(¿Es casualidad que gobierno y fiscalía mirasen para otro lado cuando los rusos ayudaban a los separatistas catalanes en su golpe de Estado?
NOOOOOOOOOOOOOO
![Herrera, sobre el “caradura” de Pedro Sánchez - YouTube](data:image/jpeg;base64,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)
![Alfonso Rojo: “La caradura del socialista Sánchez es casi tan grande como su inmoralidad” - YouTube](data:image/jpeg;base64,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)
Rusia ayudó a los secesionistas catalanes para justificar su anexión de Crimea
Un informe del Grupo Popular Europeo desvela las maniobras de Putin y denuncia la pasividad del Gobierno y la Fiscalía.
(Javier Chicote/ABC/23/5/2023.)
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