viernes, 9 de agosto de 2013

A ROMA CON AMOR

Desde que abandonó Manhattan parece que Woody Allen ya no es el mismo. Salvo en contadas ocasiones (Match Point, Scoop, Midnight in Paris) el periplo europeo de Woody resulta flojo y sin la gracia y el ingénio que le caracteriza.

Es esta ocasión ha querido homenajear aquellas comedias italianas por episodios de los años 60, sobre todo las de Dino Rissi, entrelazando cuatr historias distintas de transfondo romántico, critico y surealista.

Roberto Benigni protagoniza una metáfora sobre el poder y la vacuidad de la fama cuando descubre que, sin haber hecho nada en especial es acosado por los paparazzi que quieren saber que ha hecho sobre el día. Entretenido, pero de flojo desenlace.

Jesse Eisenberg y Alec Baldwin representan a un joven que se enamora de la amiga de su novia y a su conciencia/alter-ego que le aconseja. compleja y psicológica historia que me costó descubrir

Woody Allen descubre en la tercera historia el talento de su consuegro para la ópera. La más absurda y floja de las cuatro histórias.

Por último, la participación de Penelope Cruz en un típico vodevil de enredos y equívocos. Quizá la más fresca y libre de las cuatro histórias.

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