![](data:image/png;base64,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)
Los presupuestos de las infraestructuras
El proyecto de ley de los presupuestos de la Generalitat para 2023 es una buena noticia para los ciudadanos de Cataluña pues supone que el Govern podrá disponer de un gasto que alcanza un máximo histórico de unos 41.000 millones de euros. En lo político, supone el debilitamiento de las trincheras impuestas por el nacionalismo identitario. Las emociones patrióticas se aparcan por el momento para centrarse en las preocupaciones de los ciudadanos y en la búsqueda de soluciones a los problemas de la calidad de vida (salud y educación), del medio ambiente, del empleo o del crecimiento económico.
Crónica Global (6.02.2023)