{"id":42879,"date":"2025-02-22T11:02:52","date_gmt":"2025-02-22T10:02:52","guid":{"rendered":"https:\/\/www.gemeinde-rossau.de\/?p=42879"},"modified":"2025-02-24T15:26:37","modified_gmt":"2025-02-24T14:26:37","slug":"wahlergebnisse-landratswahl-2025-2","status":"publish","type":"post","link":"https:\/\/www.gemeinde-rossau.de\/index.php\/2025\/02\/22\/wahlergebnisse-landratswahl-2025-2\/","title":{"rendered":"Wahlergebnisse Bundestagswahl 2025"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"42879\" class=\"elementor elementor-42879\">\n\t\t\t\t\t\t<div class=\"elementor-inner\">\n\t\t\t\t<div class=\"elementor-section-wrap\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-f243872 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"f243872\" 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\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-42240fc\" data-id=\"42240fc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-97e4d18 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"97e4d18\" 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 href=\"https:\/\/www.wahlen.sachsen.de\/bundestagswahlen-2025-wahlergebnisse.php\" target=\"_blank\" class=\"elementor-button-link elementor-button elementor-size-xl\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Wahlergebnisse Bundestagswahl Sachsen<\/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<div class=\"elementor-element elementor-element-84cccd2 elementor-widget elementor-widget-text-editor\" data-id=\"84cccd2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<h5 style=\"text-align: center;\"><u>Die vorl\u00e4ufigen Ergebnisse der Bundestagswahl 2025 von der <\/u><\/h5><h5 style=\"text-align: center;\"><u>Gemeinde Rossau<\/u><\/h5><h6>Stand: 24.02.2025<\/h6><p><strong>Wahlberechtigte:<\/strong> 2807<\/p><p><strong>W\u00e4hler:<\/strong> 2344<\/p><p><strong>Briefw\u00e4hler<\/strong>: 436<\/p><p><strong>ung\u00fcltige Erststimmen:<\/strong>\u00a0 \u00a027<\/p><p><strong>ung\u00fcltige Zweitstimmen:<\/strong> 17<\/p><p><strong>g\u00fcltige Erststimmen:\u00a0<\/strong> \u00a02317<\/p><p><strong>g\u00fcltige Zweitstimmen:<\/strong> 2327<\/p><p><strong>Wahlbeteiligung: <\/strong>83,5%<\/p>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\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-9ff6318 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"9ff6318\" 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\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-81f04ac\" data-id=\"81f04ac\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0dff5b6 elementor-widget elementor-widget-text-editor\" data-id=\"0dff5b6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<table width=\"417\"><tbody><tr><td width=\"64\"><span style=\"text-decoration: underline;\"><strong>Name<\/strong><\/span><\/td><td width=\"75\"><span style=\"text-decoration: underline;\"><strong>Erststimme<\/strong><\/span><\/td><td width=\"75\"><span style=\"text-decoration: underline;\"><strong>%<\/strong><\/span><\/td><td width=\"99\"><span style=\"text-decoration: underline;\"><strong>Zweitsstimme<\/strong><\/span><\/td><td width=\"104\"><span style=\"text-decoration: underline;\"><strong>%<\/strong><\/span><\/td><\/tr><tr><td>AfD<\/td><td style=\"text-align: center;\">1090<\/td><td>47,0<\/td><td style=\"text-align: center;\">1048<\/td><td>45,0<\/td><\/tr><tr><td>SPD<\/td><td style=\"text-align: center;\">178<\/td><td>7,7<\/td><td style=\"text-align: center;\">136<\/td><td>5,8<\/td><\/tr><tr><td style=\"text-align: left;\">CDU<\/td><td style=\"text-align: center;\">625<\/td><td>27,0<\/td><td style=\"text-align: center;\">481<\/td><td>20,7<\/td><\/tr><tr><td style=\"text-align: left;\">FDP<\/td><td style=\"text-align: center;\">82<\/td><td>3,5<\/td><td style=\"text-align: center;\">82<\/td><td>3,5<\/td><\/tr><tr><td>Die Linke<\/td><td style=\"text-align: center;\">181<\/td><td>7,8<\/td><td style=\"text-align: center;\">165<\/td><td>7,1<\/td><\/tr><tr><td>GR\u00dcNE<\/td><td style=\"text-align: center;\">43<\/td><td>1,9<\/td><td style=\"text-align: center;\">67<\/td><td>2,9<\/td><\/tr><tr><td><p>FREIE W\u00c4HLER<\/p><\/td><td style=\"text-align: center;\">118<\/td><td>5,1<\/td><td style=\"text-align: center;\">50<\/td><td>2,1<\/td><\/tr><tr><td>Tierschutzpartei<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">32<\/td><td>1,4<\/td><\/tr><tr><td>Die PARTEI<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">14<\/td><td>0,6<\/td><\/tr><tr><td>PIRATEN<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">6<\/td><td>0,3<\/td><\/tr><tr><td>Volt<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">4<\/td><td>0,2<\/td><\/tr><tr><td>PdH<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">2<\/td><td>0,1<\/td><\/tr><tr><td>MLPD<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">0<\/td><td>0,0<\/td><\/tr><tr><td>B\u00dcNDNIS DEUTSCHLAND<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">5<\/td><td>0,2<\/td><\/tr><tr><td>BSW<\/td><td style=\"text-align: center;\">&#8211;<\/td><td>\u00a0<\/td><td style=\"text-align: center;\">235<\/td><td><p>10,1<\/p><\/td><\/tr><\/tbody><\/table>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\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-03f4a15 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"03f4a15\" 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\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c5f8c20\" data-id=\"c5f8c20\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2ca5e12 elementor-widget elementor-widget-text-editor\" data-id=\"2ca5e12\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<p><img decoding=\"async\" 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content=\"Wahlergebnisse Bundestagswahl 2025 | Gemeindeverwaltung Rossau\" \/>\n<meta property=\"og:description\" content=\"Wahlergebnisse Bundestagswahl Sachsen Die vorl\u00e4ufigen Ergebnisse der Bundestagswahl 2025 von der Gemeinde Rossau Stand: 24.02.2025 Wahlberechtigte: 2807 W\u00e4hler: 2344 Briefw\u00e4hler: 436 ung\u00fcltige Erststimmen:\u00a0 \u00a027 ung\u00fcltige Zweitstimmen: 17 g\u00fcltige Erststimmen:\u00a0 \u00a02317 g\u00fcltige Zweitstimmen: 2327 Wahlbeteiligung: 83,5% Name Erststimme % Zweitsstimme % AfD 1090 47,0 1048 45,0 SPD 178 7,7 136 5,8 CDU 625 27,0 481 20,7 [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.gemeinde-rossau.de\/index.php\/2025\/02\/22\/wahlergebnisse-landratswahl-2025-2\/\" \/>\n<meta property=\"og:site_name\" content=\"Gemeindeverwaltung Rossau\" \/>\n<meta property=\"article:published_time\" content=\"2025-02-22T10:02:52+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2025-02-24T14:26:37+00:00\" \/>\n<meta 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