{"id":22692,"date":"2021-01-15T02:44:14","date_gmt":"2021-01-15T06:44:14","guid":{"rendered":"https:\/\/antilla-martinique.com\/?p=22692"},"modified":"2021-01-15T02:44:14","modified_gmt":"2021-01-15T06:44:14","slug":"le-score-de-donald-trump-est-hors-de-portee-de-marine-le-pen","status":"publish","type":"post","link":"https:\/\/antilla-martinique.com\/en\/le-score-de-donald-trump-est-hors-de-portee-de-marine-le-pen\/","title":{"rendered":"\u00ab Le score de Donald Trump est hors de port\u00e9e de Marine Le Pen \u00bb"},"content":{"rendered":"<p class=\"p1\"><strong>J\u00e9r\u00f4me Fourquet, de l\u2019IFOP, tire les le\u00e7ons de l\u2019\u00e9lection pr\u00e9sidentielle am\u00e9ricaine et liste les diff\u00e9rences entre le pr\u00e9sident am\u00e9ricain battu et la pr\u00e9sidente du Rassemblement national.<\/strong><\/p>\n<hr \/>\n<p class=\"p2\"><span class=\"s2\">\u00a0Propos recueillis par <a href=\"https:\/\/www.lemonde.fr\/signataires\/franck-johannes\/\" target=\"_blank\" rel=\"noopener\">Franck Johann\u00e8s<\/a> <\/span><\/p>\n<p class=\"p4\"><span class=\"s2\"><img decoding=\"async\" src=\"image\/jpeg;base64,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\" alt=\"79c91eb_16777702-095114.jpg\" \/><\/span><\/p>\n<p class=\"p2\"><span class=\"s2\"> &lt;img src=\u00a0\u00bbhttps:\/\/img.lemde.fr\/2020\/11\/10\/0\/0\/3643\/2346\/688\/0\/60\/0\/79c91eb_16777702-095114.jpg\u00a0\u00bb&gt;<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Donald Trump lors d\u2019un meeting \u00e9lectoral,\u00a0\u00e0 l\u2019a\u00e9roport de Martinsburg, en Pennsylvanie,\u00a0le 26 octobre. SAUL LOEB \/ AFP<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Pour J\u00e9r\u00f4me Fourquet, directeur du d\u00e9partement opinion et strat\u00e9gies d\u2019entreprise de l\u2019IFOP et auteur de <a href=\"https:\/\/www.lemonde.fr\/politique\/article\/2019\/03\/29\/l-archipel-francais-une-nation-multiple-et-divisee_5442905_823448.html\" target=\"_blank\" rel=\"noopener\"><span class=\"s3\">L\u2019Archipel fran\u00e7ais. Naissance d\u2019une nation multiple et divis\u00e9e<\/span><\/a> (Seuil), Donald Trump a su agr\u00e9ger de nouveaux \u00e9lectorats au socle traditionnel des r\u00e9publicains, ce qui explique ses tr\u00e8s bons scores, avec plus de 71\u00a0millions de voix recueillies dans tout le pays. Marine Le Pen, en France, en semble loin.<\/span><\/p>\n<p class=\"p2\"><span class=\"s4\">Quelles le\u00e7ons peut-on tirer en France de l\u2019\u00e9lection am\u00e9ricaine\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">M\u00eame si Trump est battu, la parenth\u00e8se ouverte en\u00a02016 avec lui ne se referme pas vraiment, un nouveau paysage s\u2019est dessin\u00e9. Les causes profondes qui l\u2019avaient fait gagner ne dispara\u00eetront pas avec lui et travaillent toujours la soci\u00e9t\u00e9 am\u00e9ricaine. Il a gagn\u00e9, il y a quatre ans, en rompant notamment avec la ligne libre-\u00e9changiste des r\u00e9publicains\u00a0; Boris Johnson a endoss\u00e9 le Brexit et a gagn\u00e9 les derni\u00e8res l\u00e9gislatives en rompant, lui aussi, avec le programme traditionnel des tories\u00a0: une nouvelle ligne de clivage s\u2019est impos\u00e9e.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">En France, la finale de 2017 entre Marine Le Pen et Emmanuel Macron correspond aussi \u00e0 cette nouvelle fracture. Sur l\u2019immigration, la construction europ\u00e9enne, leurs deux visions \u00e9taient tr\u00e8s oppos\u00e9es, et le dernier scrutin national, les europ\u00e9ennes, a mis ces deux forces politiques une nouvelle fois en t\u00eate. Ce clivage, li\u00e9 \u00e0 la mondialisation, au libre-\u00e9change et \u00e0 l\u2019immigration, n\u2019est pas h\u00e9g\u00e9monique, parce que nous sommes dans des soci\u00e9t\u00e9s archip\u00e9lis\u00e9es, mais il p\u00e8se tr\u00e8s lourdement et reconfigure les paysages \u00e9lectoraux nationaux. La vieille opposition gauche-droite n\u2019a pas disparu, mais elle est supplant\u00e9e par ce nouveau clivage, dans un paysage \u00e9lectoral transitoire et hybrid\u00e9.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Article r\u00e9serv\u00e9 \u00e0 nos abonn\u00e9s<\/span><\/p>\n<p class=\"p2\"><span class=\"s4\">Y a-t-il des parall\u00e8les entre les votes des deux pays\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Le premier est d\u00e9sormais assez classique. L\u2019Am\u00e9rique qui vote Biden est celle des grandes m\u00e9tropoles. Dans le comt\u00e9 de New York, Biden fait 85\u00a0%, \u00e0 San Francisco, 86\u00a0%, et <a href=\"https:\/\/www.lemonde.fr\/international\/article\/2020\/11\/08\/on-va-sortir-d-un-cauchemar-de-quatre-ans-a-washington-le-grand-soulagement-des-supporteurs-de-joe-biden_6058944_3210.html\" target=\"_blank\" rel=\"noopener\">\u00e0 Washington DC, 93\u00a0%\u00a0<\/a>! Plus on s\u2019enfonce dans l\u2019Am\u00e9rique p\u00e9riph\u00e9rique, plus les scores de Trump grimpent. On a observ\u00e9 le m\u00eame ph\u00e9nom\u00e8ne en Grande-Bretagne lors du Brexit, et le sc\u00e9nario est le m\u00eame en France. Marine Le Pen a fait ses meilleurs r\u00e9sultats dans la France rurale et p\u00e9riurbaine, alors que toutes les grandes m\u00e9tropoles se sont massivement refus\u00e9es \u00e0 elle\u00a0: au second tour, elle obtient moins de 10\u00a0% \u00e0 Paris.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Lire la tribune : <a href=\"https:\/\/www.lemonde.fr\/idees\/article\/2020\/11\/07\/l-election-americaine-de-2020-montre-une-radicalisation-des-antinomies-dans-les-tetes-et-dans-les-lieux_6058865_3232.html\" target=\"_blank\" rel=\"noopener\">\u00ab\u00a0La carte du vote am\u00e9ricain r\u00e9v\u00e8le deux mondes que tout s\u00e9pare et qui se trouvent, plus encore qu\u2019en\u00a02016, face \u00e0 face\u00a0\u00bb<\/a><\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Les grands centres urbains b\u00e9n\u00e9ficient de la mondialisation, avec des universit\u00e9s, des a\u00e9roports, une ouverture sur l\u2019international, des si\u00e8ges sociaux de grandes entreprises et des jobs bien pay\u00e9s, une population multiculturelle et tr\u00e8s dipl\u00f4m\u00e9e. Les habitants de la C\u00f4te est et de la C\u00f4te ouest des Etats-Unis ont coutume d\u2019appeler la partie centrale des Etats-Unis le <\/span><span class=\"s3\">\u00ab\u00a0Fly over country\u00a0\u00bb<\/span><span class=\"s2\">, \u00ab\u00a0le pays qu\u2019on survole\u00a0\u00bb. On pourrait dire la m\u00eame chose en France avec le train. La France p\u00e9riph\u00e9rique, c\u2019est le \u00ab\u00a0pays qu\u2019on traverse\u00a0\u00bb en TGV, pour aller d\u2019une m\u00e9tropole \u00e0 une autre. Toute une partie de cette France se sent rel\u00e9gu\u00e9e, d\u00e9poss\u00e9d\u00e9e et abandonn\u00e9e.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Par ailleurs, le niveau de dipl\u00f4me joue de plus en plus comme variable sociologique lourde des comportements \u00e9lectoraux. Aux Etats-Unis, on le voit nettement dans l\u2019\u00e9lectorat blanc. Trump fait 49\u00a0% chez les <\/span><span class=\"s3\">\u00ab\u00a0college graduate\u00a0\u00bb<\/span><span class=\"s2\"> (dipl\u00f4m\u00e9s du sup\u00e9rieur), mais 64\u00a0% chez les <\/span><span class=\"s3\">\u00ab\u00a0non college graduate\u00a0\u00bb<\/span><span class=\"s2\">. On retrouve tr\u00e8s clairement cette opposition dans les votes Le Pen et Macron, avec, derri\u00e8re, le clivage peuple-\u00e9lite, adeptes ou non d\u2019une soci\u00e9t\u00e9 plus ouverte, moins autoritaire, etc.<\/span><\/p>\n<p class=\"p2\"><span class=\"s4\">Comment expliquer les scores de Donald Trump\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Tout en conservant un profil anti-establishment, il s\u2019est coul\u00e9 dans l\u2019habit du candidat et la machine r\u00e9publicaine s\u2019est mise \u00e0 son service. Trump a ainsi r\u00e9ussi \u00e0 conserver l\u2019\u00e9lectorat r\u00e9publicain traditionnel, des ruraux mais aussi des gens ais\u00e9s, et y a ajout\u00e9 une nouvelle composante ouvri\u00e8re. Il a su agr\u00e9ger diff\u00e9rentes familles au sein de l\u2019archipel \u00e9lectoral am\u00e9ricain.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Les sondages \u00ab\u00a0sortie des urnes\u00a0\u00bb sont \u00e9clairants. Trump s\u2019est appuy\u00e9 sur un \u00e9lectorat interclassiste\u00a0: il fait le m\u00eame score chez ceux qui gagnent moins de 30\u00a0000\u00a0dollars <\/span><span class=\"s3\">[25\u00a0000\u00a0euros]<\/span><span class=\"s2\">\u00a0par an que parmi ceux qui en gagnent plus de 200\u00a0000. On a beaucoup parl\u00e9 de l\u2019\u00e9lectorat de la Rust Belt, anciennement d\u00e9mocrate, qui a bascul\u00e9, ou de l\u2019\u00e9lectorat rural, populaire et tr\u00e8s modeste, mais Trump a aussi des soutiens importants dans la partie la plus ais\u00e9e de la soci\u00e9t\u00e9 am\u00e9ricaine.<\/span><\/p>\n<p class=\"p5\"><span class=\"s5\">Le vote Trump serait en France quelque chose comme l\u2019alliage des \u00e9lectorats Fillon et Le Pen \u00e0 la derni\u00e8re pr\u00e9sidentielle<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">L\u2019\u00e9lectorat de Marine Le Pen est, au contraire, tr\u00e8s cliv\u00e9 sociologiquement. En\u00a02017, elle atteignait pr\u00e8s de 40\u00a0% chez les ouvriers, mais seulement 10\u00a0% chez les cadres et les professions lib\u00e9rales. Ce qui lui manque, c\u2019est cette capacit\u00e9 \u00e0 capter une partie de l\u2019\u00e9lectorat de droite traditionnel\u00a0; le vote Trump serait en France quelque chose comme l\u2019alliage des \u00e9lectorats Fillon et Le Pen \u00e0 la derni\u00e8re pr\u00e9sidentielle.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Trump arrive \u00e0 faire coexister une base tr\u00e8s populaire et ouvri\u00e8re, qui chez nous pourrait s\u2019apparenter \u00e0 l\u2019\u00e9lectorat frontiste, avec un \u00e9lectorat plus \u00e2g\u00e9, plus conservateur sur les m\u0153urs, et plus bourgeois socialement. Ce qui soude ces diff\u00e9rents \u00e9lectorats, c\u2019est une vision du monde, tr\u00e8s homog\u00e8ne, des valeurs communes qui expliquent ses scores tr\u00e8s \u00e9lev\u00e9s.<\/span><\/p>\n<p><img decoding=\"async\" class=\"alignnone size-medium wp-image-22694\" src=\"https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/76591199-EA2C-4B67-887B-5F64AA686DE6-300x148.jpeg\" alt=\"\" width=\"300\" height=\"148\" srcset=\"https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/76591199-EA2C-4B67-887B-5F64AA686DE6-300x148.jpeg 300w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/76591199-EA2C-4B67-887B-5F64AA686DE6-600x296.jpeg 600w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/76591199-EA2C-4B67-887B-5F64AA686DE6-768x379.jpeg 768w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/76591199-EA2C-4B67-887B-5F64AA686DE6.jpeg 800w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/><\/p>\n<p class=\"p2\"><span class=\"s4\">Il existe d\u2019autres diff\u00e9rences\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Dans nos soci\u00e9t\u00e9s vieillissantes, l\u2019\u00e2ge est un facteur tr\u00e8s important. Or, le vote en faveur de Trump augmente lin\u00e9airement avec l\u2019\u00e2ge des personnes interrog\u00e9es. Il obtient 35\u00a0% des voix parmi les moins de 30\u00a0ans, 45\u00a0% chez les 30-44\u00a0ans, 49\u00a0% chez les 50-64\u00a0ans, et 51\u00a0% chez les plus de 65\u00a0ans, o\u00f9 il est majoritaire. C\u2019est un profil d\u2019\u00e9lectorat de droite classique. Marine Le Pen, \u00e0 l\u2019inverse, r\u00e9alise des scores faibles chez les plus de 65\u00a0ans et obtient ses meilleurs r\u00e9sultats dans les tranches d\u2019\u00e2ge interm\u00e9diaires, chez ceux qui sont en \u00e2ge de travailler, les 25-50\u00a0ans. Il manque \u00e0 Mme\u00a0Le Pen une assise importante parmi les seniors, ce qui est un handicap majeur compte tenu du poids de cette tranche d\u2019\u00e2ge dans le corps \u00e9lectoral. Trump est par exemple populaire chez les retrait\u00e9s, notamment de Floride\u00a0: cet \u00e9lectorat-l\u00e0, en France, est soit chez Macron, soit chez Fillon<img fetchpriority=\"high\" decoding=\"async\" class=\"alignnone size-medium wp-image-22695\" src=\"https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/C44767FE-E8A4-49DF-9F1F-828B133B49DD-300x293.jpeg\" alt=\"\" width=\"300\" height=\"293\" srcset=\"https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/C44767FE-E8A4-49DF-9F1F-828B133B49DD-300x293.jpeg 300w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/C44767FE-E8A4-49DF-9F1F-828B133B49DD-600x587.jpeg 600w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/C44767FE-E8A4-49DF-9F1F-828B133B49DD-768x751.jpeg 768w, https:\/\/antilla-martinique.com\/wp-content\/uploads\/2021\/01\/C44767FE-E8A4-49DF-9F1F-828B133B49DD.jpeg 800w\" sizes=\"(max-width: 300px) 100vw, 300px\" \/><\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Autre diff\u00e9rence\u00a0: Trump capte 55\u00a0% de l\u2019\u00e9lectorat blanc, 12\u00a0% du vote des Afro-Am\u00e9ricains, et <a href=\"https:\/\/www.lemonde.fr\/international\/article\/2020\/11\/05\/elections-americaines-2020-le-vote-latino-decoit-les-democrates_6058595_3210.html\" target=\"_blank\" rel=\"noopener\">32\u00a0% de celui des Latinos<\/a>. Si sa base reste l\u2019\u00e9lectorat blanc, il parle \u00e0 une quantit\u00e9 non n\u00e9gligeable des Latinos (notamment en Floride et au Texas). Marine Le Pen fait, elle, des scores tr\u00e8s faibles dans l\u2019\u00e9lectorat issu de l\u2019immigration maghr\u00e9bine ou africaine.<\/span><\/p>\n<p class=\"p2\"><span class=\"s4\">Le poids de la religion joue-t-il \u00e9galement\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Le c\u0153ur nucl\u00e9aire de l\u2019\u00e9lectorat de Trump, ce sont effectivement les Blancs \u00e9vang\u00e9liques et les \u00ab\u00a0white born again\u00a0\u00bb, les reconvertis. Ils repr\u00e9sentent 27\u00a0% du corps \u00e9lectoral am\u00e9ricain et ont vot\u00e9 Trump \u00e0 76\u00a0%, soit pratiquement la moiti\u00e9 de son \u00e9lectorat. Trump a \u00ab\u00a0b\u00e9tonn\u00e9\u00a0\u00bb cet \u00e9lectorat en lui adressant de nombreux signaux\u00a0: nomination de juges conservateurs \u00e0 la Cour supr\u00eame, opposition \u00e0 l\u2019avortement et m\u00eame d\u00e9placement de l\u2019ambassade am\u00e9ricaine \u00e0 J\u00e9rusalem.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">L\u2019\u00e9lectorat lep\u00e9niste est, lui, tr\u00e8s d\u00e9confessionnalis\u00e9, s\u00e9cularis\u00e9. L\u2019\u00e9lectorat catholique pratiquant en France (10\u00a0% \u00e0 12\u00a0% des votants) demeure acquis \u00e0 la droite. Au premier tour <\/span><span class=\"s3\">[en\u00a02017]<\/span><span class=\"s2\">, 46\u00a0% d\u2019entre eux ont vot\u00e9 Fillon, contre seulement 15\u00a0% pour Le Pen. En s\u2019appuyant sur Marion Mar\u00e9chal, Marine Le Pen pourrait esp\u00e9rer mordre davantage sur une partie de cet \u00e9lectorat, conservateur sur le plan des m\u0153urs, mais elle resterait tr\u00e8s loin des performances de Trump.<\/span><\/p>\n<p class=\"p2\"><span class=\"s4\">Marine Le Pen pourrait-elle cependant approcher le score de Trump en\u00a02022\u00a0?<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">Elle a obtenu 34\u00a0% des voix au second tour en\u00a02017, contre 21\u00a0% au premier. Dans sa progression, 7 ou 8\u00a0points viennent de Fillon, 1 ou 2 de M\u00e9lenchon \u2013 il n\u2019y a quasiment pas d\u2019\u00e9lecteurs m\u00e9lenchonistes qui ont vot\u00e9 Le Pen \u2013 et 3 ou 4\u00a0points de Dupont-Aignan. Fran\u00e7ois Fillon faisait 20\u00a0%, elle a donc capt\u00e9 un gros tiers de son \u00e9lectorat. Pour l\u2019amener au score de Trump, il lui faut trouver 10\u00a0points de plus. Il lui faudrait siphonner toute la droite\u00a0: les retrait\u00e9s, une partie de l\u2019\u00e9lectorat des beaux quartiers, les catholiques pratiquants\u2026 On n\u2019y est pas du tout.<\/span><\/p>\n<p class=\"p2\"><span class=\"s2\">En\u00a02002, son p\u00e8re avait obtenu 18\u00a0% contre Chirac au second tour. En\u00a02017, elle a certes doubl\u00e9 ce score. Mais il lui faudrait encore produire le m\u00eame effort pour arriver \u00e0 50\u00a0%, ce qui repr\u00e9sente des millions de voix suppl\u00e9mentaires. Trump, aid\u00e9 par le syst\u00e8me bipartisan am\u00e9ricain, est parvenu \u00e0 f\u00e9d\u00e9rer des \u00e9lecteurs antisyst\u00e8me populaires avec un \u00e9lectorat \u00e9conomiquement beaucoup plus install\u00e9, mais qui, pour des raisons culturelles et id\u00e9ologiques, ne s\u2019y retrouve plus. Pour sch\u00e9matiser, en France, cela ressemblerait \u00e0 une alliance de La Manif pour tous et des \u00ab\u00a0gilets jaunes\u00a0\u00bb. De mon point de vue, c\u2019est hors de port\u00e9e de Marine Le Pen, en tout cas \u00e0 br\u00e8ve \u00e9ch\u00e9ance<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>J&eacute;r&ocirc;me Fourquet, de l&rsquo;IFOP, tire les le&ccedil;ons de l&rsquo;&eacute;lection pr&eacute;sidentielle am&eacute;ricaine et liste les diff&eacute;rences entre le pr&eacute;sident am&eacute;ricain battu et la pr&eacute;sidente du Rassemblement national. &nbsp;Propos recueillis par Franck Johann&egrave;s &lt;img src=&quot;&nbsp;&raquo;https:\/\/img.lemde.fr\/2020\/11\/10\/0\/0\/3643\/2346\/688\/0\/60\/0\/79c91eb_16777702-095114.jpg&nbsp;&raquo;&quot;&gt; Donald Trump lors d&rsquo;un meeting &eacute;lectoral,&nbsp;&agrave; l&rsquo;a&eacute;roport de Martinsburg, en Pennsylvanie,&nbsp;le 26 octobre. SAUL LOEB \/ AFP Pour J&eacute;r&ocirc;me Fourquet, directeur du<\/p>","protected":false},"author":33,"featured_media":22693,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_uf_show_specific_survey":0,"_uf_disable_surveys":false,"footnotes":"","rank_math_focus_keyword":"","rank_math_title":"","rank_math_description":"","rank_math_canonical_url":"","rank_math_robots":null,"rank_math_facebook_title":"","rank_math_facebook_description":"","rank_math_twitter_title":"","rank_math_twitter_description":""},"categories":[1],"tags":[],"class_list":["post-22692","post","type-post","status-publish","format-standard","has-post-thumbnail","category-non-classe"],"acf":[],"_links":{"self":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts\/22692","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/comments?post=22692"}],"version-history":[{"count":0,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts\/22692\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/media\/22693"}],"wp:attachment":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/media?parent=22692"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/categories?post=22692"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/tags?post=22692"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}