El Centro de Investigaciones Sociológicas (CIS) otorga la victoria al Partido de la Ciudadanía (PSC) en las elecciones catalanas, con el 30% de los vo

En un análisis exhaustivo de las elecciones catalanas, el Centro de Investigaciones Sociológicas (CIS) ha otorgado la victoria al Partido de la Ciudadanía (PSC), que se ha impuesto con un 30% de los votos. Esta cifra supone un gran avance para el partido liderado por Salvador Illa, que ha logrado auparse al primer puesto en las elecciones catalanas. Además, el CIS ha situado a Junts en segunda posición, por delante de Esquerra Republicana de Cataluña (ERC), lo que supone un cambio significativo en el panorama político catalán. Estos resultados tienen un gran peso en la configuración del nuevo gobierno catalán y serán objeto de análisis y debate en los próximos días.

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"><noscript><img 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PSC lidera las elecciones catalanas con el 30% de los votos, según CIS

Según la última encuesta publicada por el Centro de Investigaciones Sociológicas (CIS) este lunes, el Partido de los Socialistas de Cataluña (PSC) lideraría las elecciones catalanas del próximo domingo con un impresionante 30% de los votos, aumentando su ventaja respecto a Junts y situándose como la fuerza política más fuerte en Cataluña.

A tan solo cinco días de la convocatoria electoral, la encuesta muestra que el PSC, liderado por Salvador Illa, aumentaría su apoyo en comparación con la anterior encuesta publicada en abril. Por otro lado, Junts, liderado por Carles Puigdemont, adelantaría a ERC con una estimación de voto de entre el 15,4% y el 18,1%, mientras que ERC, liderado por Pere Aragonès, obtendría entre el 15,2% y el 17,9% de los sufragios.

El PSC afianzaría su posición como favorito para ganar las elecciones con una estimación de voto de entre el 29,8% y el 33,2%. Por otro lado, el Partido Popular catalán se situaría como la cuarta fuerza política con un 9,6-11,9% de los votos, seguido de Vox (5,8-7,5%), los Comuns (5-6,7%) y la CUP (3,2-4,6%).

Además, la encuesta muestra que Aliança Catalana, la formación de la alcaldesa de Ripoll, Sílvia Orriols, entraría en la Cámara catalana con una horquilla de entre el 3 y el 4,4% de los votos. La formación de la exconsellera de Educación, Clara Ponsatí, Alhora, obtendría entre el 0,6 y 1,3% de los sufragios y, Ciutadans, se quedaría a la cola con una estimación de voto de entre el 0,5 y 1%.

Es importante destacar que, según la encuesta, el PSC tendría una ventaja significativa sobre los demás partidos políticos, lo que le daría una posición fuerte para liderar el Govern catalán.

Lucía García

Hola, soy Lucía, un apasionado escritor y experto en actualidad nacional e internacional en el periódico independiente El Noticiero. Mi dedicación por la objetividad y la rigurosidad en mis artículos me permite ofrecer a nuestros lectores las últimas novedades de manera imparcial y detallada. Mi compromiso es informar con veracidad y transparencia, para que nuestros lectores estén siempre bien informados. ¡Descubre conmigo las historias más relevantes del momento en El Noticiero!

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