(Motivos sobrados para votarles.)
![La izquierda ante una crisis de Estado](data:image/jpeg;base64,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Sánchez convierte España en el país con mayor crecimiento del riesgo de pobreza tras sus ayudas sociales
La mayor caída en el riesgo de pobreza se produjo durante el mandato de Rajoy. Con Sánchez, España es el país donde más crece. (la pobreza)
(Carlos Cuesta/LibreMercado/13/3/2023.)
- Seguir leyendo:
https://www.libremercado.com/2023-03-13/sanchez-convierte-espana-en-el-pais-con-mayor-crecimiento-del-riesgo-de-pobreza-tras-sus-ayudas-sociales-6994752/
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