute;es &agrave; favoriser des syst&egrave;mes autoritaires afin de favoriser une distribution des ressources en leur faveur. L&rsquo;accroissement des in&eacute;galit&eacute;s expliquerait alors les r&eacute;volutions arabes et le rejet de syst&egrave;me dont le mod&egrave;le de d&eacute;veloppement n&rsquo;a pas favoris&eacute; une r&eacute;partition plus juste de la richesse. Certes, les &eacute;tudes et les analyses ont mis l&rsquo;accent sur les in&eacute;galit&eacute;s dans les pays arabes. Mais, elles sont loin d&rsquo;&ecirc;tre extravagantes comme dans d&rsquo;autres pays et n&rsquo;ont pas connu une forte d&eacute;gradation lors des derni&egrave;res ann&eacute;es.\n<\/p>\n<p>\n\tD&rsquo;autres analyses mettent l&rsquo;accent sur la r&eacute;surgence de l&rsquo;islam politique dans la plupart des pays arabes et l&rsquo;opposition farouche qu&rsquo;il a men&eacute; depuis plusieurs ann&eacute;es contre les r&eacute;gimes nationalistes s&eacute;culaires. Or, si les historiens reconnaissent le r&ocirc;le de l&rsquo;opposition radicale des islamistes dans la fragilisation des pouvoirs en place, on s&rsquo;accorde aujourd&rsquo;hui &agrave; reconna&icirc;tre leur faible participation dans les r&eacute;volutions de l&rsquo;ann&eacute;e 2011.\n<\/p>\n<p>\n\tAinsi, en d&eacute;pit du grand nombre de contributions et de la multiplication des &eacute;tudes, le d&eacute;bat reste ouvert quant aux facteurs qui ont contribu&eacute; au Printemps arabe et qui sont au c&oelig;ur de ses dynamiques sociales qui ont mis &agrave; terre les r&eacute;gimes dictatoriaux. Le d&eacute;bat est aussi ouvert quant aux forces sociales qui ont contribu&eacute; &agrave; ces r&eacute;volutions. Mais, en d&eacute;pit des controverses, un grand nombre d&rsquo;&eacute;tudes semblent mettre l&rsquo;accent aujourd&rsquo;hui sur le r&ocirc;le des classes moyennes. Ces analyses soulignent le compromis social pass&eacute; entre les &eacute;lites dirigeantes et les classes moyennes depuis les ind&eacute;pendances. Dans ce contrat les classes moyennes avaient c&eacute;d&eacute; leurs libert&eacute;s politiques en contrepartie de l&rsquo;&Eacute;tat-providence que leur assuraient les pouvoirs en place. Or, ce compromis a &eacute;t&eacute; remis en cause depuis le d&eacute;but du si&egrave;cle et ses deux piliers n&rsquo;&eacute;taient plus en mesure de lui assurer sa perp&eacute;tuation. D&rsquo;un c&ocirc;t&eacute;, l&rsquo;essoufflement du mod&egrave;le de l&rsquo;&Eacute;tat providence a &eacute;t&eacute; &agrave; l&rsquo;origine d&rsquo;une paup&eacute;risation des classes moyennes. De l&rsquo;autre, ces classes commen&ccedil;aient &agrave; esp&eacute;rer un acc&egrave;s &agrave; la modernit&eacute; politique. La crise de ces deux piliers explique la fin du compromis historique et la d&eacute;fection de la classe moyenne qui a acc&eacute;l&eacute;r&eacute; la chute des r&eacute;gimes en place. Mais, l&agrave; &eacute;galement et m&ecirc;me si tout le monde reconnait, la contribution des classes moyennes dans le Printemps arabe, d&rsquo;autres forces sociales ont jou&eacute; &eacute;galement un r&ocirc;le important notamment la cyberdissience de la jeunesse et la participation des classes ouvri&egrave;res et du mouvement syndical ainsi que la d&eacute;fection passive des hommes d&rsquo;affaires.\n<\/p>\n<p>\n\tLe Printemps arabe font l&rsquo;objet aujourd&rsquo;hui d&rsquo;un important travail de r&eacute;flexion et d&rsquo;analyse. Or, ses analyses restent partielles dans la mesure o&ugrave; elles ne mettent l&rsquo;accent que sur des facteurs particuliers sans saisir la complexit&eacute; et l&rsquo;interaction entre diff&eacute;rents &eacute;l&eacute;ments. Le Printemps arabe est au c&oelig;ur d&rsquo;une rencontre entre les aspirations &agrave; la d&eacute;mocratie, la mont&eacute;e des in&eacute;galit&eacute;s, la qu&ecirc;te de dignit&eacute; et une soif de libert&eacute;. C&rsquo;est cet effet de Kal&eacute;idoscope et ce croisement entre politique et &eacute;conomique et une pluralit&eacute; d&rsquo;acteurs sociaux qui est au c&oelig;ur de la chute des dictatures arabes et de la naissance du souffle de la libert&eacute; dans nos contr&eacute;es.\n<\/p>\n<p style=\"text-align: right;\">\n\t<strong><em>Hakim Ben Hammouda<\/em><\/strong>\n<\/p>\n<p>\n\t&nbsp;<\/p>\n","protected":false},"excerpt":{"rendered":"<p>\n\tDepuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.<\/p>\n","protected":false},"author":60,"featured_media":1190,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_lmt_disableupdate":"","_lmt_disable":"","_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[3,5],"tags":[],"class_list":["post-1189","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-a-la-une","category-politique"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.3 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine<\/title>\n<meta name=\"description\" content=\"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine\" \/>\n<meta property=\"og:description\" content=\"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/\" \/>\n<meta property=\"og:site_name\" content=\"R\u00e9alit\u00e9s Magazine\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/realites.tn\/\" \/>\n<meta property=\"article:published_time\" content=\"2013-09-26T11:39:05+00:00\" \/>\n<meta name=\"author\" content=\"La R\u00e9daction\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"\u00c9crit par\" \/>\n\t<meta name=\"twitter:data1\" content=\"La R\u00e9daction\" \/>\n\t<meta name=\"twitter:label2\" content=\"Dur\u00e9e de lecture estim\u00e9e\" \/>\n\t<meta name=\"twitter:data2\" content=\"8 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/\",\"url\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/\",\"name\":\"Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine\",\"isPartOf\":{\"@id\":\"https:\/\/realites.com.tn\/fr\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#primaryimage\"},\"image\":{\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#primaryimage\"},\"thumbnailUrl\":\"\",\"datePublished\":\"2013-09-26T11:39:05+00:00\",\"author\":{\"@id\":\"https:\/\/realites.com.tn\/fr\/#\/schema\/person\/438b71c29a257d955d96d8aef42336e7\"},\"description\":\"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. 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Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.\",\"breadcrumb\":{\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#breadcrumb\"},\"inLanguage\":\"fr-FR\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/\"]}]},{\"@type\":\"ImageObject\",\"inLanguage\":\"fr-FR\",\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#primaryimage\",\"url\":\"\",\"contentUrl\":\"\"},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/realites.com.tn\/fr\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Le Printemps arabe et l\u2019effet kal\u00e9idoscope\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/realites.com.tn\/fr\/#website\",\"url\":\"https:\/\/realites.com.tn\/fr\/\",\"name\":\"R\u00e9alit\u00e9s Magazine\",\"description\":\"Actualit\u00e9s de la Tunisie\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/realites.com.tn\/fr\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"fr-FR\"},{\"@type\":\"Person\",\"@id\":\"https:\/\/realites.com.tn\/fr\/#\/schema\/person\/438b71c29a257d955d96d8aef42336e7\",\"name\":\"La R\u00e9daction\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"fr-FR\",\"@id\":\"https:\/\/realites.com.tn\/fr\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/fbe9ab25fcc82b6e660ad5648f91eadb?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/fbe9ab25fcc82b6e660ad5648f91eadb?s=96&d=mm&r=g\",\"caption\":\"La R\u00e9daction\"},\"url\":\"https:\/\/realites.com.tn\/fr\/author\/realites5201\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine","description":"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/","og_locale":"fr_FR","og_type":"article","og_title":"Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine","og_description":"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. Aussi, la figure du kal&eacute;idoscope montre que la r&eacute;surgence du nouveau provient de cette interaction d&rsquo;une multitude d&rsquo;&eacute;l&eacute;ments sans que nous puissions juger de ceux qui ont jou&eacute; le r&ocirc;le d&eacute;terminant.","og_url":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/","og_site_name":"R\u00e9alit\u00e9s Magazine","article_publisher":"https:\/\/www.facebook.com\/realites.tn\/","article_published_time":"2013-09-26T11:39:05+00:00","author":"La R\u00e9daction","twitter_card":"summary_large_image","twitter_misc":{"\u00c9crit par":"La R\u00e9daction","Dur\u00e9e de lecture estim\u00e9e":"8 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/","url":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/","name":"Le Printemps arabe et l\u2019effet kal\u00e9idoscope - R\u00e9alit\u00e9s Magazine","isPartOf":{"@id":"https:\/\/realites.com.tn\/fr\/#website"},"primaryImageOfPage":{"@id":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#primaryimage"},"image":{"@id":"https:\/\/realites.com.tn\/fr\/un-autre-regard-le-printemps-arabe-et-leffet-kaleidoscope\/#primaryimage"},"thumbnailUrl":"","datePublished":"2013-09-26T11:39:05+00:00","author":{"@id":"https:\/\/realites.com.tn\/fr\/#\/schema\/person\/438b71c29a257d955d96d8aef42336e7"},"description":"Depuis son invention par le physicien &eacute;cossais Sir David Brewster en 1816, le kal&eacute;idoscope n&rsquo;a cess&eacute; de fasciner du fait de sa capacit&eacute; &agrave; g&eacute;n&eacute;rer une multiplicit&eacute; d&rsquo;images. Cette attraction ne s&rsquo;est pas limit&eacute;e au monde scientifique mais s&rsquo;est propag&eacute;e dans le monde des humanit&eacute;s et de la litt&eacute;rature o&ugrave; philosophes, sociologues et romanciers se sont saisis de cette figure s&eacute;duisante pour construire th&eacute;ories, analyses voire des r&eacute;cits romanesques. Il faut dire que cet objet o&ugrave; la rencontre d&rsquo;&eacute;l&eacute;ments anciens favorise l&rsquo;&eacute;closion d&rsquo;une multitude de figures et des combinaisons nouvelles et permet ainsi de r&eacute;concilier la stabilit&eacute; et le r&eacute;volu avec le changement et l&rsquo;innovation s&eacute;duit et plait. Les th&eacute;ories du changement n&rsquo;ont-elles pas toujours indiqu&eacute; que l&rsquo;ordre nouveau fleuri des atermoiements de l&rsquo;ancien. 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