{"id":2193,"date":"2023-10-13T20:52:28","date_gmt":"2023-10-13T17:52:28","guid":{"rendered":"https:\/\/compra.uth.gr\/course\/modulo-1-experimentalismo-democracia-y-bienes-comunes-educativos\/"},"modified":"2023-10-13T21:17:01","modified_gmt":"2023-10-13T18:17:01","slug":"modulo-1-experimentalismo-democracia-y-bienes-comunes-educativos","status":"publish","type":"portfolio","link":"https:\/\/compra.uth.gr\/es\/course\/modulo-1-experimentalismo-democracia-y-bienes-comunes-educativos\/","title":{"rendered":"M\u00f3dulo 1. Experimentalismo, democracia y bienes comunes educativos"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"2193\" class=\"elementor elementor-2193 elementor-64\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-e5ae598 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"e5ae598\" data-element_type=\"section\">\r\n\t\t\r\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\r\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-9a08a03\" data-id=\"9a08a03\" data-element_type=\"column\">\r\n\t\t\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\r\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-321672e elementor-widget elementor-widget-image\" data-id=\"321672e\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"394\" height=\"1024\" src=\"https:\/\/compra.uth.gr\/wp-content\/uploads\/2018\/05\/module-1-394x1024.jpg\" class=\"attachment-large size-large wp-image-935\" alt=\"\" srcset=\"https:\/\/compra.uth.gr\/wp-content\/uploads\/2018\/05\/module-1-394x1024.jpg 394w, https:\/\/compra.uth.gr\/wp-content\/uploads\/2018\/05\/module-1-367x955.jpg 367w\" sizes=\"(max-width: 394px) 100vw, 394px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\r\n\t\t\t\t<\/div>\r\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-f54b01e\" data-id=\"f54b01e\" data-element_type=\"column\">\r\n\t\t\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\r\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-56ddb2c elementor-widget elementor-widget-video\" data-id=\"56ddb2c\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/youtu.be\\\/KP18kMe55Vc&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f29747e elementor-widget elementor-widget-toggle\" data-id=\"f29747e\" data-element_type=\"widget\" data-widget_type=\"toggle.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2541\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2541\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Lecci\u00f3n 1.1: M\u00fasica creativa en la educaci\u00f3n, creaci\u00f3n de significado colectivo experimental en entornos educativos<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2541\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2541\"><p><strong>Objetivo general<\/strong><\/p>\n<p>Familiarizar a los estudiantes con c\u00f3mo la m\u00fasica (y las artes en general) pueden funcionar como veh\u00edculo para cultivar un esp\u00edritu democr\u00e1tico en la educaci\u00f3n, a trav\u00e9s de pr\u00e1cticas en las que los enfoques experimentales y creativos de creaci\u00f3n musical se combinan con pr\u00e1cticas educativas inclusivas a trav\u00e9s de la lente de los bienes comunes.<\/p>\n<p><strong>Los resultados del aprendizaje<\/strong><\/p>\n<ul>\n<li>Comprender las principales caracter\u00edsticas del movimiento CMinED y el contexto de su surgimiento.<\/li>\n<li>Comprender c\u00f3mo las pr\u00e1cticas de CMinED se vinculan con la m\u00fasica experimental, contempor\u00e1nea e improvisada.<\/li>\n<li>Comprender c\u00f3mo la m\u00fasica creativa en la educaci\u00f3n cultiva la creaci\u00f3n de significado experimental y colectivo.<\/li>\n<li>Comprender c\u00f3mo las pr\u00e1cticas de CMinED est\u00e1n vinculadas a la filosof\u00eda de los bienes comunes.<\/li>\n<\/ul>\n<p><strong>Breve descripci\u00f3n<\/strong><\/p>\n<p>La lecci\u00f3n se centra en pr\u00e1cticas pasadas y contempor\u00e1neas que forman parte de la M\u00fasica Creativa en la Educaci\u00f3n (CMinED), un enfoque de la educaci\u00f3n musical que floreci\u00f3 desde mediados de la d\u00e9cada de 1950 en adelante, reuniendo discursos sobre educaci\u00f3n creativa, perspectivas del arte infantil y pr\u00e1cticas de m\u00fasica contempor\u00e1nea y experimental. Despu\u00e9s de familiarizarnos con aspectos del contexto educativo y musical donde est\u00e1 arraigado CMinED, recurriremos a ejemplos de c\u00f3mo la improvisaci\u00f3n libre experimental y las pr\u00e1cticas compositivas ofrecen oportunidades para buscar la creaci\u00f3n experimental de significado en la educaci\u00f3n. Esto nos llevar\u00e1 a examinar c\u00f3mo la m\u00fasica creativa y la educaci\u00f3n musical pueden crear avances para radicalizar el papel de la educaci\u00f3n musical y art\u00edstica como parte de perspectivas educativas comunes.<\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2542\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-2542\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Lecci\u00f3n 1.2: Pedagog\u00edas alternativas y pedagogos alternativos. El profesor como plebeyo<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2542\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-2542\"><p><strong>Objetivo general<\/strong><\/p>\n<p>Poner a los estudiantes en contacto con diferentes pedagog\u00edas alternativas y especialmente con la pedagog\u00eda orientada al procom\u00fan; Poner a los estudiantes en contacto con el enfoque de ense\u00f1anza de los bienes comunes.<\/p>\n<p><strong>Los resultados del aprendizaje<\/strong><\/p>\n<ul>\n<li>Relacionar la propia experiencia educativa con pedagog\u00edas alternativas.<\/li>\n<li>Establecer conexiones entre pedagog\u00edas alternativas y la superaci\u00f3n de las desigualdades sociales y educativas.<\/li>\n<li>Comprender c\u00f3mo se desarrollan pedagog\u00edas alternativas: colaboraci\u00f3n, inclusi\u00f3n, compartir y cuidar, experimentaci\u00f3n, intercambio y flexibilidad en lugar de desempe\u00f1o, competitividad, eficiencia y productividad.<\/li>\n<li>Avanzar en la comprensi\u00f3n de diferentes pedagog\u00edas alternativas, centr\u00e1ndose en los bienes comunes educativos.<\/li>\n<li>Vivir la educaci\u00f3n como un recurso com\u00fan cogestionado y coproducido por todas las personas implicadas en la educaci\u00f3n.<\/li>\n<li>Desafiar el modelo de ense\u00f1anza tradicional y entender la ense\u00f1anza como una pr\u00e1ctica com\u00fan<\/li>\n<\/ul>\n<p><strong>Breve descripci\u00f3n<\/strong><\/p>\n<p>A partir de una reflexi\u00f3n colectiva sobre la educaci\u00f3n y la experiencia escolar, reflexionaremos sobre las caracter\u00edsticas del modelo educativo tradicional basado en el logro individual, la competitividad y el mercado, e identificaremos la violencia simb\u00f3lica que implica. A partir de all\u00ed abordaremos las pedagog\u00edas alternativas y la idea de los docentes como plebeyos.<\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fdbd7e0 elementor-widget elementor-widget-text-editor\" data-id=\"fdbd7e0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><a href=\"https:\/\/elearning.compraecs.eu\/course\/view.php?id=3\"><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" alt=\"\"><\/a><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\r\n\t\t\t\t<\/div>\r\n\t\t\t\t\t<\/div>\r\n\t\t\t\t<\/section>\r\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6f71c7f elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6f71c7f\" data-element_type=\"section\">\r\n\t\t\r\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\r\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-820a408\" data-id=\"820a408\" data-element_type=\"column\">\r\n\t\t\t\t\t<div class=\"elementor-widget-wrap\">\r\n\t\t\t\t\t\t\t\t\t<\/div>\r\n\t\t\t\t<\/div>\r\n\t\t\t\t\t<\/div>\r\n\t\t\t\t<\/section>\r\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<div class=\"thumb-info-price\">$585<\/div>\n<ul class=\"nav text-sm\">\n<li><a href=\"#\"><i class=\"fa fa-user text-color-primary\"><\/i> John Doe<\/a><\/li>\n<li class=\"ml-3\"><i class=\"far fa-clock text-color-primary\"><\/i> 48 Horas<\/li>\n<\/ul>\n","protected":false},"featured_media":1579,"comment_status":"open","ping_status":"closed","template":"","meta":{"content-type":"","footnotes":""},"portfolio_cat":[48],"portfolio_skills":[],"class_list":["post-2193","portfolio","type-portfolio","status-publish","has-post-thumbnail","hentry","portfolio_cat-sociologia-de-la-educacion-juventud-y-infancia"],"_links":{"self":[{"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio\/2193","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio"}],"about":[{"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/types\/portfolio"}],"replies":[{"embeddable":true,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/comments?post=2193"}],"version-history":[{"count":2,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio\/2193\/revisions"}],"predecessor-version":[{"id":2205,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio\/2193\/revisions\/2205"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/media\/1579"}],"wp:attachment":[{"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/media?parent=2193"}],"wp:term":[{"taxonomy":"portfolio_cat","embeddable":true,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio_cat?post=2193"},{"taxonomy":"portfolio_skills","embeddable":true,"href":"https:\/\/compra.uth.gr\/es\/wp-json\/wp\/v2\/portfolio_skills?post=2193"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}