PREFIERE LA UTOPÍA
![La utopía: enfoque histórico de una noción filosófica - Investigación | Casa de Velázquez](data:image/jpeg;base64,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)
Una tragedia francesa
«La reforma de las pensiones en Francia es
odiosa para la izquierda porque su razón es económica: la izquierda odia
la economía, siente horror por su aritmética. Prefiere la utopía, un
mundo donde dos y dos sean cinco».
(Guy Sorman/ABC/27/3/2023.)
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