{"id":303,"date":"2023-05-02T23:26:47","date_gmt":"2023-05-02T21:26:47","guid":{"rendered":"https:\/\/equiteisme.com\/?page_id=303"},"modified":"2023-05-03T01:05:10","modified_gmt":"2023-05-02T23:05:10","slug":"manifeste-pour-lequiteisme","status":"publish","type":"page","link":"https:\/\/equiteisme.com\/index.php\/manifeste-pour-lequiteisme\/","title":{"rendered":"Manifeste pour l&#8217;\u00e9quit\u00e9isme"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"303\" class=\"elementor elementor-303\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-c47ec5b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"c47ec5b\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-6dfc8e4\" data-id=\"6dfc8e4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-fb10f67 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"fb10f67\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/equiteisme.com\/wp-content\/uploads\/2023\/05\/Augustin-Sersiron-Manifeste-pour-lequiteisme.pdf\" t=\"Elementor\" id=\"https:\/\/equiteisme.com\/wp-content\/uploads\/2023\/05\/Augustin-Sersiron-Manifeste-pour-lequiteisme.pdf\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon elementor-align-icon-left\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-file-download\"><\/i>\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"elementor-button-text\">T\u00e9l\u00e9charger le manifeste<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b92f1f9 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b92f1f9\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f39abee\" data-id=\"f39abee\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-02fffc1 elementor-widget elementor-widget-text-editor\" data-id=\"02fffc1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.16.0 - 17-10-2023 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9050f84 elementor-widget elementor-widget-text-editor\" data-id=\"9050f84\" 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<p><!-- [if !mso]><\/p>\n<style>\nv\\:* {behavior:url(#default#VML);}<br \/>o\\:* {behavior:url(#default#VML);}<br \/>w\\:* {behavior:url(#default#VML);}<br \/>.shape {behavior:url(#default#VML);}<br \/><\/style>\n<p><![endif]--><!-- [if gte mso 9]><xml><br \/> <o:OfficeDocumentSettings><br \/>  <o:AllowPNG\/><br \/> <\/o:OfficeDocumentSettings><br \/><\/xml><![endif]--><!-- [if gte mso 9]><xml><br \/> <w:WordDocument><br \/>  <w:View>Normal<\/w:View><br \/>  <w:Zoom>0<\/w:Zoom><br \/>  <w:TrackMoves>false<\/w:TrackMoves><br \/>  <w:TrackFormatting\/><br \/>  <w:HyphenationZone>21<\/w:HyphenationZone><br \/>  <w:PunctuationKerning\/><br \/>  <w:ValidateAgainstSchemas\/><br \/>  <w:SaveIfXMLInvalid>false<\/w:SaveIfXMLInvalid><br \/>  <w:IgnoreMixedContent>false<\/w:IgnoreMixedContent><br \/>  <w:AlwaysShowPlaceholderText>false<\/w:AlwaysShowPlaceholderText><br \/>  <w:DoNotPromoteQF\/><br \/>  <w:LidThemeOther>FR<\/w:LidThemeOther><br \/>  <w:LidThemeAsian>X-NONE<\/w:LidThemeAsian><br \/>  <w:LidThemeComplexScript>X-NONE<\/w:LidThemeComplexScript><br \/>  <w:Compatibility><br \/>   <w:BreakWrappedTables\/><br \/>   <w:SnapToGridInCell\/><br \/>   <w:WrapTextWithPunct\/><br \/>   <w:UseAsianBreakRules\/><br \/>   <w:DontGrowAutofit\/><br \/>   <w:SplitPgBreakAndParaMark\/><br \/>   <w:EnableOpenTypeKerning\/><br \/>   <w:DontFlipMirrorIndents\/><br \/>   <w:OverrideTableStyleHps\/><br \/>  <\/w:Compatibility><br \/>  <m:mathPr><br \/>   <m:mathFont m:val=\"Cambria Math\"\/><br \/>   <m:brkBin m:val=\"before\"\/><br \/>   <m:brkBinSub m:val=\"&#45;-\"\/><br \/>   <m:smallFrac m:val=\"off\"\/><br \/>   <m:dispDef\/><br \/>   <m:lMargin m:val=\"0\"\/><br \/>   <m:rMargin m:val=\"0\"\/><br \/>   <m:defJc m:val=\"centerGroup\"\/><br \/>   <m:wrapIndent m:val=\"1440\"\/><br \/>   <m:intLim m:val=\"subSup\"\/><br \/>   <m:naryLim m:val=\"undOvr\"\/><br \/>  <\/m:mathPr><\/w:WordDocument><br \/><\/xml><![endif]--><!-- [if gte mso 9]><xml><br \/> <w:LatentStyles DefLockedState=\"false\" DefUnhideWhenUsed=\"false\" DefSemiHidden=\"false\" DefQFormat=\"false\" DefPriority=\"99\" LatentStyleCount=\"376\"><br \/>  <w:LsdException Locked=\"false\" Priority=\"0\" QFormat=\"true\" Name=\"Normal\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" QFormat=\"true\" Name=\"heading 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 7\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 8\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"9\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"heading 9\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 6\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 7\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 8\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index 9\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 7\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 8\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toc 9\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Normal Indent\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"footnote text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"annotation text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"header\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"footer\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"index heading\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"35\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"caption\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"table of figures\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"envelope address\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"envelope return\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"footnote reference\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"annotation reference\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"line number\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"page number\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"endnote reference\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"endnote text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"table of authorities\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"macro\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"toa heading\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Bullet\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Number\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Bullet 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Bullet 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Bullet 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Bullet 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Number 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Number 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Number 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Number 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"10\" QFormat=\"true\" Name=\"Title\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Closing\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Signature\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"1\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Default Paragraph Font\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text Indent\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Continue\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Continue 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Continue 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Continue 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"List Continue 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Message Header\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"11\" QFormat=\"true\" Name=\"Subtitle\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Salutation\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Date\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text First Indent\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text First Indent 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Note Heading\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text Indent 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Body Text Indent 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Block Text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Hyperlink\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"FollowedHyperlink\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"22\" QFormat=\"true\" Name=\"Strong\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"20\" QFormat=\"true\" Name=\"Emphasis\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Document Map\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Plain Text\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"E-mail Signature\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Top of Form\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Bottom of Form\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Normal (Web)\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Acronym\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Address\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Cite\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Code\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Definition\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Keyboard\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Preformatted\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Sample\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Typewriter\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"HTML Variable\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Normal Table\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"annotation subject\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"No List\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Outline List 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Outline List 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Outline List 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Simple 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Simple 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Simple 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Classic 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Classic 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Classic 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Classic 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Colorful 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Colorful 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Colorful 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Columns 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Columns 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Columns 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Columns 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Columns 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 6\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 7\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Grid 8\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 4\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 5\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 6\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 7\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table List 8\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table 3D effects 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table 3D effects 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table 3D effects 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Contemporary\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Elegant\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Professional\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Subtle 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Subtle 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Web 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Web 2\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Web 3\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Balloon Text\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" Name=\"Table Grid\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Table Theme\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" Name=\"Placeholder Text\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"1\" QFormat=\"true\" Name=\"No Spacing\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" Name=\"Revision\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"34\" QFormat=\"true\" Name=\"List Paragraph\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"29\" QFormat=\"true\" Name=\"Quote\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"30\" QFormat=\"true\" Name=\"Intense Quote\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"19\" QFormat=\"true\" Name=\"Subtle Emphasis\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"21\" QFormat=\"true\" Name=\"Intense Emphasis\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"31\" QFormat=\"true\" Name=\"Subtle Reference\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"32\" QFormat=\"true\" Name=\"Intense Reference\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"33\" QFormat=\"true\" Name=\"Book Title\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"37\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Bibliography\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"39\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" QFormat=\"true\" Name=\"TOC Heading\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"41\" Name=\"Plain Table 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"42\" Name=\"Plain Table 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"43\" Name=\"Plain Table 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"44\" Name=\"Plain Table 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"45\" Name=\"Plain Table 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"40\" Name=\"Grid Table Light\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"Grid Table 1 Light Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"Grid Table 6 Colorful Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"Grid Table 7 Colorful Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 1\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 2\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 3\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 4\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 5\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" Priority=\"52\" Name=\"List Table 7 Colorful Accent 6\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Mention\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Smart Hyperlink\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Hashtag\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Unresolved Mention\"\/><br \/>  <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\" Name=\"Smart Link\"\/><br \/> <\/w:LatentStyles><br \/><\/xml><![endif]--><!-- [if gte mso 10]><\/p>\n<style>\n \/* Style Definitions *\/<br \/> table.MsoNormalTable<br \/>\t{mso-style-name:\"Tableau Normal\";<br \/>\tmso-tstyle-rowband-size:0;<br \/>\tmso-tstyle-colband-size:0;<br \/>\tmso-style-noshow:yes;<br \/>\tmso-style-priority:99;<br \/>\tmso-style-parent:\"\";<br \/>\tmso-padding-alt:0cm 5.4pt 0cm 5.4pt;<br \/>\tmso-para-margin-top:0cm;<br \/>\tmso-para-margin-right:0cm;<br \/>\tmso-para-margin-bottom:8.0pt;<br \/>\tmso-para-margin-left:0cm;<br \/>\tline-height:107%;<br \/>\tmso-pagination:widow-orphan;<br \/>\tfont-size:11.0pt;<br \/>\tfont-family:\"Calibri\",sans-serif;<br \/>\tmso-ascii-font-family:Calibri;<br \/>\tmso-ascii-theme-font:minor-latin;<br \/>\tmso-hansi-font-family:Calibri;<br \/>\tmso-hansi-theme-font:minor-latin;<br \/>\tmso-bidi-font-family:\"Times New Roman\";<br \/>\tmso-bidi-theme-font:minor-bidi;<br \/>\tmso-font-kerning:1.0pt;<br \/>\tmso-ligatures:standardcontextual;<br \/>\tmso-fareast-language:EN-US;}<br \/><\/style>\n<p><![endif]--><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Face \u00e0 l\u2019urgence d\u2019un monde en crise \u00e9conomique, sociale, politique, sanitaire, \u00e9nerg\u00e9tique, environnementale et g\u00e9opolitique, chacun sent la n\u00e9cessit\u00e9 de rompre avec l\u2019ordre existant, et l\u2019on entend sans cesse l\u2019appel \u00e0 rechercher un \u00ab\u00a0nouveau mod\u00e8le\u00a0\u00bb qui tarde pourtant \u00e0 se pr\u00e9ciser. Il faudra bien s\u00fbr remettre en cause la financiarisation et la mondialisation sans frein qui ont priv\u00e9 la puissance publique de toute capacit\u00e9 de r\u00e9gulation\u00a0: en permettant au capital de mettre les Etats en concurrence sur le plan fiscal, social ou environnemental, l\u2019ordre actuel a fait de lui le v\u00e9ritable souverain, minant la confiance dans les institutions politiques, m\u00e9diatiques, syndicales, scientifiques ou encore m\u00e9dicales. Mais un retour au capitalisme r\u00e9gul\u00e9 des Trente Glorieuses (politiques budg\u00e9taires et mon\u00e9taires de relance keyn\u00e9sienne, protectionnisme, planification, nationalisations, circuit du Tr\u00e9sor, am\u00e9nagement du territoire, d\u00e9veloppement des services publics et de la S\u00e9curit\u00e9 sociale, etc.) ne suffira pas \u00e0 relever les d\u00e9fis sociaux et \u00e9cologiques de notre temps\u00a0: il n\u2019est plus aujourd\u2019hui question d\u2019accommodements (toujours r\u00e9versibles\u00a0!) avec le capitalisme, mais de fondation d\u2019un nouveau r\u00e9gime \u00e9conomique v\u00e9ritablement (et d\u00e9finitivement) post-capitaliste. L\u2019\u00e9quit\u00e9isme est une proposition qui permet de rompre avec le capitalisme sans revenir \u00e0 l\u2019\u00e9conomie enti\u00e8rement administr\u00e9e de type sovi\u00e9tique.<\/span><\/p><p style=\"text-indent: 35.4pt;\">Depuis un si\u00e8cle et demi, la plupart des critiques du capitalisme sont fond\u00e9es sur une approche marxiste, qui a inspir\u00e9 les r\u00e9gimes dits de \u00ab\u00a0communisme r\u00e9el\u00a0\u00bb en URSS puis dans de nombreux autres pays \u2013 encore aujourd\u2019hui en Chine, au Vietnam ou \u00e0 Cuba, par exemple. Si ces r\u00e9gimes ont souvent obtenu des r\u00e9sultats spectaculaires en mati\u00e8re de d\u00e9veloppement industriel acc\u00e9l\u00e9r\u00e9, de hausse du niveau \u00e9ducatif ou de gains d\u2019esp\u00e9rance de vie (ce qui s\u2019est traduit par des indice de d\u00e9veloppement humain qui contrastent avec nombre de pays non-communistes pi\u00e9g\u00e9s dans le sous-d\u00e9veloppement), ils ont aussi subi des revers \u00e9conomiques bien connus et, surtout, n\u2019accordent pas \u00e0 la libert\u00e9 humaine la dignit\u00e9 qui lui revient. Est-ce une raison pour abandonner toute critique du capitalisme\u00a0? A l\u2019\u00e9vidence non\u00a0! Nul besoin d\u2019\u00eatre marxiste pour s\u2019opposer \u00e0 ce r\u00e9gime injuste, producteur d\u2019in\u00e9galit\u00e9s sans limites, de pauvret\u00e9, de recul des droits sociaux, de casse des services publics, de saccage de l\u2019environnement, de corruption des m\u00e9dias et de la d\u00e9mocratie, etc. Le capitalisme est profond\u00e9ment incompatible avec la doctrine marxiste des r\u00e9gimes communistes, mais il l\u2019est tout autant avec la philosophie politique <i>lib\u00e9rale-\u00e9galitaire<\/i> qui est au fondement de nos d\u00e9mocraties (c\u2019est-\u00e0-dire de la souverainet\u00e9 populaire, mais aussi des Droits de l\u2019Homme, y compris des droits sociaux)<a style=\"mso-footnote-id: ftn1;\" title=\"\" href=\"#_ftn1\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[1]<\/span><\/span><\/a>.<\/p><p><span style=\"mso-tab-count: 1;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>Le r\u00e9gime <i>capitaliste<\/i> consacre le pouvoir des milliardaires, puisqu\u2019il place au centre de l\u2019\u00e9conomie le <i>capital<\/i>, ce rapport social par lequel l\u2019argent produit de l\u2019argent et devient une fin en soi, objet d\u2019accumulation sans limite. Le r\u00e9gime <i>communiste <\/i>\u00e9crase quant \u00e0 lui la libert\u00e9 individuelle puisqu\u2019il vise la mise en <i>commun <\/i>de toute richesse, sans aucune place pour la propri\u00e9t\u00e9 priv\u00e9e et la libert\u00e9 contractuel, rempla\u00e7ant le march\u00e9 concurrentiel par une \u00e9conomie enti\u00e8rement ou tr\u00e8s lourdement administr\u00e9e. L\u2019<i>\u00e9quit\u00e9isme<\/i> est pour sa part centr\u00e9 sur le respect de <i>l\u2019\u00e9quit\u00e9<\/i>, une forme de justice sociale qui consiste \u00e0 traiter chaque citoyen de mani\u00e8re \u00e9quitable, en rendant leurs justes places \u00e0 la sph\u00e8re individuelle et \u00e0 l\u2019Etat, mais aussi et surtout aux institutions communes qui permettent d\u2019articuler initiative individuelle et collective. L\u2019\u00e9quit\u00e9isme est une \u00e9conomie de march\u00e9 post-capitaliste\u00a0: c\u2019est donc un mod\u00e8le enti\u00e8rement nouveau, \u00e0 la fois authentiquement lib\u00e9ral<b> <\/b>et r\u00e9solument anticapitaliste.<\/p><p style=\"text-indent: 35.4pt;\">En pratique, comment rompre avec le capitalisme sans renoncer \u00e0 la libert\u00e9 individuelle\u00a0? Non pas en r\u00e8glementant les comportements individuels et les contrats priv\u00e9s, en administrant les prix et les salaires ou en \u00e9tatisant la production, mais plut\u00f4t en r\u00e9formant radicalement les <i>institutions<\/i> \u00e9conomiques fondamentales\u00a0: la monnaie qui permet la circulation de la richesse, l\u2019entreprise qui permet sa production et l\u2019h\u00e9ritage qui permet sa transmission. Ces dispositifs ne proc\u00e8dent pas d\u2019abord de la libert\u00e9 individuelle\u00a0: ils sont fond\u00e9s par l\u2019Etat, qui les instaure en d\u00e9finissant de mani\u00e8re performative leur cadre juridique, et qui les met \u00e0 disposition de la soci\u00e9t\u00e9 civile afin que celle-ci se structure dans une relative autonomie par rapport \u00e0 la puissance publique. Mais loin d\u2019\u00eatre orient\u00e9es au service de l\u2019int\u00e9r\u00eat g\u00e9n\u00e9ral et de la justice sociale, ces institutions sont aujourd\u2019hui plac\u00e9es sous l\u2019emprise du capital et subordonn\u00e9es \u00e0 une logique d\u2019accumulation sans limite, au service d\u2019une classe tr\u00e8s minoritaire et au d\u00e9triment de la majorit\u00e9 de la population. La monnaie est aujourd\u2019hui cr\u00e9\u00e9e par les banquiers \u00e0 travers la dette, l\u2019entreprise est aujourd\u2019hui soumise aux actionnaires et \u00e0 leur qu\u00eate de profit sans borne, et l\u2019h\u00e9ritage est aujourd\u2019hui essentiellement un ressort de la concentration interg\u00e9n\u00e9rationnelle du capital, facteur d\u2019une incroyable in\u00e9galit\u00e9 des chances.<\/p><p style=\"text-indent: 35.4pt;\">Pour sortir du capitalisme, l\u2019\u00e9quit\u00e9isme remplace la monnaie bancaire par la <i>monnaie libre<\/i>, l\u2019entreprise actionnariale par l\u2019<i>entreprise partenariale <\/i>et l\u2019h\u00e9ritage lignager par l\u2019<i>h\u00e9ritage universel<\/i>. Concr\u00e8tement, la monnaie est cr\u00e9\u00e9e par la puissance publique en dehors de toute dette (permettant de financer d\u00e9mocratiquement, par 60 milliards d\u2019euros de subventions annuelles, la bifurcation \u00e9cologique et sociale), l\u2019entreprise n\u2019appartient plus aux apporteurs de capitaux mais est gouvern\u00e9e coll\u00e9gialement par des repr\u00e9sentants de toutes les parties prenantes (permettant un juste partage de la valeur ajout\u00e9 et une r\u00e9duction structurelle des externalit\u00e9s n\u00e9gatives de la production sur l\u2019environnement et la sant\u00e9 des travailleurs et des consommateurs), l\u2019h\u00e9ritage laiss\u00e9 par tous les citoyens d\u00e9c\u00e9d\u00e9s au cours d\u2019une ann\u00e9e est r\u00e9parti \u00e0 parts \u00e9gales entre tous ceux qui atteignent la majorit\u00e9 dans la m\u00eame p\u00e9riode (finan\u00e7ant<i> <\/i>une dotation initiale de 150\u00a0000 \u00e0 200\u00a0000\u00a0\u20ac par personne qui assure l\u2019\u00e9galit\u00e9 des chances et \u00e9radique la mis\u00e8re).<\/p><p style=\"text-indent: 35.4pt;\">\u00a0Ainsi, on d\u00e9mant\u00e8le m\u00e9thodiquement l\u2019emprise du capital sur les institutions fondamentales de notre r\u00e9gime \u00e9conomique, tout en maintenant la propri\u00e9t\u00e9 priv\u00e9e et l\u2019\u00e9conomie de march\u00e9 en libre concurrence (c\u2019est-\u00e0-dire avec libert\u00e9 d\u2019entreprendre, mais aussi libre fixation des prix et de la qualit\u00e9 des produits). Sans exclure les indispensables interventions directes de l\u2019Etat (services publics, r\u00e8glementations minimales, politiques de r\u00e9gulation conjoncturelle \u2013 budg\u00e9taire et mon\u00e9taire \u2013 ou structurelle \u2013 industrielle, commerciale, d\u2019am\u00e9nagement du territoire\u2026) ou de la S\u00e9curit\u00e9 sociale (retraites, assurance ch\u00f4mage, assurance maladie, allocations familiales\u2026), le maximum d\u2019autonomie est laiss\u00e9 \u00e0 la soci\u00e9t\u00e9 civile, le d\u00e9passement du capitalisme reposant non sur sa mise sous tutelle publique, mais sur la r\u00e9forme des institutions dont l\u2019Etat la dote pour son auto-organisation. L\u2019\u00e9quit\u00e9isme est donc bien un mod\u00e8le anticapitaliste authentiquement lib\u00e9ral.<\/p><p style=\"text-indent: 35.4pt;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p><h1 style=\"text-align: center;\" align=\"center\">\u00a0<\/h1><div>\u00a0<\/div><h1 style=\"text-align: center;\" align=\"center\"><b>La monnaie libre<\/b><\/h1><p><span style=\"mso-tab-count: 1;\">\u00a0<\/span><\/p><p><span style=\"mso-tab-count: 1;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>Le premier pilier de l\u2019\u00e9quit\u00e9isme \u2013 la monnaie libre \u2013 est une r\u00e9forme un peu technique, mais absolument d\u00e9cisive.<\/p><p style=\"text-indent: 35.4pt;\">La monnaie est une institution collective qui permet \u00e0 chacun d\u2019exprimer la valeur des biens dans un langage commun (en affichant ses prix ou en faisant sa comptabilit\u00e9 en euros, par exemple) et de faire des transactions avec un moyen de paiement universellement accept\u00e9\u00a0: sur le territoire de la communaut\u00e9 mon\u00e9taire, les euros doivent obligatoirement \u00eatre accept\u00e9s par les commer\u00e7ants comme moyen de paiement des achats, par les salari\u00e9s comme moyen de paiement des salaires, et par tout un chacun comme moyen de r\u00e9gler une dette, de m\u00eame qu\u2019il est accept\u00e9 par le fisc pour le r\u00e8glement des imp\u00f4ts ou des amendes. C\u2019est cette institution commune, ce collectif pr\u00e9sent au c\u0153ur de chaque \u00e9change bilat\u00e9ral entre deux agents individuels, qui permet l\u2019\u00e9conomie de march\u00e9 et tous les transferts mon\u00e9taires non marchands (imp\u00f4ts, cotisations, allocations, dons, etc.). Or cette institution commune est aujourd\u2019hui privatis\u00e9e. En effet, comme tout \u00e9tudiant en \u00e9conomie le d\u00e9couvre d\u00e8s la Licence, la monnaie n\u2019est pas cr\u00e9\u00e9e par la \u00ab\u00a0planche \u00e0 billets\u00a0\u00bb de la Banque centrale contrairement \u00e0 ce que croient la plupart des gens\u00a0: dans notre r\u00e9gime actuel, elle est cr\u00e9\u00e9e non pas par la puissance publique, mais par les banques priv\u00e9es, lorsque celles-ci<br \/>octroient des pr\u00eats \u00e0 int\u00e9r\u00eats.<\/p><p style=\"text-indent: 35.4pt;\">En effet, l\u2019essentiel de la masse mon\u00e9taire existe aujourd\u2019hui sous forme scripturale\u00a0(les d\u00e9p\u00f4ts \u00e0 vue inscrits sur les comptes courants que les agents ont \u00e0 la banque), et ces unit\u00e9s de valeur immat\u00e9rielles sont cr\u00e9\u00e9es <i>ex nihilo<\/i> par un simple jeu d\u2019\u00e9criture comptable par les banquiers lorsqu\u2019ils accordent un cr\u00e9dit \u00e0 un m\u00e9nage ou \u00e0 une entreprise, ou qu\u2019ils ach\u00e8tent un actif sur les march\u00e9s financiers. Ainsi, quand on lui emprunte de l\u2019argent, la banque n\u2019a pas besoin de mobiliser une \u00e9pargne pr\u00e9alable\u00a0: en inscrivant la somme pr\u00eat\u00e9e sur notre compte courant, elle cr\u00e9e v\u00e9ritablement \u00e0 partir de rien des encaisses mon\u00e9taires qui n\u2019existaient pas l\u2019instant d\u2019avant, et qui seront d\u00e9truites lorsqu\u2019on les remboursera. Cela ne signifie pas que la banque peut cr\u00e9er de la monnaie sans aucune limite ni contrainte<a style=\"mso-footnote-id: ftn2;\" title=\"\" href=\"#_ftn2\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; mso-bidi-font-size: 11.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[2]<\/span><\/span><\/a>, mais cela implique tout de m\u00eame que le pouvoir de cr\u00e9er la monnaie est d\u00e9l\u00e9gu\u00e9 \u00e0 des banques priv\u00e9es, qui l\u2019emploient dans un unique but\u00a0: le profit.<\/p><p style=\"text-indent: 35.4pt;\">Toute cr\u00e9ation mon\u00e9taire se fait en contrepartie d\u2019une dette, d\u2019une cr\u00e9ance que la banque ach\u00e8te en cr\u00e9ant des encaisses \u00e0 destination de l\u2019emprunteur, et qui constitue pour elle un capital (un actif qui rapporte des int\u00e9r\u00eats). Autrement dit, chaque fois qu\u2019un banquier cr\u00e9e 1\u20ac de monnaie pour financer l\u2019\u00e9conomie, 1\u20ac de dette suppl\u00e9mentaire est fabriqu\u00e9 \u2013 ce qui n\u2019est pas sans poser probl\u00e8me \u00e0 une \u00e9poque de surendettement public et priv\u00e9 g\u00e9n\u00e9ralis\u00e9. Du fait du fonctionnement comptable actuel de la cr\u00e9ation mon\u00e9taire, il faut que des agents \u00e9conomiques (m\u00e9nages, entreprises, acteurs publics) deviennent d\u00e9biteurs des banquiers pour que la monnaie (indispensable \u00e0 l\u2019\u00e9conomie) soit cr\u00e9\u00e9e\u2026 Et chaque fois, le banquier s\u2019enrichit. Au-del\u00e0 des in\u00e9galit\u00e9s de richesse que ce mode d\u2019\u00e9mission alimente, c\u2019est un pouvoir exorbitant qui est conf\u00e9r\u00e9 \u00e0 des puissances priv\u00e9es, qui se sont ainsi accapar\u00e9 une institution collective qu\u2019elles soumettent enti\u00e8rement \u00e0 leur logique de profit. Ainsi, la cr\u00e9ation mon\u00e9taire n\u00e9cessaire au bon fonctionnement de l\u2019\u00e9conomie ne peut financer les activit\u00e9s sociales ou \u00e9cologiques m\u00eame les plus indispensables d\u00e8s lors que celles-ci ne g\u00e9n\u00e8rent pas une rentabilit\u00e9 financi\u00e8re pour le banquier.<\/p><p style=\"text-indent: 35.4pt;\">La monnaie libre \u2013 lib\u00e9r\u00e9e de l\u2019emprise des banquiers et du march\u00e9 de la dette \u2013 restitue le pouvoir de cr\u00e9ation mon\u00e9taire \u00e0 la puissance publique, en vue de l\u2019int\u00e9r\u00eat g\u00e9n\u00e9ral et en dehors de toute dette. Ainsi, un Institut d\u2019Emission d\u00e9cide \u00e0 l\u2019\u00e9chelle macro\u00e9conomique du volume de cr\u00e9ation mon\u00e9taire n\u00e9cessaire \u00e0 chaque p\u00e9riode au maintien du plein-emploi et de la stabilit\u00e9 des prix, puis ces nouvelles encaisses sont mises \u00e0 disposition des agents \u00e9conomiques par simple<br \/>attribution\u00a0: non par des pr\u00eats, mais par subvention, sans contrepartie comptable. Qui b\u00e9n\u00e9ficiera de ces subventions\u00a0? Tout agent (acteur public local ou national, entreprise, m\u00e9nage, association\u2026) porteur d\u2019un projet d\u2019investissement r\u00e9pondant \u00e0 une grille de crit\u00e8res fix\u00e9e d\u00e9mocratiquement, par exemple dans le cadre d\u2019un programme de reconstruction sociale, \u00e9cologique, sanitaire et patrimonial adopt\u00e9 par le parlement ou par le gouvernement, et permettant d\u2019identifier les investissements strat\u00e9giques \u00e0 financer (d\u00e9carbonation de processus industriels, isolation thermique des logements, construction d\u2019h\u00f4pitaux, de lignes de chemin de fer, d\u2019\u00e9coles, de maternit\u00e9s, de centrales d\u2019\u00e9nergie renouvelable, de mus\u00e9es, etc.).<\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%;\">Dans le cas fran\u00e7ais, en imaginant que la masse mon\u00e9taire augmente de 4\u00a0% par an (cible tr\u00e8s raisonnable en dehors des \u00e9pisodes inflationnistes d\u2019origine mon\u00e9taire), cela repr\u00e9sente un montant annuel de 60 milliards d\u2019euros \u00e0 consacrer sous forme de subventions aux investissements strat\u00e9giques. Concr\u00e8tement, la r\u00e9partition fine de l\u2019enveloppe disponible au plus pr\u00e8s des besoins requiert un maillage territorial serr\u00e9 d\u2019organismes capables de s\u00e9lectionner les meilleurs projets. Il faut donc mettre en place un r\u00e9seau de Caisses D\u00e9partementales du D\u00e9veloppement Durable (CDDD), dont la gouvernance inclurait l\u2019ensemble des parties prenantes du territoire : \u00e9lus locaux, Chambres du Commerce et de l\u2019Industrie, antenne locale de la Caisse des D\u00e9p\u00f4ts et Consignations, f\u00e9d\u00e9rations syndicales, associations citoyennes (de d\u00e9fense de l\u2019environnement, des consommateurs, des riverains, du patrimoine\u2026), etc. Proc\u00e9dant coll\u00e9gialement et en toute transparence \u00e0 des choix d\u2019affectation des subventions, les CDDD op\u00e8reraient un financement d\u00e9mocratique et d\u00e9centralis\u00e9 de projets collectifs sans recr\u00e9er la moindre relation d\u2019endettement \u2013 comme les CHU avaient \u00e9t\u00e9 financ\u00e9s par subventions, pendant les Trente Glorieuses. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%;\">Il ne s\u2019agit pas de supprimer enti\u00e8rement les pr\u00eats \u00e0 int\u00e9r\u00eats\u00a0: les banques (devenues des caisses d\u2019\u00e9pargnes puisqu\u2019elles ne peuvent plus cr\u00e9er de monnaie mais doivent d\u00e9sormais collecter l\u2019\u00e9pargne des d\u00e9posants pour accorder des pr\u00eats) continueront \u00e0 financer les investissements financi\u00e8rement rentables par des pr\u00eats \u00e0 int\u00e9r\u00eats. On est donc loin d\u2019un mod\u00e8le sovi\u00e9tique\u00a0: les 60 milliards financ\u00e9s par cr\u00e9ation mon\u00e9taire ne repr\u00e9sentent qu\u2019environ 10\u00a0% du total de l\u2019investissement annuel de la France. Mais cet outil de guidage souple de l\u2019\u00e9conomie n\u2019est pas n\u00e9gligeable\u00a0: il permettrait \u00e0 la soci\u00e9t\u00e9 de r\u00e9orienter l\u2019appareil productif vers les objectifs de la reconstruction sociale et \u00e9cologique, pour r\u00e9parer les ravages caus\u00e9s par le capitalisme. Et ce, sans endetter les pouvoirs publics \u2013 au contraire, la r\u00e9forme permettrait, <i>via <\/i>le changement des normes comptables qu\u2019elle implique, d\u2019effacer environ la moiti\u00e9 de la dette publique \u00e0 masse mon\u00e9taire inchang\u00e9e, sans pour autant faire d\u00e9faut de paiement envers un tiers, puisqu\u2019il s\u2019agit l\u00e0 d\u2019une dette comptable fictive propre au mode actuel d\u2019\u00e9mission\u00a0: une dette que l\u2019Etat doit \u00e0 la Banque centrale donc \u00e0 lui-m\u00eame, puisqu\u2019il en est l\u2019actionnaire. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%;\">En rompant avec le mode d\u2019\u00e9mission capitaliste actuel, la monnaie libre permettrait de reprendre aux banques priv\u00e9es le pouvoir de cr\u00e9ation mon\u00e9taire et de financer d\u00e9mocratiquement et sans dette la bifurcation \u00e9cologique et sociale. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%;\">\u00a0<\/span><\/p><h1 style=\"text-align: center;\" align=\"center\"><b>L\u2019entreprise partenariale<\/b><\/h1><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Si la monnaie est le c\u0153ur de l\u2019\u00e9conomie de march\u00e9, en tant qu\u2019institution qui permet les \u00e9changes marchands, l\u2019entreprise est quant \u00e0 elle au centre de la<br \/>production industrielle des biens et de services marchands, en tant qu\u2019institution qui coordonne le travail collectif et l\u2019usage des moyens collectifs de production. De m\u00eame que la monnaie libre s\u2019attaquait au capitalisme financier en \u00e9mancipant l\u2019institution commune qu\u2019est la monnaie de l\u2019emprise des banquiers, le deuxi\u00e8me pilier de l\u2019\u00e9quit\u00e9isme, l\u2019entreprise partenariale, remet en cause le capitalisme industriel en lib\u00e9rant de l\u2019emprise de l\u2019actionnaire l\u2019institution collective qu\u2019est l\u2019entreprise.<span style=\"mso-spacerun: yes;\">\u00a0 <\/span><\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">L\u2019entreprise n\u2019est pas une chose\u00a0: c\u2019est un collectif de production. Pourtant, en r\u00e9gime capitaliste, elle est bien r\u00e9duite \u00e0 un simple objet, un actif producteur de rendement, puisqu\u2019elle est la propri\u00e9t\u00e9 de ses actionnaires, qui la poss\u00e8dent et la soumettent enti\u00e8rement \u00e0 leur qu\u00eate de profit sans limite quel qu\u2019en soit le co\u00fbt pour les salari\u00e9s, les consommateurs, les fournisseurs, les pouvoirs publics ou l\u2019environnement. Comment est-ce possible\u00a0? Par une subtilit\u00e9 juridique qui confine au tour de passe-passe l\u00e9gal. Si, rejoignant le sens commun, les \u00e9conomistes consid\u00e8rent bien la firme comme propri\u00e9t\u00e9 des actionnaires, tel n\u2019est pas le cas des juristes, car la loi ne le reconnait pas officiellement, masquant au contraire cet \u00e9tat de fait par un dispositif trompeur\u00a0: les parts sociales. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">En effet, la forme juridique de l\u2019entreprise est la soci\u00e9t\u00e9 civile ou commerciale, institu\u00e9e par les articles 1832 et suivants du Code civil, c\u2019est-\u00e0-dire \u2013 \u00e0 de<br \/>tr\u00e8s rares exceptions pr\u00e8s \u2013 une personne morale de droit priv\u00e9e\u00a0: ainsi dot\u00e9e d\u2019une personnalit\u00e9 juridique qui lui permet de jouir d\u2019un patrimoine propre, d\u2019un r\u00e9gime fiscal adapt\u00e9, d\u2019une libert\u00e9 contractuelle, d\u2019une responsabilit\u00e9 civile voire p\u00e9nale, d\u2019une capacit\u00e9 \u00e0 agir en justice, etc., la soci\u00e9t\u00e9 est un v\u00e9ritable sujet de droit, de sorte qu\u2019elle ne peut en aucun cas \u00eatre un objet de droit. Elle est une personne, et non un bien. Reconnue par la loi comme une entit\u00e9 collective et non comme une chose, elle ne peut faire l\u2019objet d\u2019un droit de propri\u00e9t\u00e9. Mais tel n\u2019est pas le cas de ses parts sociales (les actions, dans le cas classique d\u2019une soci\u00e9t\u00e9 par action) qui, elles, sont bel et bien poss\u00e9d\u00e9es par les associ\u00e9s. Or ces parts sociales conf\u00e8rent \u00e0 leurs d\u00e9tenteurs de tels pouvoirs sur la soci\u00e9t\u00e9 qu\u2019elles en font v\u00e9ritablement leur propri\u00e9t\u00e9, au sens strict du terme recouvrant<\/span> les trois attributs du droit de propri\u00e9t\u00e9\u00a0: l\u2019<i>usus<\/i>, le <i>fructus <\/i>et l\u2019<i>abusus<\/i> (le droit d\u2019user, de jouir et de disposer de la chose).<\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">1- Les associ\u00e9s (les actionnaires dans le cas d\u2019une soci\u00e9t\u00e9 par action) assignent \u00e0 la soci\u00e9t\u00e9 sa raison d\u2019\u00eatre en d\u00e9finissant son objet social<\/span> (c\u2019est-\u00e0-dire<br \/>son activit\u00e9 principale et ses activit\u00e9s secondaires, connexes ou compl\u00e9mentaires) fix\u00e9e par les statuts, qu\u2019ils peuvent modifier s\u2019ils souhaitent lui faire d\u00e9velopper une nouvelle activit\u00e9 ou m\u00eame la faire enti\u00e8rement changer de secteur. Ainsi, les actionnaires d\u00e9cident seuls de l\u2019usage qu\u2019ils comptent faire de la soci\u00e9t\u00e9, qui est ainsi leur chose\u00a0: ils ont un v\u00e9ritable droit d\u2019usage (<i>usus<\/i>) sur le collectif de production qu\u2019est l\u2019entreprise, auquel ils assignent seuls sa finalit\u00e9.<\/p><p style=\"text-indent: 35.4pt;\">2- De m\u00eame, ils disposent librement des b\u00e9n\u00e9fices g\u00e9n\u00e9r\u00e9s par l\u2019entreprise, qu\u2019ils peuvent choisir de r\u00e9investir (en augmentant le poste \u00ab\u00a0r\u00e9serves\u00a0\u00bb au passif du bilan comptable, qui augmente la valeur de leurs actifs) ou au contraire pr\u00e9lever (en se les versant directement sous forme de dividendes). Les fruits de l\u2019activit\u00e9 productive de la soci\u00e9t\u00e9 (<i>fructus<\/i>) reviennent donc aux associ\u00e9s.<\/p><p style=\"text-indent: 35.4pt;\">3- Enfin, ces derniers sont libres de c\u00e9der leurs parts sociales ou de dissoudre la soci\u00e9t\u00e9 \u2013 c\u2019est-\u00e0-dire de vendre l\u2019entreprise ou de la fermer purement et simplement pour r\u00e9cup\u00e9rer leurs capitaux. Ils jouissent donc pleinement d\u2019un droit d\u2019ali\u00e9nation (<i>abusus<\/i>) sur le collectif de production qui peut selon leur bon vouloir \u00eatre absorb\u00e9 par un autre, \u00eatre d\u00e9localis\u00e9 ou disparaitre enti\u00e8rement, m\u00eame s\u2019il \u00e9tait rentable, d\u00e8s lors que les actionnaires lui pr\u00e9f\u00e8rent un placement plus profitable.<\/p><p style=\"text-indent: 35.4pt;\">Ainsi, bien que le droit ne puisse sans se contredire reconna\u00eetre un v\u00e9ritable droit de propri\u00e9t\u00e9 sur un sujet de droit, il r\u00e9duit tout de m\u00eame la soci\u00e9t\u00e9 \u00e0 une chose, objet d\u2019un droit de propri\u00e9t\u00e9 masqu\u00e9 des d\u00e9tenteurs des parts sociales. <span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Cette <i>reductio ad rem<\/i> op\u00e9r\u00e9e par le droit d\u00e9coule d\u2019ailleurs logiquement de<br \/>l\u2019article 1832 du Code civil, qui dispose en son premier alin\u00e9a\u00a0: \u00ab\u00a0La soci\u00e9t\u00e9 est institu\u00e9e par deux ou plusieurs personnes qui conviennent par un contrat d&#8217;affecter \u00e0 une entreprise commune des biens ou leur industrie en vue de partager le b\u00e9n\u00e9fice ou de profiter de l&#8217;\u00e9conomie qui pourra en r\u00e9sulter.\u00a0\u00bb Le profit des associ\u00e9s est donc la seule finalit\u00e9 juridique, la seule v\u00e9ritable raison d\u2019\u00eatre de la soci\u00e9t\u00e9 civile ou commerciale, dans les limites de la l\u00e9galit\u00e9 comme le pr\u00e9voit l\u2019article 1833\u00a0: \u00ab\u00a0Toute soci\u00e9t\u00e9 doit avoir un objet licite et \u00eatre constitu\u00e9e dans l&#8217;int\u00e9r\u00eat commun des associ\u00e9s.\u00a0\u00bb Ce n\u2019est qu\u2019en 2019 qu\u2019une r\u00e9forme ajoutera le temp\u00e9rament suivant \u00e0 ce principe de profit\u00a0:\u00a0\u00ab\u00a0La soci\u00e9t\u00e9 est g\u00e9r\u00e9e dans son int\u00e9r\u00eat social, en prenant en consid\u00e9ration les enjeux sociaux et environnementaux de son activit\u00e9.\u00a0\u00bb Il est plus que douteux que cette pr\u00e9cision ait provoqu\u00e9 le moindre changement notable dans la marche des entreprises capitalistes, dont le principe premier demeure le profit maximal des actionnaires<a style=\"mso-footnote-id: ftn3;\" title=\"\" href=\"#_ftn3\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[3]<\/span><\/span><\/a>. Celui-ci est recherch\u00e9 \u00e0 tout prix, quel qu\u2019en soit le coup social, sanitaire,<br \/>fiscal ou environnemental. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Institu\u00e9e au c\u0153ur m\u00eame de l\u2019enveloppe juridique de l\u2019entreprise, la pression actionnariale pousse en effet \u00e0 distordre la r\u00e9partition de la valeur ajout\u00e9e en sous-payant les salari\u00e9s qui la produisent (c\u2019est le th\u00e8me bien connu de l\u2019exploitation), mais aussi les petits fournisseurs (pensons aux marges arri\u00e8res de l\u2019industrie agroalimentaire et de la grande distribution, au d\u00e9triment des agriculteurs) et les pouvoirs publics (en pratiquant l\u2019\u00e9vasion fiscale, chaque fois qu\u2019une<br \/>multinationale manipule les prix de transferts entre ses filiales pour localiser artificiellement la valeur ajout\u00e9e dans des pays \u00e0 tr\u00e8s faible taux d\u2019imposition), voire en imposant des prix abusivement \u00e9lev\u00e9s aux consommateurs <i>via <\/i>la constitution d\u2019un cartel ou d\u2019un monopole ou d\u2019une part de march\u00e9 suffisante pour pratiquer l\u2019abus de position dominante. Mais cette captation indue de valeur ajout\u00e9e que r\u00e9alise le capital gr\u00e2ce \u00e0 son emprise sur l\u2019entreprise actionnariale n\u2019est pas sa seule source de profit injustifiable\u00a0: la pression financi\u00e8re exerc\u00e9e sur les firmes provoque aussi d\u2019innombrables nuisances sociales \u00e9vitables, sous forme de co\u00fbts cach\u00e9s de la production qui seront assum\u00e9s par la collectivit\u00e9 pour augmenter les marges des entreprises au profit des seuls actionnaires. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">La production d\u2019externalit\u00e9s n\u00e9gatives sur la sant\u00e9 des travailleurs touch\u00e9s par des accidents du travail et des maladies professionnelles (pensons \u00e0 l\u2019\u00e9pid\u00e9mie de troubles musculosquelettiques ou de <i>burns out<\/i>), mais aussi sur celle des consommateurs expos\u00e9s \u00e0 des produits toxiques ou frelat\u00e9s (la liste est<br \/>sans fin des scandales sanitaires dans le domaine agroalimentaire ou dans l\u2019industrie pharmaceutique) ou des riverains touch\u00e9s par la pollution de l\u2019air, des eaux ou des sols proches des sites industriels. Il en va \u00e9videmment de m\u00eame des ravages environnementaux d\u2019\u00e9chelle plan\u00e9taire\u00a0: le r\u00f4le central des entreprises capitalistes n\u2019est plus \u00e0 d\u00e9montrer dans les processus de r\u00e9chauffement climatique (donc de d\u00e9sertification, de mont\u00e9e des eaux, d\u2019augmentation du risque des catastrophes m\u00e9t\u00e9orologiques\u2026), mais aussi d\u2019effondrement de la biodiversit\u00e9, d\u2019\u00e9puisement des \u00e9nergies fossiles, des m\u00e9taux ou des ressources halieutiques, de d\u00e9forestation, d\u2019artificialisation des sols et d\u00e9gradation des terres agricoles, etc. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">L\u2019accumulation du capital \u00e9tant juridiquement institu\u00e9e comme le v\u00e9ritable c\u0153ur de l\u2019entreprise actionnariale, rien n\u2019arr\u00eate sa course aux profits, pas m\u00eame la destruction de notre environnement vital, la mise au travail des enfants dans les usines textiles du tiers-monde, la maltraitance des pensionnaires de maison de retraites ou encore l\u2019empoisonnement d\u00e9lib\u00e9r\u00e9 de femmes enceintes par des anti\u00e9pileptiques provoquant un risque d\u2019autisme pour leurs f\u0153tus. La solution socialiste classique consiste \u00e0 opposer \u00e0 cette h\u00e9t\u00e9ronomie du capital sur l\u2019entreprise l\u2019h\u00e9t\u00e9ronomie de la puissance publique, qui tente d\u2019endiguer de l\u2019ext\u00e9rieur les innombrables cons\u00e9quences n\u00e9fastes de la pression actionnariale par la production d\u2019\u00e9pais codes d\u00e9rogatoires aux principes g\u00e9n\u00e9raux du Code civil, qui est d\u2019inspiration lib\u00e9rale. Ainsi a-t-on dress\u00e9 des codes du travail, de la consommation, de l\u2019environnement, de la construction et de l&#8217;habitation, de l\u2019assurance ou du droit mon\u00e9taire et financier pour prot\u00e9ger la partie faible du contrat (salari\u00e9, consommateur, locataire, d\u00e9biteur) contre les clauses l\u00e9onines, ainsi que des codes forestiers, de l\u2019agriculture ou de l\u2019environnement pour prot\u00e9ger nos ressources et notre cadre de vie<a style=\"mso-footnote-id: ftn4;\" title=\"\" href=\"#_ftn4\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[4]<\/span><\/span><\/a>. Mais, outre le lobbying ou la corruption qui permet aux grandes entreprises de peser sur la production des normes, ou la mise en concurrence r\u00e8glementaire des Etats que permet la libre circulation du capital (poussant au <i>dumping<\/i> social, fiscal, sanitaire ou environnemental), aucune r\u00e9elle incitation ne conduit les entreprise \u00e0 prendre s\u00e9rieusement en charge les enjeux \u00e9thiques de leur processus productif, dans la mesure o\u00f9 ceux-ci sont extrins\u00e8que \u00e0 leur recherche de profit, unique moteur l\u00e9galement n\u00e9cessaire \u00e0 une entreprise capitaliste. Vouloir \u00ab\u00a0moraliser le capitalisme\u00a0\u00bb en en appelant \u00e0 la vertu individuelle des dirigeants ou des actionnaires, c\u2019est s\u2019aveugler sur la puissance de cet effet de structure.<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">C\u2019est pourquoi il faut r\u00e9former l\u2019institution en son c\u0153ur, reformuler sa d\u00e9finition juridique elle-m\u00eame, pour en extraire l\u2019emprise du capital. C\u2019est le sens de l\u2019entreprise partenariale\u00a0: non pas ajouter une nouvelle forme d\u2019entreprise davantage sociale comme il en existe d\u00e9j\u00e0 tant en marge du syst\u00e8me capitaliste (coop\u00e9ratives, mutuelles, entreprises \u00e0 mission, entreprenariat social et autres acteurs de l\u2019\u00e9conomie sociale et solidaire), mais refonder le droit commun des soci\u00e9t\u00e9s, le c\u0153ur m\u00eame de notre r\u00e9gime de production. Il ne s\u2019agit pas de transformer les firmes en \u0153uvres de bienfaisance\u00a0: leur fonction est toujours de produire des biens et des services marchands de mani\u00e8re rentable (donc de vendre \u00e0 un prix au moins aussi \u00e9lev\u00e9 que le co\u00fbt de production, afin de produire de la valeur \u00e9conomique plut\u00f4t que d\u2019en d\u00e9truire). Mais cette fonction doit \u00eatre \u00e9mancip\u00e9e de la qu\u00eate de rentabilit\u00e9 maximale et sans limite au profit des actionnaires. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Pour cela, il est n\u00e9cessaire d\u2019abolir l\u2019actionnariat et plus largement toute forme de propri\u00e9t\u00e9 des entreprises. Les firmes doivent \u00eatre soumises non pas \u00e0 un droit de propri\u00e9t\u00e9, mais \u00e0 une gouvernance coll\u00e9giale de l\u2019ensemble des parties prenantes qui les font exister, leur donne sens ou sont impact\u00e9es par leur activit\u00e9\u00a0: salari\u00e9s bien s\u00fbr, qui doivent \u00eatre souverains sur leur propre travail, mais aussi clients (et consommateurs finaux s\u2019ils ne sont pas les clients imm\u00e9diats, car ils sont les destinataires ultimes de la production et peuvent \u00eatre impact\u00e9s jusque dans leur sant\u00e9), fournisseurs et sous-traitants, \u00e9lus locaux, associations de d\u00e9fense de l\u2019environnement, collectifs de riverains, chambres de commerce et de l\u2019industrie\u2026 Si les repr\u00e9sentants de chacun d\u2019eux si\u00e8gent au Conseil d\u2019Administration \u00e0 la place des repr\u00e9sentants des actionnaires, les enjeux sociaux, sanitaires, fiscaux et environnementaux seront int\u00e9gr\u00e9s dans le processus m\u00eame de d\u00e9cision au sommet de l\u2019entreprise, puisqu\u2019elle les concerne au premier chef. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Telle est la condition d\u2019une v\u00e9ritable responsabilit\u00e9 sociale d\u2019entreprise, concept qui reste parfaitement creux en r\u00e9gime actionnarial puisque n\u2019\u00e9tant pas<br \/>v\u00e9ritablement libre de ses d\u00e9cisions, l\u2019entreprise comme collectif de parties prenantes ne peut en \u00eatre authentiquement responsable\u00a0: c\u2019est un sujet ali\u00e9n\u00e9 \u00e0 qui s\u2019impose la volont\u00e9 h\u00e9t\u00e9ronome des actionnaires. Au contraire, l\u2019entreprise partenariale est pleinement capable d\u2019autonomie, au sens \u00e9tymologique\u00a0: se donner \u00e0 soi-m\u00eame ses propres lois. Il ne peut y avoir de moralisation du capitalisme, mais il peut y avoir moralisation de l\u2019entreprise, d\u00e8s lors que celle-ci n\u2019est pas sous la tutelle actionnariale. C\u2019est m\u00eame la condition d\u2019une v\u00e9ritable transformation de nos processus productifs, au service de la bifurcation \u00e9cologique et sociale qui constitue le grand d\u00e9fi de notre temps. En effet, l\u2019entreprise est l\u2019institution centrale de la production, la d\u00e9tentrice des ressources, des machines, des logiciels, des savoir-faire techniques, des capacit\u00e9s d\u2019organisation du travail collectif, la connaissance du terrain, etc.\u00a0: son r\u00f4le est incontournable, et nul n\u2019est mieux plac\u00e9 que ses parties prenantes pour acc\u00e9der aux informations sur les nuisances qu\u2019elle produit, \u00eatre motiv\u00e9 \u00e0 en tenir compte, et \u00eatre en capacit\u00e9 de transformer radicalement les process. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Cette solution rompt enti\u00e8rement avec l\u2019entreprise capitaliste, puisque les apporteurs de capitaux ne si\u00e8gent pas au Conseil d\u2019Administration. D\u2019o\u00f9 viennent alors les fonds n\u00e9cessaires \u00e0 la production\u00a0? L\u2019entreprise partenariale a vocation \u00e0 s\u2019autofinancer au maximum puisque sa production doit \u00eatre rentable, mais au-del\u00e0 de l\u2019autofinancement, elle peut toujours emprunter des capitaux priv\u00e9s d\u2019origine bancaire (sur le march\u00e9 du cr\u00e9dit) ou obligataire (sur les march\u00e9s financiers), r\u00e9mun\u00e9r\u00e9s au taux de march\u00e9. Toutefois, les apporteurs de capitaux n\u2019auront aucun droit de propri\u00e9t\u00e9, et donc aucun pouvoir sur l\u2019entreprise<a style=\"mso-footnote-id: ftn5;\" title=\"\" href=\"#_ftn5\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[5]<\/span><\/span><\/a>. La libert\u00e9 d\u2019entreprendre \u00e9tant maintenue, de nouvelles soci\u00e9t\u00e9s peuvent \u00eatre cr\u00e9\u00e9es, en conservant initialement un pouvoir essentiel \u00e0 l\u2019entrepreneur, mais si la firme se d\u00e9veloppe au-del\u00e0 d\u2019un certain stade, les autres parties prenantes sans le concours desquels elle n\u2019existerait pas doivent \u00eatre associ\u00e9es \u00e0 la prise de d\u00e9cision \u2013 en particulier les salari\u00e9s. A partir d\u2019un certain seuil, l\u2019entreprise doit rembourser \u00e0 son fondateur le capital investi, avec une<br \/>substantielle prime de d\u00e9veloppement qui r\u00e9mun\u00e8re ses efforts et l\u2019incite \u00e0 franchir ce cap. En tant qu\u2019entrepreneur<a style=\"mso-footnote-id: ftn6;\" title=\"\" href=\"#_ftn6\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 12.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[6]<\/span><\/span><\/a> ayant jou\u00e9 un r\u00f4le personnel d\u00e9cisif, il peut continuer \u00e0 si\u00e9ger au CA, mais son pouvoir est dilu\u00e9, car l\u2019entreprise est pleinement devenue une r\u00e9alit\u00e9 collective.<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Ainsi, la r\u00e9forme propos\u00e9e abolit l\u2019actionnariat sans entra\u00eener une \u00e9tatisation des firmes\u00a0: l\u2019\u00e9quit\u00e9isme est un r\u00e9gime anticapitaliste lib\u00e9ral, et non un<br \/>r\u00e9gime sovi\u00e9tique centralisateur. Des entreprises priv\u00e9es, en concurrence sur les march\u00e9s des biens et services et des facteurs de production, sont libres de vendre les produits de leur choix, avec le niveau de qualit\u00e9 qu\u2019elles souhaitent, au prix qui leur parait le meilleur, et pour cela de recruter des salari\u00e9s \u00e0 un salaire de march\u00e9 (et de les licencier en cas de n\u00e9cessit\u00e9), d\u2019acheter des intrants de leur pr\u00e9f\u00e9rence, et d\u2019emprunter des capitaux au taux fix\u00e9 par l\u2019offre et la demande de fonds pr\u00eatables. Mais si elles s\u2019efforcent d\u2019\u00eatre rentables pour perdurer, les entreprises partenariales ne cherchent pas \u00e0 accumuler du profit pour lui-m\u00eame, et leur gouvernance, \u00e9mancip\u00e9e de la tutelle capitaliste, autorise enfin une v\u00e9ritable prise en charge \u00e9thique du processus productif par l\u2019ensemble des parties prenantes.<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><h1 style=\"text-align: center;\" align=\"center\"><b>L\u2019h\u00e9ritage universel<\/b><\/h1><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Troisi\u00e8me pilier de l\u2019\u00e9quit\u00e9isme, l\u2019h\u00e9ritage universel est un changement radical du mode de transmission interg\u00e9n\u00e9rationnelle de la richesse, qui est aujourd\u2019hui une des principales sources des in\u00e9galit\u00e9s patrimoniales, comme l\u2019ont montr\u00e9 les travaux statistiques de Thomas Piketty. L\u2019h\u00e9ritage lignager qui est<br \/>actuellement la norme rompt toute \u00e9galit\u00e9 des chances, en mettant les enfants de milliardaires en situation de poss\u00e9der des fortunes colossales ind\u00e9pendamment de tout m\u00e9rite individuel, tandis que d\u2019autres n\u2019h\u00e9ritent de rien, naissant sans jouir d\u2019aucune dotation initiale dans un espace o\u00f9 tout a d\u00e9j\u00e0 fait l\u2019objet d\u2019appropriation, y compris les surfaces fonci\u00e8res qui sont pourtant un donn\u00e9 naturel et non un produit du travail. Venant ainsi au monde sans droit de propri\u00e9t\u00e9 sur la moindre parcelle de la Terre, ces d\u00e9sh\u00e9rit\u00e9s se trouvent comme des exil\u00e9s sur leur propre plan\u00e8te, vuln\u00e9rables \u00e0 la mis\u00e8re et donc \u00e0 l\u2019exploitation, puisqu\u2019ils ne poss\u00e8dent que leur force de travail qu\u2019ils doivent vendre \u00e0 vil prix pour \u00ab\u00a0gagner\u00a0leur vie\u00a0\u00bb et pour louer un logement qui ne leur appartient pas \u00e0 eux, mais bien souvent \u00e0 une petite classe de multipropri\u00e9taires (rappelons qu\u2019en France, <\/span>un million de personnes poss\u00e8dent plus de trois logements et contr\u00f4lent ainsi pr\u00e8s de la moiti\u00e9 du parc locatif). Les d\u00e9sh\u00e9rit\u00e9s payent ainsi une rente aux h\u00e9ritiers, renfor\u00e7ant les in\u00e9galit\u00e9s de d\u00e9part par une dynamique in\u00e9galitaire continue, qui se maintient de g\u00e9n\u00e9ration en g\u00e9n\u00e9ration. L\u2019h\u00e9ritage est donc au centre de l\u2019accumulation transg\u00e9n\u00e9rationnelle du capital, et de sa concentration toujours plus pouss\u00e9e au sommet de la hi\u00e9rarchie sociale.<\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Concr\u00e8tement, cette pratique capitaliste de la transmission qu\u2019est l\u2019h\u00e9ritage lignager passe aujourd\u2019hui par deux vecteurs\u00a0: la libert\u00e9 testamentaire et le droit des successions, les deux concourant en r\u00e9alit\u00e9 \u00e0 un encastrement familial de la transmission, dont on mesure empiriquement qu\u2019elle se fait pour l\u2019essentiel au b\u00e9n\u00e9fice des enfants et petits-enfants. Toutefois, sur le plan th\u00e9orique, une tension se fait jour entre deux principes. En effet, le droit fran\u00e7ais reconnait \u00e0 la fois un droit du propri\u00e9taire de d\u00e9cider \u00e0 qui il l\u00e8gue ses biens (dans l\u2019\u00e9crasante majorit\u00e9 des cas, c\u2019est au b\u00e9n\u00e9fice de ses enfants et petits-enfants), et un droit de certains membres de sa famille \u00e0 en h\u00e9riter. Sont ainsi distingu\u00e9es dans le patrimoine du d\u00e9funt la \u00ab\u00a0quotit\u00e9s disponible\u00a0\u00bb, dont il dispose librement en tant que \u00ab\u00a0testateur\u00a0\u00bb (article <\/span>895 du Code civil<span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">), et la \u00ab\u00a0r\u00e9serve h\u00e9r\u00e9ditaire\u00a0\u00bb, sanctuaris\u00e9e au b\u00e9n\u00e9fice des \u00ab\u00a0h\u00e9ritiers r\u00e9servataires\u00a0\u00bb que sont les descendants (articles 913 et 913-1) et le conjoint survivant non divorc\u00e9 (article 914-1). Deux principes s\u2019affrontent donc\u00a0: le droit de l\u00e9guer et le droit d\u2019h\u00e9riter, tous deux aussi mal fond\u00e9s l\u2019un que l\u2019autre en l\u2019\u00e9tat actuel du Code civil. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">En effet, le premier revient \u00e0 reconna\u00eetre un droit \u00e0 un mort, ou du moins \u00e0 reconna\u00eetre au propri\u00e9taire le privil\u00e8ge exorbitant de contr\u00f4ler le devenir de ses biens par-del\u00e0 la mort, ce qui ne peut \u00eatre consid\u00e9r\u00e9 comme un droit naturel. A l\u2019\u00e9vidence, il s\u2019agit d\u2019une fiction juridique, d\u2019une \u00ab\u00a0proth\u00e8se de volont\u00e9\u00a0\u00bb mise en place par l\u2019Etat au b\u00e9n\u00e9fice de celui qui, n\u2019existant plus, n\u2019est plus un sujet de droit. Seule la force contraignante de l\u2019Etat fait donc exister son fant\u00f4me juridique, en faisant obligation aux vivants de respecter les derni\u00e8res volont\u00e9s exprim\u00e9es par le propri\u00e9taire apr\u00e8s sa disparition. Ce montage juridique artificiel \u00e9tend le pouvoir d\u2019action de la libert\u00e9 individuelle au-del\u00e0 de la fronti\u00e8re naturelle qu\u2019est la mort. C\u2019est l\u2019article <\/span>895 du <span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Code civil qui institue ce dispositif\u00a0: <\/span><span style=\"font-size: 11.5pt; line-height: 150%;\">\u00ab Le testament est un acte par lequel le testateur dispose, pour le temps o\u00f9 il n\u2019existera plus, de tout ou partie de ses biens ou de ses droits et qu\u2019il peut r\u00e9voquer.\u00a0\u00bb Cette derni\u00e8re pr\u00e9cision montre que le testament n\u2019engage pas son auteur tant qu\u2019elle est encore en vie\u00a0: elle peut \u00e0 tout instant le r\u00e9voquer. Il ne se prive donc de rien, ne s\u2019appauvrit nullement\u00a0: le legs ne peut donc en aucun cas \u00eatre confondu avec un don, puisque, intervenant <i>post mortem<\/i>, il n\u2019affecte en rien son auteur, qui ne sera plus quand le testament s\u2019appliquera. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"font-size: 11.5pt; line-height: 150%;\">On mesure cette diff\u00e9rence radicale \u00e0 la lecture de l\u2019article 894 du Code civil qui d\u00e9finit la donation comme \u00ab un acte par lequel le donateur se d\u00e9pouille actuellement et irr\u00e9vocablement de la chose donn\u00e9e en faveur du donataire qui l&#8217;accepte. \u00bb <span style=\"mso-spacerun: yes;\">\u00a0<\/span>La mention de l\u2019acceptation r\u00e9v\u00e8le en outre que la donation est un contrat, c\u2019est-\u00e0-dire un accord de volont\u00e9 entre donateur et donataire, donc un acte juridique engageant deux auteurs ou plus, l\u00e0 o\u00f9 le testament est un acte unilat\u00e9ral (qui peut \u00eatre accept\u00e9 ou refus\u00e9 apr\u00e8s coup par les b\u00e9n\u00e9ficiaires d\u00e9sign\u00e9s, mais dont ils ne sont pas co-auteurs, ce qui permet au testateur de le r\u00e9voquer sans leur accord \u00e0 tout moment jusqu\u2019\u00e0 sa mort). Le Code civil est donc trompeur en subsumant donation et testament sous une m\u00eame cat\u00e9gorie g\u00e9n\u00e9rique, celle de \u00ab\u00a0lib\u00e9ralit\u00e9\u00a0\u00bb. Il est vrai toutefois que les deux proc\u00e8dent de la volont\u00e9 du propri\u00e9taire, et se heurtent \u00e0 une m\u00eame limite pr\u00e9vue par\u00a0l\u2019article 913\u00a0: la r\u00e9duction de la quotit\u00e9 disponible laiss\u00e9e \u00e0 la main du propri\u00e9taire d\u00e8s lors qu\u2019il a un ou plusieurs enfants (la r\u00e9duction \u00e9tant d\u2019autant plus forte que les enfants sont nombreux). <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"font-size: 11.5pt; line-height: 150%;\">Nous sommes ici dans le droit des successions, qui a deux objets\u00a0: sanctuariser le droit \u00e0 l\u2019h\u00e9ritage des descendants et du conjoint contre la libert\u00e9 testamentaire du d\u00e9funt, et \u00e9tablir le r\u00e9gime suppl\u00e9tif devant s\u2019appliquer pour les successions <i>ab intestat <\/i>(c\u2019est-\u00e0-dire en l\u2019absence de dispositions testamentaires). <\/span><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Ce dernier domaine organise la succession familiale bien au-del\u00e0 des descendants, remontant en leur absence aux ascendants et aux collat\u00e9raux. Ici, c\u2019est au fond un droit du sang qui s\u2019applique. En effet, les ayants droits sont class\u00e9s selon leur \u00ab\u00a0proximit\u00e9 de parent\u00e9\u00a0\u00bb avec le d\u00e9funt (<\/span>article 741<span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">), dont le \u00ab\u00a0degr\u00e9\u00a0\u00bb s\u2019\u00e9tablit \u00ab\u00a0<\/span><span style=\"font-size: 11.5pt; line-height: 150%;\">par le nombre de g\u00e9n\u00e9rations\u00a0\u00bb les s\u00e9parant de lui. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"font-size: 11.5pt; line-height: 150%;\">On pourrait interpr\u00e9ter ces dispositions non pas comme l\u2019expression d\u2019une logique biologisante de droit du sang, mais plut\u00f4t comme une tentative de pr\u00e9sumer de la proximit\u00e9 affective entre le d\u00e9funt et son h\u00e9ritier potentiel, et de suppl\u00e9er ainsi \u00e0 sa volont\u00e9 probable qu\u2019aucun testament n\u2019atteste explicitement, mais cela entre en contradiction avec le fait que le droit va rechercher des parents tr\u00e8s \u00e9loign\u00e9s \u2013 jusqu\u2019\u00e0 des cousins au sixi\u00e8me degr\u00e9 dans les lign\u00e9es collat\u00e9rales (article 745) \u2013 qui n\u2019ont potentiellement tiss\u00e9 aucun lien affectif avec le d\u00e9funt, d\u2019autant plus qu\u2019ils peuvent m\u00eame \u00eatre n\u00e9s apr\u00e8s sa mort d\u00e8s lors qu\u2019ils \u00e9taient d\u00e9j\u00e0 con\u00e7us de son vivant (article 725, alin\u00e9a 1). De m\u00eame, l\u2019id\u00e9e d\u2019un principe de proximit\u00e9 affective suppos\u00e9e est contredit par le fait que les h\u00e9ritiers de m\u00eame degr\u00e9 n\u2019ont pas tous droit \u00e0 des parts \u00e9gales, puisque les r\u00e8gles de d\u00e9volution tiennent compte d\u2019un principe de partage \u00ab\u00a0par branche\u00a0\u00bb (paternelle ou maternelle) dans le cas d\u2019un retour aux ascendants (article 747) ou aux lign\u00e9es collat\u00e9rales (article 749), et inversement d\u2019un partage \u00ab\u00a0par souche\u00a0\u00bb entre descendants. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"font-size: 11.5pt; line-height: 150%;\">Ainsi, trois cousins n\u2019h\u00e9ritent pas de la m\u00eame chose \u00e0 la mort de leurs grands-parents communs d\u00e8s lors que deux d\u2019entre eux sont issus d\u2019un m\u00eame parent d\u00e9j\u00e0 d\u00e9c\u00e9d\u00e9 dont ils se partagent la part, tandis que le troisi\u00e8me, enfant unique issu d\u2019une autre souche, oncle ou tante du pr\u00e9c\u00e9dent, re\u00e7oit une part enti\u00e8re. Il n\u2019y a pourtant pas de raison de consid\u00e9rer que les grands-parents \u00e9taient plus proche de ce dernier que des deux autres\u00a0: tous \u00e9tant leurs petits-enfants, ils recevaient probablement leur affection \u00e0 part \u00e9gale. Le partage par souche plut\u00f4t que par t\u00eate est donc l\u2019indice que la logique \u00e0 l\u2019\u0153uvre rel\u00e8ve simplement d\u2019un droit du sang fondant l\u2019\u00e9galit\u00e9 des parts sur le degr\u00e9 de parent\u00e9 biologique suppos\u00e9 entre les h\u00e9ritiers<a style=\"mso-footnote-id: ftn7;\" title=\"\" href=\"#_ftn7\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 11.5pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[7]<\/span><\/span><\/a>. Or c\u2019est l\u00e0 un tr\u00e8s mauvais fondement pour un droit naturel, car il ne repose pas sur un principe rationnel universalisable mais sur une essentialisation fantasm\u00e9e de la proximit\u00e9. La r\u00e9f\u00e9rence au droit du sang ayant \u00e9t\u00e9 abolie par la R\u00e9volution fran\u00e7aise en mati\u00e8re politique, tous les hommes naissant libres et \u00e9gaux en droit, pourquoi maintenir un tel principe implicite en mati\u00e8re patrimoniale\u00a0? Si les statuts sociaux et les pouvoirs et privil\u00e8ges qui leur sont associ\u00e9s ne proc\u00e8dent plus de titres de noblesse h\u00e9r\u00e9ditaires, pourquoi la fortune ob\u00e9it-elle encore \u00e0 des droits transmissibles de g\u00e9n\u00e9ration en g\u00e9n\u00e9ration\u00a0?<\/span><\/p><p><span style=\"font-size: 11.5pt; line-height: 150%;\"><span style=\"mso-tab-count: 1;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span>Plut\u00f4t que de naturaliser ainsi les rapports sociaux interg\u00e9n\u00e9rationnels en encastrant la transmission dans le cadre familial (ce qui est d\u2019ailleurs source pour ce dernier de fr\u00e9quents conflits\u00a0!), il convient de prendre au s\u00e9rieux l\u2019id\u00e9al d\u2019\u00e9galit\u00e9 des droits et des chances non pas entre les membres d\u2019une m\u00eame fratrie, mais entre les citoyens d\u2019une m\u00eame nation. C\u2019est ce que permet l\u2019h\u00e9ritage universel, qui consiste \u00e0 partager l\u2019h\u00e9ritage de tous les d\u00e9funts morts dans l\u2019ann\u00e9e \u00e9coul\u00e9e de mani\u00e8re strictement \u00e9galitaire entre tous les citoyens atteignant la majorit\u00e9 au cours de cette m\u00eame p\u00e9riode, de sorte qu\u2019aucun d\u2019eux ne sera privil\u00e9gi\u00e9 ni \u00e0 l\u2019inverse d\u00e9sh\u00e9rit\u00e9. En effet, si l\u2019on admet l\u2019extinction du droit de propri\u00e9t\u00e9 \u00e0 la mort du d\u00e9funt, qui cesse d\u2019\u00eatre sujet de droit, alors des patrimoines sont laiss\u00e9s sans propri\u00e9taires par les g\u00e9n\u00e9rations disparues, tandis que de nouvelles g\u00e9n\u00e9rations apparaissent qui ne peuvent se pr\u00e9valoir d\u2019un droit \u00e0 l\u2019h\u00e9ritage sur la base d\u2019un droit du sang, mais bien plut\u00f4t sur le fondement d\u2019un droit universel \u00e0 des dotations initiales \u00e9gales pour tous. L\u2019on abolit donc \u00e0 la fois la libert\u00e9 testamentaire et le droit familial des successions, pour pr\u00e9f\u00e9rer une r\u00e9partition \u00e9galitaire des patrimoines lors de leur<br \/>transmission de la g\u00e9n\u00e9ration disparue \u00e0 la nouvelle g\u00e9n\u00e9ration. <\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Concr\u00e8tement, les biens des d\u00e9funts ne sont pas attribu\u00e9s directement \u00e0 tel ou tel jeune adulte\u00a0: une Agence Nationale de l\u2019H\u00e9ritage r\u00e9cup\u00e8re l\u2019ensemble du patrimoine des personnes d\u00e9c\u00e9d\u00e9es dans l\u2019ann\u00e9e pour les liquider (avec un droit de pr\u00e9emption pour les proches du d\u00e9funt souhaitant racheter ses biens pour des raisons affectives). Les recettes issues de ces ventes sont alors r\u00e9parties \u00e9quitablement entre tous les nouveaux citoyens majeurs sous forme de versement mon\u00e9taire, ce qui, dans la France d\u2019aujourd\u2019hui, correspond \u00e0 une dotation initiale de 200\u00a0000\u00a0\u20ac environ par personne, permettant de financer des \u00e9tudes sup\u00e9rieures longues, la cr\u00e9ation d\u2019une entreprise ou l\u2019achat d\u2019un logement. Ce dernier point rend enfin effectif le droit au logement opposable, qui n\u2019est aujourd\u2019hui qu\u2019un droit formel pour des millions de gens oblig\u00e9s d\u2019en passer par la location, ou par la dette pour acc\u00e9der \u00e0 la propri\u00e9t\u00e9, et plus encore pour les trois cent mille personnes qui, en France, vivent sans domicile.<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">L\u2019h\u00e9ritage universel n\u2019est donc pas qu\u2019un facteur d\u2019\u00e9galit\u00e9 et de coh\u00e9sion nationale\u00a0: c\u2019est aussi une condition de la libert\u00e9 r\u00e9elle des individus, un formidable levier d\u2019\u00e9mancipation, conforme \u00e0 la philosophie lib\u00e9rale-\u00e9galitaire qui sous-tend l\u2019\u00e9quit\u00e9isme. Il est articul\u00e9 \u00e0 deux autres mesures p<\/span>our aller plus loin dans la sanctuarisation r\u00e9gul\u00e9e de la propri\u00e9t\u00e9 : la fixation d\u2019un seuil minimal et d\u2019un seuil maximal de propri\u00e9t\u00e9, par exemple un plancher inali\u00e9nable de 50\u00a0000\u00a0\u20ac et un plafond ind\u00e9passable de 2\u00a0000\u00a0000\u00a0\u20ac. De la sorte, la propri\u00e9t\u00e9 priv\u00e9e est garantie pour tous mais entre certaines bornes : il n\u2019y a plus alors ni SDF ni milliardaires.<\/p><p style=\"text-indent: 35.4pt;\">Concr\u00e8tement, le seuil minimal repose sur le fait qu\u2019une partie des dotations initiales vers\u00e9es \u00e0 chaque citoyen majeur doit \u00eatre conserv\u00e9e soit sous forme d\u2019actif immobilier d\u2019une valeur sup\u00e9rieure ou \u00e9gale au plancher, soit sous forme d\u2019encaisses bloqu\u00e9es sur un compte sp\u00e9cial utilisable uniquement pour les transactions immobili\u00e8res\u00a0: ainsi, chacun est \u00e0 tout moment propri\u00e9taire d\u2019un logement d\u00e9cent ou en mesure d\u2019en acheter un, ce qui constitue une forme de droit <i>inali\u00e9nable<\/i> au logement. Devenir propri\u00e9taire n\u2019est pas obligatoire (bien que ce soit le r\u00eave ou le cas de neuf Fran\u00e7ais sur dix), mais le droit au logement, droit formel devenu un droit r\u00e9el gr\u00e2ce \u00e0 la dotation initiale, ne peut \u00eatre perdu par un individu impr\u00e9voyant ou malchanceux qui aurait dilapid\u00e9 l\u2019int\u00e9gralit\u00e9 de sa dotation initiale et, ainsi expos\u00e9 \u00e0 la mis\u00e8re, serait \u00e0 la charge de la soci\u00e9t\u00e9. Au-del\u00e0 du seuil minimal, la dotation peut \u00eatre d\u00e9pens\u00e9e librement (investie en \u00e9tudes, en entrepreneuriat, en voyage, etc.), tout comme les revenus du travail et de l\u2019\u00e9pargne acquis tout au long de la vie. Mais le plafonnement des patrimoines individuels interdit l\u2019accumulation de la richesse au-del\u00e0 de toute mesure coh\u00e9rente avec les capacit\u00e9s humaines de consommation effective\u00a0: le droit \u00e0 la propri\u00e9t\u00e9 r\u00e9elle est garanti, mais le droit \u00e0 la fortune est aboli, car au-del\u00e0 d\u2019un certain seuil, la richesse se mue en pouvoir et distord la justice sociale, abolissant l\u2019\u00e9quit\u00e9.<\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><h1 style=\"text-align: center;\" align=\"center\"><b>Conclusion<\/b><\/h1><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">\u00a0<\/span><\/p><p style=\"text-indent: 35.4pt;\"><span style=\"mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Le capitalisme ronge le lien social, asservit les individus et d\u00e9truit l\u2019environnement. La bifurcation \u00e9cologique et sociale que chacun appelle de ses v\u0153ux exige la mise en place d\u2019un nouveau r\u00e9gime \u00e9conomique r\u00e9alisant les conditions institutionnelles de la justice sociale et de la soutenabilit\u00e9 environnementale. L\u2019\u00e9quit\u00e9isme offre une voie authentiquement lib\u00e9rale de d\u00e9passement du capitalisme, par la suppression de l\u2019emprise exerc\u00e9e par le capital sur les institutions \u00e9conomiques fondamentales. En rempla\u00e7ant la monnaie bancaire par la monnaie libre, l\u2019entreprise actionnariale par l\u2019entreprise partenariale, et l\u2019h\u00e9ritage lignager par l\u2019h\u00e9ritage universel, l\u2019\u00e9change, la production et la transmission de la richesse \u00e9chapperont \u00e0 la loi du profit illimit\u00e9, sans pour autant \u00eatre soumis \u00e0 une \u00e9tatisation de type sovi\u00e9tique. Dans cette \u00e9conomie de march\u00e9 d\u00e9centralis\u00e9e mais v\u00e9ritablement post-capitaliste, c\u2019est l\u2019ensemble des rapports sociaux, de la r\u00e9partition des richesses et du pouvoir dans la sph\u00e8re \u00e9conomique, qui seront modifi\u00e9s afin de donner enfin corps \u00e0 la promesse de libert\u00e9, d\u2019\u00e9galit\u00e9 et de fraternit\u00e9 qui est au fondement de nos d\u00e9mocraties.<\/span><\/p><div style=\"mso-element: footnote-list;\">\u00a0<\/div><div style=\"mso-element: footnote-list;\">\u00a0<\/div><div style=\"mso-element: footnote-list;\">\u00a0<\/div><div style=\"mso-element: footnote-list;\"><hr align=\"left\" size=\"1\" width=\"33%\" \/><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn1;\" title=\"\" href=\"#_ftnref1\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[1]<\/span><\/span><\/a> C\u2019est ce que montre l\u2019\u00e9conomiste et philosophe Augustin Sersiron, qui d\u00e9veloppe l\u2019\u00e9quit\u00e9isme dans<i> Capitalisme ou lib\u00e9ralisme\u00a0? Recherches sur la<br \/>question du meilleur r\u00e9gime \u00e9conomique <\/i>(706 pages, t\u00e9l\u00e9chargeable sur <a href=\"https:\/\/institutionnalisme-liberal.com\/\">https:\/\/institutionnalisme-liberal.com\/<\/a>), th\u00e8se de doctorat en philosophie soutenue \u00e0 Sorbonne Universit\u00e9 le 1<sup>er<\/sup> d\u00e9cembre 2021 devant un jury de six universitaires\u00a0(Catherine Audard, St\u00e9phane Chauvier, Marc Fleurbaey, Axel Gosseries, Alain Renaut et Patrick Savidan). Voir aussi <i>Monnaie et dette\u00a0: d\u00e9sencastrer la cr\u00e9ation mon\u00e9taire du march\u00e9 du cr\u00e9dit <\/i>(448 pages, disponible sur <a href=\"https:\/\/monnaie-sans-dette.com\/\">https:\/\/monnaie-sans-dette.com\/<\/a>), th\u00e8se de doctorat d\u2019\u00e9conomie soutenue \u00e0 l\u2019Universit\u00e9 Panth\u00e9on-Sorbonne le 3 f\u00e9vrier 2021 devant un jury de six universitaires\u00a0(J\u00e9zabel Couppey-Soubeyran, Ludovic Desmedt, Ga\u00ebl Giraud, J\u00e9r\u00f4me Lallement, Jean-Fran\u00e7ois Ponsot et Andr\u00e9 Orl\u00e9an).<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn2;\" title=\"\" href=\"#_ftnref2\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[2]<\/span><\/span><\/a> Puisqu\u2019une fraction des sommes qu\u2019elle cr\u00e9e sera retir\u00e9e au distributeur par ses clients,\u00a0la banque doit se procurer (par emprunt) des esp\u00e8ces (pi\u00e8ces et des billets) cr\u00e9\u00e9es par la puissance publique. De m\u00eame, une partie des sommes qu\u2019elle a inscrite sur les comptes des emprunteurs migrera dans les comptes de clients d\u2019autres banques au gr\u00e9 des transactions\u00a0: la banque \u00e9mettrice devra alors se procurer de la monnaie scripturale \u00e9mise par la Banque centrale pour les r\u00e8glements interbancaires.<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn3;\" title=\"\" href=\"#_ftnref3\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[3]<\/span><\/span><\/a><span style=\"mso-bidi-font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"> Ou plus pr\u00e9cis\u00e9ment la maximisation de la valeur actionnariale, que celle-ci passe par le versement de dividendes, l\u2019accumulation de r\u00e9serves ou les plus-values boursi\u00e8res, y compris en gonflant le cours des actions par le biais des <i>buybacks<\/i>, op\u00e9rations par lesquelles la soci\u00e9t\u00e9 s\u2019endette non pour investir dans le processus productif, mais au contraire pour rendre l\u2019argent aux actionnaires en rachetant et annulant ses propres actions pour concentrer le capital restant<\/span>.<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn4;\" title=\"\" href=\"#_ftnref4\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[4]<\/span><\/span><\/a><span style=\"mso-bidi-font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"> Sans parler des codes des imp\u00f4ts, des douanes, des proc\u00e9dures fiscales ou de la commande publique qui peinent \u00e0 pr\u00e9server le budget des administrations publiques, le Code de la sant\u00e9 publique dont les dispositions relatives aux<\/span> produits de sant\u00e9 n\u2019emp\u00eachent pas les scandales r\u00e9currents, etc<span style=\"mso-bidi-font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">.<\/span>.<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn5;\" title=\"\" href=\"#_ftnref5\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[5]<\/span><\/span><\/a><span style=\"mso-bidi-font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"> Sauf pour d\u2019\u00e9ventuels investisseurs engag\u00e9s dans un partenariat de long terme avec une prise de risque qui justifie, par exception, qu\u2019ils si\u00e8gent au CA \u2013 dans une position minoritaire<\/span>.<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn6;\" title=\"\" href=\"#_ftnref6\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[6]<\/span><\/span><\/a> La confusion fr\u00e9quente entre actionnaire et entrepreneur est trompeuse\u00a0: le plus souvent, dans le cas des grandes entreprises, les propri\u00e9taires n\u2019en sont pas les fondateurs (mais plut\u00f4t de simples investisseurs initiaux, voire des repreneurs ou h\u00e9ritiers), ni les dirigeants (la gestion \u00e9tant confi\u00e9e \u00e0 un mandataire social et aux cadres qu\u2019il nomme), ni les g\u00e9niaux inventeurs de tel ou tel produit ou proc\u00e9d\u00e9 nouveau et embl\u00e9matique (contrairement \u00e0 ce que v\u00e9hicule l\u2019imaginaire de la <i>start-up<\/i>, la plupart des entreprises cr\u00e9\u00e9es ne sont pas fond\u00e9es sur une innovation\u00a0; et si les grandes entreprises innovent parfois beaucoup, c\u2019est gr\u00e2ce aux salari\u00e9s du d\u00e9partement de Recherche et D\u00e9veloppement, qui n\u2019ont pourtant aucun droit sur l\u2019entreprise).<\/p><\/div><div style=\"mso-element: footnote;\"><p><a style=\"mso-footnote-id: ftn7;\" title=\"\" href=\"#_ftnref7\"><span style=\"mso-special-character: footnote;\"><span style=\"font-size: 10.0pt; line-height: 150%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-font-kerning: 0pt; mso-ligatures: none; mso-ansi-language: FR; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">[7]<\/span><\/span><\/a> Le raisonnement implicite serait par exemple que deux fr\u00e8res doivent \u00eatre trait\u00e9s \u00e0 \u00e9galit\u00e9 puisqu\u2019ils ont re\u00e7u le m\u00eame patrimoine g\u00e9n\u00e9tique, tandis que deux cousins n\u2019ont qu\u2019une moiti\u00e9 de g\u00e8nes en commun (ce qui est en fait biologiquement tr\u00e8s approximatif).<\/p><\/div><\/div>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>T\u00e9l\u00e9charger le manifeste \u00a0 Face \u00e0 l\u2019urgence d\u2019un monde en crise \u00e9conomique, sociale, politique, sanitaire, \u00e9nerg\u00e9tique, environnementale et g\u00e9opolitique, chacun sent la n\u00e9cessit\u00e9 de rompre avec l\u2019ordre existant, et l\u2019on entend sans cesse l\u2019appel \u00e0 rechercher un \u00ab\u00a0nouveau mod\u00e8le\u00a0\u00bb qui tarde pourtant \u00e0 se pr\u00e9ciser. Il faudra bien s\u00fbr remettre en cause la financiarisation et la mondialisation sans frein qui ont priv\u00e9 la puissance publique de toute capacit\u00e9 de r\u00e9gulation\u00a0: en permettant au capital de mettre les Etats en concurrence sur le plan fiscal, social ou environnemental, l\u2019ordre actuel a fait de lui le v\u00e9ritable souverain, minant la confiance dans les institutions politiques, m\u00e9diatiques, syndicales, scientifiques ou encore m\u00e9dicales. Mais un retour au capitalisme r\u00e9gul\u00e9 des Trente Glorieuses (politiques budg\u00e9taires et mon\u00e9taires de relance keyn\u00e9sienne, protectionnisme, planification, nationalisations, circuit du Tr\u00e9sor, am\u00e9nagement du territoire, d\u00e9veloppement des services publics et de la S\u00e9curit\u00e9 sociale, etc.) ne suffira pas \u00e0 relever les d\u00e9fis sociaux et \u00e9cologiques de notre temps\u00a0: il n\u2019est plus aujourd\u2019hui question d\u2019accommodements (toujours r\u00e9versibles\u00a0!) avec le capitalisme, mais de fondation d\u2019un nouveau r\u00e9gime \u00e9conomique v\u00e9ritablement (et d\u00e9finitivement) post-capitaliste. L\u2019\u00e9quit\u00e9isme est une proposition qui permet de rompre avec le capitalisme sans revenir \u00e0 l\u2019\u00e9conomie enti\u00e8rement administr\u00e9e de type sovi\u00e9tique. Depuis un si\u00e8cle et demi, la plupart des critiques du capitalisme sont fond\u00e9es sur une approche marxiste, qui a inspir\u00e9 les r\u00e9gimes dits de \u00ab\u00a0communisme r\u00e9el\u00a0\u00bb en URSS puis dans de nombreux autres pays \u2013 encore aujourd\u2019hui en Chine, au Vietnam ou \u00e0 Cuba, par exemple. Si ces r\u00e9gimes ont souvent obtenu des r\u00e9sultats spectaculaires en mati\u00e8re de d\u00e9veloppement industriel acc\u00e9l\u00e9r\u00e9, de hausse du niveau \u00e9ducatif ou de gains d\u2019esp\u00e9rance de vie (ce qui s\u2019est traduit par des indice de d\u00e9veloppement humain qui contrastent avec nombre de pays non-communistes pi\u00e9g\u00e9s dans le sous-d\u00e9veloppement), ils ont aussi subi des revers \u00e9conomiques bien connus et, surtout, n\u2019accordent pas \u00e0 la libert\u00e9 humaine la dignit\u00e9 qui lui revient. Est-ce une raison pour abandonner toute critique du capitalisme\u00a0? A l\u2019\u00e9vidence non\u00a0! Nul besoin d\u2019\u00eatre marxiste pour s\u2019opposer \u00e0 ce r\u00e9gime injuste, producteur d\u2019in\u00e9galit\u00e9s sans limites, de pauvret\u00e9, de recul des droits sociaux, de casse des services publics, de saccage de l\u2019environnement, de corruption des m\u00e9dias et de la d\u00e9mocratie, etc. Le capitalisme est profond\u00e9ment incompatible avec la doctrine marxiste des r\u00e9gimes communistes, mais il l\u2019est tout autant avec la philosophie politique lib\u00e9rale-\u00e9galitaire qui est au fondement de nos d\u00e9mocraties (c\u2019est-\u00e0-dire de la souverainet\u00e9 populaire, mais aussi des Droits de l\u2019Homme, y compris des droits sociaux)[1]. \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Le r\u00e9gime capitaliste consacre le pouvoir des milliardaires, puisqu\u2019il place au centre de l\u2019\u00e9conomie le capital, ce rapport social par lequel l\u2019argent produit de l\u2019argent et devient une fin en soi, objet d\u2019accumulation sans limite. Le r\u00e9gime communiste \u00e9crase quant \u00e0 lui la libert\u00e9 individuelle puisqu\u2019il vise la mise en commun de toute richesse, sans aucune place pour la propri\u00e9t\u00e9 priv\u00e9e et la libert\u00e9 contractuel, rempla\u00e7ant le march\u00e9 concurrentiel par une \u00e9conomie enti\u00e8rement ou tr\u00e8s lourdement administr\u00e9e. L\u2019\u00e9quit\u00e9isme est pour sa part centr\u00e9 sur le respect de l\u2019\u00e9quit\u00e9, une forme de justice sociale qui consiste \u00e0 traiter chaque citoyen de mani\u00e8re \u00e9quitable, en rendant leurs justes places \u00e0 la sph\u00e8re individuelle et \u00e0 l\u2019Etat, mais aussi et surtout aux institutions communes qui permettent d\u2019articuler initiative individuelle et collective. L\u2019\u00e9quit\u00e9isme est une \u00e9conomie de march\u00e9 post-capitaliste\u00a0: c\u2019est donc un mod\u00e8le enti\u00e8rement nouveau, \u00e0 la fois authentiquement lib\u00e9ral et r\u00e9solument anticapitaliste. En pratique, comment rompre avec le capitalisme sans renoncer \u00e0 la libert\u00e9 individuelle\u00a0? Non pas en r\u00e8glementant les comportements individuels et les contrats priv\u00e9s, en administrant les prix et les salaires ou en \u00e9tatisant la production, mais plut\u00f4t en r\u00e9formant radicalement les institutions \u00e9conomiques fondamentales\u00a0: la monnaie qui permet la circulation de la richesse, l\u2019entreprise qui permet sa production et l\u2019h\u00e9ritage qui permet sa transmission. Ces dispositifs ne proc\u00e8dent pas d\u2019abord de la libert\u00e9 individuelle\u00a0: ils sont fond\u00e9s par l\u2019Etat, qui les instaure en d\u00e9finissant de mani\u00e8re performative leur cadre juridique, et qui les met \u00e0 disposition de la soci\u00e9t\u00e9 civile afin que celle-ci se structure dans une relative autonomie par rapport \u00e0 la puissance publique. Mais loin d\u2019\u00eatre orient\u00e9es au service de l\u2019int\u00e9r\u00eat g\u00e9n\u00e9ral et de la justice sociale, ces institutions sont aujourd\u2019hui plac\u00e9es sous l\u2019emprise du capital et subordonn\u00e9es \u00e0 une logique d\u2019accumulation sans limite, au service d\u2019une classe tr\u00e8s minoritaire et au d\u00e9triment de la majorit\u00e9 de la population. La monnaie est aujourd\u2019hui cr\u00e9\u00e9e par les banquiers \u00e0 travers la dette, l\u2019entreprise est aujourd\u2019hui soumise aux actionnaires et \u00e0 leur qu\u00eate de profit sans borne, et l\u2019h\u00e9ritage est aujourd\u2019hui essentiellement un ressort de la concentration interg\u00e9n\u00e9rationnelle du capital, facteur d\u2019une incroyable in\u00e9galit\u00e9 des chances. Pour sortir du capitalisme, l\u2019\u00e9quit\u00e9isme remplace la monnaie bancaire par la monnaie libre, l\u2019entreprise actionnariale par l\u2019entreprise partenariale et l\u2019h\u00e9ritage lignager par l\u2019h\u00e9ritage universel. Concr\u00e8tement, la monnaie est cr\u00e9\u00e9e par la puissance publique en dehors de toute dette (permettant de financer d\u00e9mocratiquement, par 60 milliards d\u2019euros de subventions annuelles, la bifurcation \u00e9cologique et sociale), l\u2019entreprise n\u2019appartient plus aux apporteurs de capitaux mais est gouvern\u00e9e coll\u00e9gialement par des repr\u00e9sentants de toutes les parties prenantes (permettant un juste partage de la valeur ajout\u00e9 et une r\u00e9duction structurelle des externalit\u00e9s n\u00e9gatives de la production sur l\u2019environnement et la sant\u00e9 des travailleurs et des consommateurs), l\u2019h\u00e9ritage laiss\u00e9 par tous les citoyens d\u00e9c\u00e9d\u00e9s au cours d\u2019une ann\u00e9e est r\u00e9parti \u00e0 parts \u00e9gales entre tous ceux qui atteignent la majorit\u00e9 dans la m\u00eame p\u00e9riode (finan\u00e7ant une dotation initiale de 150\u00a0000 \u00e0 200\u00a0000\u00a0\u20ac par personne qui assure l\u2019\u00e9galit\u00e9 des chances et \u00e9radique la mis\u00e8re). \u00a0Ainsi, on d\u00e9mant\u00e8le m\u00e9thodiquement l\u2019emprise du capital sur les institutions fondamentales de notre r\u00e9gime \u00e9conomique, tout en maintenant la propri\u00e9t\u00e9 priv\u00e9e et l\u2019\u00e9conomie de march\u00e9 en libre concurrence (c\u2019est-\u00e0-dire avec libert\u00e9 d\u2019entreprendre, mais aussi libre fixation des prix et de la qualit\u00e9 des produits). Sans exclure les indispensables interventions directes de l\u2019Etat (services publics, r\u00e8glementations minimales, politiques de r\u00e9gulation conjoncturelle \u2013 budg\u00e9taire et mon\u00e9taire \u2013 ou structurelle \u2013 industrielle, commerciale, d\u2019am\u00e9nagement du territoire\u2026) ou de la S\u00e9curit\u00e9 sociale (retraites, assurance ch\u00f4mage, assurance maladie, allocations familiales\u2026), le maximum d\u2019autonomie est laiss\u00e9 \u00e0 la soci\u00e9t\u00e9 civile, le d\u00e9passement du capitalisme reposant non sur sa mise sous tutelle publique, mais sur la r\u00e9forme des institutions dont l\u2019Etat la dote pour son auto-organisation. L\u2019\u00e9quit\u00e9isme est donc bien un mod\u00e8le anticapitaliste authentiquement lib\u00e9ral. \u00a0 \u00a0 La monnaie libre \u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Le premier pilier de l\u2019\u00e9quit\u00e9isme \u2013 la monnaie libre \u2013 est une r\u00e9forme un peu technique, mais absolument d\u00e9cisive. La monnaie est une institution collective qui permet \u00e0 chacun d\u2019exprimer la valeur des biens dans un langage commun (en affichant ses prix ou en faisant sa comptabilit\u00e9 en euros, par exemple) et de faire des transactions avec un moyen de paiement universellement accept\u00e9\u00a0: sur le territoire de la communaut\u00e9 mon\u00e9taire, les euros doivent obligatoirement \u00eatre accept\u00e9s par les commer\u00e7ants comme moyen de paiement des achats, par les salari\u00e9s comme moyen de paiement des salaires, et par tout un chacun comme moyen de r\u00e9gler une dette, de m\u00eame qu\u2019il est accept\u00e9 par le fisc pour le r\u00e8glement des imp\u00f4ts ou des amendes. C\u2019est cette institution commune, ce collectif pr\u00e9sent au c\u0153ur de chaque \u00e9change bilat\u00e9ral entre deux agents individuels, qui permet l\u2019\u00e9conomie de march\u00e9 et tous les transferts mon\u00e9taires non marchands (imp\u00f4ts, cotisations, allocations, dons, etc.). Or cette institution commune est aujourd\u2019hui privatis\u00e9e. En effet, comme tout \u00e9tudiant en \u00e9conomie le d\u00e9couvre d\u00e8s la Licence, la monnaie n\u2019est pas cr\u00e9\u00e9e par la \u00ab\u00a0planche \u00e0 billets\u00a0\u00bb de la Banque centrale contrairement \u00e0 ce que croient la plupart des gens\u00a0: dans notre r\u00e9gime actuel, elle est cr\u00e9\u00e9e non pas par la puissance publique, mais par les banques priv\u00e9es, lorsque celles-cioctroient des pr\u00eats \u00e0 int\u00e9r\u00eats. En effet, l\u2019essentiel de la masse mon\u00e9taire existe aujourd\u2019hui sous forme scripturale\u00a0(les d\u00e9p\u00f4ts \u00e0 vue inscrits sur les comptes courants que les agents ont \u00e0 la banque), et ces unit\u00e9s de valeur immat\u00e9rielles sont cr\u00e9\u00e9es ex nihilo par un simple jeu d\u2019\u00e9criture comptable par les banquiers lorsqu\u2019ils accordent un cr\u00e9dit \u00e0 un m\u00e9nage ou \u00e0 une entreprise, ou qu\u2019ils ach\u00e8tent un actif sur les march\u00e9s financiers. Ainsi, quand on lui emprunte de l\u2019argent, la banque n\u2019a pas besoin de mobiliser une \u00e9pargne pr\u00e9alable\u00a0: en inscrivant la somme pr\u00eat\u00e9e sur notre compte courant, elle cr\u00e9e v\u00e9ritablement \u00e0 partir de rien des encaisses mon\u00e9taires qui n\u2019existaient pas l\u2019instant d\u2019avant, et qui seront d\u00e9truites lorsqu\u2019on les remboursera. Cela ne signifie pas que la banque peut cr\u00e9er de la monnaie sans aucune limite ni contrainte[2], mais cela implique tout de m\u00eame que le pouvoir de cr\u00e9er la monnaie est d\u00e9l\u00e9gu\u00e9 \u00e0 des banques priv\u00e9es, qui l\u2019emploient dans un unique but\u00a0: le profit. Toute cr\u00e9ation mon\u00e9taire se fait en contrepartie d\u2019une dette, d\u2019une cr\u00e9ance que la banque ach\u00e8te en cr\u00e9ant des encaisses \u00e0 destination de l\u2019emprunteur, et qui constitue pour elle un capital (un actif qui rapporte des int\u00e9r\u00eats). Autrement dit, chaque fois qu\u2019un banquier cr\u00e9e 1\u20ac de monnaie pour financer l\u2019\u00e9conomie, 1\u20ac de dette suppl\u00e9mentaire est fabriqu\u00e9 \u2013 ce qui n\u2019est pas sans poser probl\u00e8me \u00e0 une \u00e9poque de surendettement public et priv\u00e9 g\u00e9n\u00e9ralis\u00e9. Du fait du fonctionnement comptable actuel de la cr\u00e9ation mon\u00e9taire, il faut que des agents \u00e9conomiques (m\u00e9nages, entreprises, acteurs publics) deviennent d\u00e9biteurs des banquiers pour que la monnaie (indispensable \u00e0 l\u2019\u00e9conomie) soit cr\u00e9\u00e9e\u2026 Et chaque fois, le banquier s\u2019enrichit. Au-del\u00e0 des in\u00e9galit\u00e9s de richesse que ce mode d\u2019\u00e9mission alimente, c\u2019est un pouvoir exorbitant qui est conf\u00e9r\u00e9 \u00e0 des puissances priv\u00e9es, qui se sont ainsi accapar\u00e9 une institution collective qu\u2019elles soumettent enti\u00e8rement \u00e0 leur logique de profit. Ainsi, la cr\u00e9ation mon\u00e9taire n\u00e9cessaire au bon fonctionnement de l\u2019\u00e9conomie ne peut financer les activit\u00e9s sociales ou \u00e9cologiques m\u00eame les plus indispensables d\u00e8s lors que celles-ci ne g\u00e9n\u00e8rent pas une rentabilit\u00e9 financi\u00e8re pour le banquier. La monnaie libre \u2013 lib\u00e9r\u00e9e de l\u2019emprise des banquiers et du march\u00e9 de la dette \u2013 restitue le pouvoir de cr\u00e9ation mon\u00e9taire \u00e0 la puissance publique, en vue de l\u2019int\u00e9r\u00eat g\u00e9n\u00e9ral et en dehors de toute dette. Ainsi, un Institut d\u2019Emission d\u00e9cide \u00e0 l\u2019\u00e9chelle macro\u00e9conomique du volume de cr\u00e9ation mon\u00e9taire n\u00e9cessaire \u00e0 chaque p\u00e9riode au maintien du plein-emploi et de la stabilit\u00e9 des prix, puis ces nouvelles encaisses sont mises \u00e0 disposition des agents \u00e9conomiques par simpleattribution\u00a0: non par des pr\u00eats, mais par subvention, sans contrepartie comptable. Qui b\u00e9n\u00e9ficiera de ces subventions\u00a0? Tout agent (acteur public local ou national, entreprise, m\u00e9nage, association\u2026) porteur d\u2019un projet d\u2019investissement r\u00e9pondant \u00e0 une grille de crit\u00e8res fix\u00e9e d\u00e9mocratiquement, par exemple dans le cadre d\u2019un programme de reconstruction sociale, \u00e9cologique, sanitaire et patrimonial adopt\u00e9 par le parlement ou par le gouvernement, et permettant d\u2019identifier les investissements strat\u00e9giques \u00e0 financer (d\u00e9carbonation de processus industriels, isolation thermique des logements, construction d\u2019h\u00f4pitaux, de lignes de chemin de fer, d\u2019\u00e9coles, de maternit\u00e9s, de centrales d\u2019\u00e9nergie renouvelable, de mus\u00e9es, etc.). Dans le cas fran\u00e7ais, en imaginant que la masse mon\u00e9taire augmente de 4\u00a0% par an (cible tr\u00e8s raisonnable en dehors des \u00e9pisodes inflationnistes d\u2019origine mon\u00e9taire), cela repr\u00e9sente un montant annuel de 60 milliards d\u2019euros \u00e0 consacrer sous forme de subventions aux investissements strat\u00e9giques. Concr\u00e8tement, la r\u00e9partition fine de l\u2019enveloppe disponible au plus pr\u00e8s des besoins requiert un maillage territorial serr\u00e9 d\u2019organismes capables de s\u00e9lectionner les meilleurs projets. Il faut donc mettre en place un r\u00e9seau de Caisses D\u00e9partementales du D\u00e9veloppement Durable (CDDD), dont la gouvernance inclurait l\u2019ensemble des parties prenantes du territoire : \u00e9lus locaux, Chambres du Commerce et de l\u2019Industrie, antenne locale de la Caisse des D\u00e9p\u00f4ts et Consignations, f\u00e9d\u00e9rations syndicales, associations citoyennes (de d\u00e9fense de l\u2019environnement, des consommateurs, des riverains, du patrimoine\u2026), etc. Proc\u00e9dant coll\u00e9gialement et en toute transparence \u00e0 des choix d\u2019affectation des subventions, les CDDD op\u00e8reraient un financement d\u00e9mocratique et d\u00e9centralis\u00e9 de projets collectifs sans recr\u00e9er la moindre relation d\u2019endettement \u2013 comme les CHU avaient \u00e9t\u00e9 financ\u00e9s par subventions, pendant les Trente Glorieuses. Il ne s\u2019agit pas de supprimer enti\u00e8rement les pr\u00eats \u00e0 int\u00e9r\u00eats\u00a0: les banques (devenues des caisses d\u2019\u00e9pargnes puisqu\u2019elles ne peuvent plus cr\u00e9er de monnaie mais doivent d\u00e9sormais collecter l\u2019\u00e9pargne des d\u00e9posants pour accorder des pr\u00eats) continueront \u00e0 financer les investissements financi\u00e8rement rentables par des pr\u00eats \u00e0 int\u00e9r\u00eats. On est donc loin d\u2019un&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-303","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/pages\/303","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/comments?post=303"}],"version-history":[{"count":33,"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/pages\/303\/revisions"}],"predecessor-version":[{"id":341,"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/pages\/303\/revisions\/341"}],"wp:attachment":[{"href":"https:\/\/equiteisme.com\/index.php\/wp-json\/wp\/v2\/media?parent=303"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}