Las tendencias confirman al PSOE como más votado, pero no podría gobernar ante la suma de las derechas

Las tendencias confirman al PSOE como más votado, pero no podría gobernar ante la suma de las derechas

La encuesta de Celeste-Tel, publicada por El Diario, consolida al PSOE como partido más votado en unas próximas elecciones generales. Sin embargo, la victoria en votos y escaños no bastaría para revalidar la mayoría de Gobierno. La suma de los tres partidos a la derecha del PSOE les daría mayoría por encima de los 175 escaños necesarios para la investidura.

La encuesta publicada hoy otorga al PSOE un 23,7% de votos, que se traducen en 94-97 escaños. El Partido Popular obtendría el 23,1% de los sufragios y 96-98 escaños. Ciudadanos, que sigue subiendo respecto a 2016, sumaría entre 63 y 67 escaños con el 19,2% de los votos. Podemos y sus confluencias caerían hasta el 15,8% y 47-49 escaños. La extrema derecha de Vox haría su irrupción en el Parlamento con el 8,9% de votos y 17-20 asientos.

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" width="652" height="481" />

Con estos números, la mayoría que consiguió la moción de censura no podría revalidar el Gobierno, sino que la suma de las derechas podría llegar a la mayoría absoluta. Pedro Sánchez baraja la opción de adelantar las elecciones en el caso de que sus presupuestos no puedan tramitarse por la negativa de los independentistas a retirar las enmiendas a la totalidad.

Consejo: si han de mirar algo cuando miren una encuesta es, si es posible, otra encuesta hecha de la misma forma. Podrán así mirar, mejor que un resultado concreto, una tendencia. Si hacemos este ejercicio con la que hoy se publica y la comparamos con la de enero hecha por esa misma casa de encuestas (que suponemos asigna escaños de la misma manera) se confirma que el PSOE sería el partido más votado, pero la suma de las derechas sigue siendo virtuosa frente a la división en la izquierda. Ante estos datos, si el Congreso no aprueba los Presupuestos y el Gobierno se ve en la disyuntiva de elegir entre una prórroga de los anteriores o una convocatoria electoral, Pedro Sánchez tendrá que valorar si la foto de la manifestación de Colón de Albert Rivera, Pablo Casado y Santiago Abascal puede ayudar a que la izquierda y parte del centro se movilice y consiga llegar a unos resultados con los que superar la investidura. Las tendencias electorales parecen apuntalar una victoria socialista por la mínima, pero quizá una movilización mayor que lleve a algunos votantes de centro de Ciudadanos al PSOE pueda impedir un gobierno a la andaluza con la extrema derecha como socia.

Otro dato relevante que deja esta encuesta es el de la fidelidad de voto. Si históricamente el Partido Popular ha sido el que mejor fijaba a sus votantes, se confirma hace unos cuantos estudios que la volatilidad actualmente se da dentro del bloque de derechas. Así, de quienes en 2016 votaron al PP solo repetiría un 65,5% de votantes. El PSOE es el partido cuya fidelidad de voto es más alta con un 82,5% y recibiendo por parte de ex votantes de Podemos un 11,8% de votos. De ahí que la apuesta pase por visualizar un viraje a la derecha de Ciudadanos que abra camino por el centro a un PSOE que hace visible un NO a unos presupuestos de alta carga social y una alternativa de derecha muy a la derecha. La fidelidad de voto a Ciudadanos es también muy alta y el principal punto de fuga es Vox, quizá no baste con estos argumentos: a día de hoy, las banderas pesan más que el salario mínimo interprofesional.

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