{"id":2648,"date":"2012-09-24T18:21:02","date_gmt":"2012-09-24T18:21:02","guid":{"rendered":"https:\/\/ncchpp.wpengine.com\/un-cadre-danalyse-de-politique-publique-guide-pratique\/"},"modified":"2023-07-05T16:08:58","modified_gmt":"2023-07-05T16:08:58","slug":"un-cadre-danalyse-de-politique-publique-guide-pratique","status":"publish","type":"post","link":"https:\/\/ccnpps-ncchpp.ca\/fr\/un-cadre-danalyse-de-politique-publique-guide-pratique\/","title":{"rendered":"Un cadre d\u2019analyse de politique publique &#8211; Guide pratique"},"content":{"rendered":"<p>[et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb3.22&Prime;][et_pb_row column_structure=\u00a0\u00bb3_4,1_4&Prime; _builder_version=\u00a0\u00bb3.27.4&Prime; background_size=\u00a0\u00bbinitial\u00a0\u00bb background_position=\u00a0\u00bbtop_left\u00a0\u00bb background_repeat=\u00a0\u00bbrepeat\u00a0\u00bb custom_margin=\u00a0\u00bb-61px|auto||auto||\u00a0\u00bb custom_padding=\u00a0\u00bb||0px|||\u00a0\u00bb][et_pb_column type=\u00a0\u00bb3_4&Prime; _builder_version=\u00a0\u00bb3.25&Prime; custom_padding=\u00a0\u00bb|||\u00a0\u00bb custom_padding__hover=\u00a0\u00bb|||\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb3.27.4&Prime; background_size=\u00a0\u00bbinitial\u00a0\u00bb background_position=\u00a0\u00bbtop_left\u00a0\u00bb background_repeat=\u00a0\u00bbrepeat\u00a0\u00bb hover_enabled=\u00a0\u00bb0&Prime; sticky_enabled=\u00a0\u00bb0&Prime;]<\/p>\n<p>Ce guide s&rsquo;adresse aux acteurs de la sant\u00e9 publique qui sont amen\u00e9s \u00e0 travailler sur les politiques publiques favorables \u00e0 la sant\u00e9, et qui souhaitent \u00eatre mieux outill\u00e9s pour r\u00e9pondre aux besoins d&rsquo;information des d\u00e9cideurs politiques afin d&rsquo;\u00e9clairer la prise de d\u00e9cision.<\/p>\n<p>Il aborde quatre questions :<\/p>\n<ul>\n<li>\u00c0 quelles politiques publiques ce cadre d&rsquo;analyse s&rsquo;applique-t-il?<\/li>\n<li>Dans quelles situations est-il utile?<\/li>\n<li>Sur quels aspects porte-t-il?<\/li>\n<li>Comment proc\u00e8de-t-on \u00e0 l&rsquo;analyse?<\/li>\n<\/ul>\n<p><a href=\"\/docs\/Guide_cadre_d'analyse_politiques_Fr.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Un cadre d\u2019analyse de politique publique &#8211; Guide pratique<\/a><br \/>14 pages<\/p>\n<p>[\/et_pb_text][\/et_pb_column][et_pb_column type=\u00a0\u00bb1_4&Prime; _builder_version=\u00a0\u00bb3.25&Prime; custom_padding=\u00a0\u00bb|||\u00a0\u00bb custom_padding__hover=\u00a0\u00bb|||\u00a0\u00bb][et_pb_image src=\u00a0\u00bbhttps:\/\/ccnpps-ncchpp.ca\/wp-content\/uploads\/2012\/09\/Guide_cadre_danalyse_politiques_Fr.jpg\u00a0\u00bb url=\u00a0\u00bbhttps:\/\/ccnpps-ncchpp.ca\/docs\/Guide_cadre_d&rsquo;analyse_politiques_Fr.pdf\u00a0\u00bb url_new_window=\u00a0\u00bbon\u00a0\u00bb _builder_version=\u00a0\u00bb4.9.1&Prime; max_width=\u00a0\u00bb100%\u00a0\u00bb custom_margin=\u00a0\u00bb2px||2px||false|false\u00a0\u00bb custom_padding=\u00a0\u00bb|||0px||\u00a0\u00bb custom_css_main_element=\u00a0\u00bbfilter: drop-shadow(2px 4px 6px black);||\t\t\t margin-left: 2px;\u00a0\u00bb border_radii=\u00a0\u00bbon|12px|12px|12px|12px\u00a0\u00bb border_color_all=\u00a0\u00bb#000000&Prime; src__hover_enabled=\u00a0\u00bboff|desktop\u00a0\u00bb][\/et_pb_image][\/et_pb_column][\/et_pb_row][\/et_pb_section]<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Ce court document propose une d\u00e9marche structur\u00e9e, bas\u00e9e sur un cadre d&rsquo;analyse qui part d&rsquo;une perspective de sant\u00e9 publique tout en int\u00e9grant d&rsquo;autres pr\u00e9occupations importantes pour la d\u00e9cision politique.<\/p>\n","protected":false},"author":1,"featured_media":2867,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"on","_et_pb_old_content":"Ce guide s'adresse aux acteurs de la sant\u00e9 publique qui sont amen\u00e9s \u00e0 travailler sur les politiques publiques favorables \u00e0 la sant\u00e9, et qui souhaitent \u00eatre mieux outill\u00e9s pour r\u00e9pondre aux besoins d'information des d\u00e9cideurs politiques afin d'\u00e9clairer la prise de d\u00e9cision.\r\n\r\nIl aborde quatre questions :\r\n\u2022 \u00c0 quelles politiques publiques ce cadre d'analyse s'applique-t-il?\r\n\u2022 Dans quelles situations est-il utile?\r\n\u2022 Sur quels aspects porte-t-il?\r\n\u2022 Comment proc\u00e8de-t-on \u00e0 l'analyse?\r\n<table>\r\n<tbody>\r\n<tr>\r\n<td><a href=\"\/docs\/Guide_cadre_d'analyse_politiques_Fr.pdf\" target=\"_blank\" rel=\"noopener noreferrer\">Un cadre d'analyse de politique publique ? Guide pratique<\/a>\r\n14 pages\r\n<img src=\"data:image\/jpg;base64,R0lGODlhEAAQAKIHAN3d3QAAAN0AAKqqqhEREYiIiLu7uwAAACH5BAEAAAcALAAAAAAQABAAAANLeBrcHioGQCslAr4NcA5CKIoTYRLgOE7VxrURYQ2DBUCKXBmFjR86yqBQg+UsBZ7lFzTUhrQBk8KLDguF3wRqozCvXW8MGxbnXI8EADsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA==\" alt=\"\" \/>\u00a0\u00a0584 Ko<\/td>\r\n<td><img style=\"height: 184px; width: 142px; border-color: #000080;\" 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alt=\"Image de la page couverture du document - cliquez pour t\u00e9l\u00e9charger\" usemap=\"#rade_img_map_ctl00_content_RadEditor1_0\" border=\"2\" \/><\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<strong>Maintenant disponible gratuitement : notre formation en ligne sur ce cadre d'analyse de politique publique.\u00a0 Pour en savoir plus, <a href=\"\/439\/Formation_en_ligne.ccnpps\">cliquez ici<\/a>.<\/strong>\r\n\r\n\u00c0 voir aussi, pour ceux qui souhaitent produire des synth\u00e8ses de connaissances guid\u00e9es par ce cadre d'analyse :\r\n\r\n<a href=\"\/184\/publications.ccnpps?id_article=535\">M\u00e9thode de synth\u00e8se de connaissances sur les politiques publiques<\/a>\r\n\r\n<a href=\"\/184\/Publications.ccnpps?id_article=577\">R\u00e9sum\u00e9 - M\u00e9thode de synth\u00e8se de connaissances sur les politiques publiques\r\n<\/a>\r\n\r\n\u00a0\r\n\r\n<map id=\"rade_img_map_ctl00_content_RadEditor1_0\" name=\"rade_img_map_ctl00_content_RadEditor1_0\"> <area 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