El PSOE consolida su victoria, pero la izquierda necesita movilizarse

El PSOE consolida su victoria, pero la izquierda necesita movilizarse

Una nueva encuesta de GAD3 para el diario ABC otorga la victoria al Partido Socialista, pero podría no gobernar, ya que nuevamente el pacto a la andaluza lograría la mayoría absoluta en el Congreso. El electorado de la derecha, con una movilización mayor que el de la izquierda, convierte la división en suma ganadora y podría reeditarse con éxito la suma de Partido Popular, Ciudadanos y Vox. Podemos, en plena crisis interna, cae estrepitosamente arrastrando al bloque de la izquierda por debajo de los números que facilitaron la moción de censura.

Las encuestas hay que mirarlas como se ve una película, en una sucesión de fotogramas y no solo juzgar el primero. Por eso, esta encuesta que la demoscópica GAD3 elabora para ABC es importante a la hora de empezar a valorar el tiempo nuevo que surge tras los resultados del pacto en Andalucía. De esta forma, se puede afirmar que se consolida la tendencia ganadora en la suma de las tres derechas: PP, Ciudadanos y Vox. A su vez, lastrados por la crisis interna en Podemos, los partidos que facilitaron la moción de censura no llegarían esta vez a sumar para la investidura. El PSOE sigue siendo el partido más votado, incluso mejorando sus resultados respecto al anterior barómetro realizado por GAD3. En intención directa de voto llega al 20% de los sufragios y se sitúa en el 26,5% en estimación. Pero la caída de los de Iglesias, en plena división en la Comunidad de Madrid, es tan estrepitosa (40 escaños menos que en 2016) que arrastra a la izquierda por debajo de la mayoría absoluta en el Congreso.

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" 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La extrema derecha de Vox, que desde las elecciones de diciembre en Andalucía se consolida en los sondeos como opción real de voto a la derecha del PP, sería una de las llaves para la gobernabilidad. Con casi el 10% de los votos su tendencia es de subida, restando votos a la derecha del PP. Sin embargo, esta volatilidad interna en el bloque de la derecha se convierte en virtuosa y favorece la suma de más de los 175 escaños de la mayoría absoluta, 181 asientos concretamente.

Está por ver que el pacto a la andaluza se reedite en todos los territorios o a nivel estatal. Ciudadanos se está viendo penalizado por el apoyo de Vox a la investidura de Juanma Moreno y Juan Marín en Andalucía y quizá en el futuro quieran explorar otras sumas con el PSOE que centren de nuevo la posición del partido. Por ahora, la suma de PSOE y Ciudadanos no llega a la mayoría absoluta (se queda en 172 escaños) y necesitaría el apoyo por acción u omisión de otra fuerza política para una hipotética investidura. Sin embargo, esta opción se antoja difícil.

Por ahora, el viraje a la derecha de la formación de Pablo Casado, escenificado en la Convención Nacional del PP, les ayuda a voto procedente del centro-derecha de Ciudadanos, beneficiándose de la polarización electoral. Una movilización mayor del electorado de izquierda, que a día de hoy suma el 38,1% de los votos, sería la única opción progresista para poder gobernar frente a una derecha muy movilizada que llega al 49,9% de los votos.

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