El PP de Alberto Núñez Feijóo ha ganado las elecciones generales con más del 32% de los votos y 136 escaños, unas cifras que mejoran abismalmente las cosechadas en 2019 con Pablo Casado.
Sin embargo, no podrá gobernar, ya que el bloque ideológico de la derecha no llega a los 176 escaños que necesitaba para ostentar la mayoría absoluta.
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El PSOE de Pedro Sánchez no sólo ha resistido el desgaste de estos años de gobierno, sino que además obtienen 2 escaños más que en 2019, 122, y mantienen el nivel como segunda fuerza política.
Entre los siguientes partidos fundamentales, Vox le gana la partida al experimento de unión de partidos de izquierdas que consiguió tejer Yolanda Díaz en Sumar. Los de Santiago Abascal han obtenido 33 escaños, aunque se dejan 19 por el camino. La nueva fuerza de izquierdas debuta con 31 escaños, lejos de los conseguidos por Unidas Podemos de Pablo Iglesias en 2019.
Resultados oficiales:
![](data:image/png;base64,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)
Con estas cifras, el bloque de las derechas (PP-Vox) no llegan a los 176 diputados necesarios para, en este duro contexto politico, poder gobernar e investir presidente a su principal candidato, Núñez Feijóo.
PP y Vox suman en total 169 escaños (136+33), y sólo pueden sumar a potenciales aliados como Unión del Pueblo Navarro (UPN), que obtiene un diputado. Coalición Canaria obtendría también uno, pero ha manifestado no querer formar parte de un acuerdo con Vox.
El PSOE, en todo caso, ha evitado el descalabro que todos los sondeos pronosticaban en los últimos meses, y logra incluso tener más diputados que hace 4 años gracias a que el bipartidismo vuelve a estar fuerte y Vox y Sumar no aguantan el tirón, además de contar con la desaparición de Ciudadanos.
Otra cosa será poder lograr la mayoría necesaria para conseguir otra investidura como presidente. Sólo con abstenciones de Junts y apoyo de ERC le dan las cifras para continuar en Moncloa, por lo que toda España teme una auténtica situación de bloqueo político. El fantasma de una repetición electoral dentro de unos meses está sobre el horizonte...
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