{"id":26094,"date":"2025-02-21T15:52:54","date_gmt":"2025-02-21T14:52:54","guid":{"rendered":"https:\/\/www.etfworld.com\/es\/?p=26094"},"modified":"2025-02-21T15:53:54","modified_gmt":"2025-02-21T14:53:54","slug":"dws-grandes-esperanzas-elecciones-federales-alemanas-2025","status":"publish","type":"post","link":"https:\/\/www.etfworld.com\/es\/dws-grandes-esperanzas-elecciones-federales-alemanas-2025\/","title":{"rendered":"DWS : Grandes esperanzas &#8211; Elecciones federales alemanas 2025"},"content":{"rendered":"<h5 style=\"text-align: justify;\"><strong>DWS<\/strong> : Alemania tiene muchos frentes abiertos. Una incertidumbre que podr\u00eda agravarse en el caso de que se alarguen las negociaciones de coalici\u00f3n, si el resultado electoral resulta poco concluyente.<\/h5>\n<p><!--more--><\/p>\n<p><strong><a href=\"https:\/\/www.etfworld.com\/es\/newsletter\">Reg\u00edstrese para recibir boletines gratuitos de ETFWorld<\/a><\/strong><\/p>\n<hr \/>\n<p>A medida que se aproximan las elecciones alemanas que se celebran este domingo, se puede observar c\u00f3mo el escenario pol\u00edtico se est\u00e1 resintiendo, por la delicada situaci\u00f3n econ\u00f3mica en la que se encuentra el pa\u00eds. La econom\u00eda alemana lleva cinco a\u00f1os estancada. En el cuarto trimestre de 2024, la actividad econ\u00f3mica de Alemania se situ\u00f3 ligeramente por debajo que en el mismo periodo del a\u00f1o 2019. Esto sit\u00faa a Alemania a la cola de las principales econom\u00edas europeas, en t\u00e9rminos de crecimiento econ\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">Nuestro Gr\u00e1fico de la Semana muestra los promedios de los sondeos cada 30 d\u00edas desde diciembre de 2020. La Uni\u00f3n Dem\u00f3crata Cristiana (CDU) y su aliado b\u00e1varo, la Uni\u00f3n Social Cristiana (CSU), llamados \u00abdemocristianos\u00bb, han obtenido entre un 28% y un 34% en las encuestas. Los socialdem\u00f3cratas (SPD) y los Verdes est\u00e1n en cifras medias en torno a los dos d\u00edgitos, con lo cual no est\u00e1 tan claro que los democristianos puedan conseguir una mayor\u00eda de coalici\u00f3n con \u00fanicamente uno de ellos. La ultraderechista Alternativa para Alemania (AfD) ha conseguido avances importante, gracias a su potente ret\u00f3rica populista y a sus cr\u00edticas a la Uni\u00f3n Europea (UE). AfD ronda en estos momentos el 20%. La carrera por tener influencia se complica si adem\u00e1s tenemos en cuenta los partidos m\u00e1s peque\u00f1os, como La Izquierda, el nuevo partido populista \u00abB\u00fcndnis Sarah Wagenknecht\u00bb (BSW) y el liberal Partido Democr\u00e1tico Libre (FDP), que se est\u00e1n acercando peligrosamente al umbral cr\u00edtico del 5% necesario para asegurarse representaci\u00f3n en el Bundestag.<\/p>\n<p style=\"text-align: justify;\"><strong>Las medias de los sondeos nacionales muestran una evidente tendencia a la baja de los democristianos desde que se convocaron de elecciones<\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"\" 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alt=\"\" width=\"540\" height=\"328\" \/><\/p>\n<p style=\"text-align: justify;\">Las elecciones llegan a Alemania en un momento de grandes dificultades para el pa\u00eds en muchos \u00e1mbitos. Desde la pandemia, <strong>la recuperaci\u00f3n de Alemania se ha situado a la cola de otras grandes econom\u00edas, debido a la escasa potencia laboral, el estancamiento de la productividad y la insuficiente inversi\u00f3n p\u00fablica<\/strong>. Esta incertidumbre podr\u00eda acentuarse si se alargan las negociaciones de coalici\u00f3n, si se da\u00a0 un resultado electoral poco concluyente. Por el contrario, la r\u00e1pida formaci\u00f3n de un nuevo gobierno, liderado por los democristianos, podr\u00eda tener un impacto favorable en la confianza de los mercados, ya que podr\u00eda realzar la estabilidad econ\u00f3mica y pol\u00edtica. Sin embargo, <strong>los efectos a largo plazo depender\u00e1n de las habilidades del nuevo gobierno para aplicar medidas desregulatorias, abordar las din\u00e1micas de la fuerza laboral y estimular la inversi\u00f3n, especialmente si se requieren compromisos importantes durante las negociaciones de coalici\u00f3n<\/strong>. Los inversores y el resto de <em>players<\/em> del mercado estar\u00e1n muy pendientes de las consecuencias de las elecciones para valorar c\u00f3mo se va a orientar la pol\u00edtica fiscal, as\u00ed como las iniciativas en el sector de las infraestructuras y la estabilidad europea en su conjunto.<\/p>\n<p style=\"text-align: justify;\">Fuente: ETFWorld.es<\/p>\n","protected":false},"excerpt":{"rendered":"<p>DWS : Alemania tiene muchos frentes abiertos. Una incertidumbre que podr\u00eda agravarse en el caso de que se alarguen las negociaciones de coalici\u00f3n, si el resultado electoral resulta poco concluyente.<\/p>\n","protected":false},"author":4,"featured_media":26097,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"telegram_tosend":false,"telegram_tosend_message":"","telegram_tosend_target":0,"footnotes":"","_wpscp_schedule_draft_date":"","_wpscp_schedule_republish_date":"","_wpscppro_advance_schedule":false,"_wpscppro_advance_schedule_date":"","_wpscppro_dont_share_socialmedia":null,"_wpscppro_custom_social_share_image":0,"_facebook_share_type":"default","_twitter_share_type":"default","_linkedin_share_type":"default","_pinterest_share_type":"default","_linkedin_share_type_page":"","_instagram_share_type":"default","_medium_share_type":"default","_threads_share_type":"","_google_business_share_type":"","_selected_social_profile":null,"_wpsp_enable_custom_social_template":false,"_wpsp_social_scheduling":{"enabled":false,"datetime":null,"platforms":[],"status":"template_only","dateOption":"today","timeOption":"now","customDays":"","customHours":"","customDate":"","customTime":"","schedulingType":"absolute"},"_wpsp_active_default_template":true},"categories":[48],"tags":[83,381],"class_list":["post-26094","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-analisis","tag-dws","tag-elecciones-federales-alemanas"],"blocksy_meta":{"styles_descriptor":{"styles":{"desktop":"","tablet":"","mobile":""},"google_fonts":[],"version":6}},"featured_image_urls_v2":{"full":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"thumbnail":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag-150x150.jpg",150,150,true],"medium":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag-300x225.jpg",300,225,true],"medium_large":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"large":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"1536x1536":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"2048x2048":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"ultp_layout_landscape_large":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"ultp_layout_landscape":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false],"ultp_layout_portrait":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag-600x563.jpg",600,563,true],"ultp_layout_square":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag-600x563.jpg",600,563,true],"mailpoet_newsletter_max":["https:\/\/www.etfworld.com\/es\/wp-content\/uploads\/2025\/02\/DWS-Germany-Flag.jpg",750,563,false]},"post_excerpt_stackable_v2":"<p>DWS : Alemania tiene muchos frentes abiertos. Una incertidumbre que podr\u00eda agravarse en el caso de que se alarguen las negociaciones de coalici\u00f3n, si el resultado electoral resulta poco concluyente. Reg\u00edstrese para recibir boletines gratuitos de ETFWorld A medida que se aproximan las elecciones alemanas que se celebran este domingo, se puede observar c\u00f3mo el escenario pol\u00edtico se est\u00e1 resintiendo, por la delicada situaci\u00f3n econ\u00f3mica en la que se encuentra el pa\u00eds. La econom\u00eda alemana lleva cinco a\u00f1os estancada. En el cuarto trimestre de 2024, la actividad econ\u00f3mica de Alemania se situ\u00f3 ligeramente por debajo que en el mismo periodo&hellip;<\/p>\n","category_list_v2":"<a href=\"https:\/\/www.etfworld.com\/es\/category\/news\/analisis\/\" rel=\"category tag\">An\u00e1lisis<\/a>","author_info_v2":{"name":"Equipo Editorial","url":"https:\/\/www.etfworld.com\/es\/author\/equipo-editorial\/"},"comments_num_v2":"0 comentarios","_links":{"self":[{"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/posts\/26094","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/comments?post=26094"}],"version-history":[{"count":2,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/posts\/26094\/revisions"}],"predecessor-version":[{"id":26099,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/posts\/26094\/revisions\/26099"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/media\/26097"}],"wp:attachment":[{"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/media?parent=26094"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/categories?post=26094"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.etfworld.com\/es\/wp-json\/wp\/v2\/tags?post=26094"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}