domingo, 1 de marzo de 2015



Lunes 2 Marzo
Evangelio: Lucas 6,36-38

" Se les verterá una medida generosa, colmada, remecida, rebosante."
 https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwUNLm2EbTk0TRPasvg58C0gOiPR8W376F09RQ5JvA3YPifRrFWJKGkp4QAZiKBF5f7Y8iyAfnBf83JTbsFJtNy9hIU_7dNHv21BjdVzc-I4AxZoU-hI0DSTheMbpCEL7rS_0SZBjZK8r/s200/L2.jpg
En aquel tiempo, dijo Jesús a sus discípulos: "Sean compasivos como su Padre es compasivo; no juzguen, y no serán juzgados; no condenen, y no serán condenados; perdonen, y serán perdonados; den, y se les dará: Se les verterá una medida generosa, colmada, remecida, rebosante. La medida que usen, la usarán con ustedes."
 https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRT_IGYKFaJNIKTqPhWPZkEEtJTmvZTVMmLVh5hqMJWWeOffxQidw
El Señor Jesús nos plantea en esta ocasión la necesidad de apropiarnos de una serie de actitudes que lamentablemente casi se contradicen con nuestros hábitos normales de visualizar a los demás. Esto nos hace pensar que realmente “el camino es angosto
 https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRiAHT54UvGf0Gzw6qMVbjCiTouqQvoZLn3Tj6XlsmRRSLRKqQe
El camino es angosto, pero es el único que puede llevarnos a una sociedad en la que sean más los sucesos felices que los sucesos traumáticos.
 https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQlCqGN54o0Ob7z-lBcmo_yUmX3rCpY71sqc80hB3mG6m4UtZEYgQ
En primer lugar, Jesús, como siempre, nos presenta la compasión como el rasgo que nos va a hacer semejantes a nuestro Padre
data:image/jpeg;base64,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
Luego nos recuerda que si queremos que se nos juzgue con indulgencia, primero nosotros debemos juzgar de esa manera o, mejor aún, no juzgar.
 https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcT29N_FDZ8zNCz0IWUBsc3u_aWKL3yABcdTThnUlcKo4X0n06fp
La posibilidad de no ser condenado pasa por la actitud de no condenar
 https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcS-zac08n6EhNnm6bHe-PtAMjPtr_s0s9tWXhHdWAxtjqjBK1OEFg
La posibilidad de ser perdonados pasa por nuestra capacidad de perdonar.
 https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRxIJhOYVyldn7KsKD3FYhq2ZtP1OIVY6Kb9Ra4KBq62vfmtMlT9A
La medida que usemos con los otros , se usará con nosotros
 https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcR5nfQio_IAqXZkjaRUQ_KjmwczSlIlFTShh6jXqhN9cNaSSrAL6g
Y termina anunciándonos la manera como seremos recompensados por esa actitud  tan supremamente compasiva. “Se les verterá una medida generosa, colmada, remecida, rebosante.”     
 data:image/jpeg;base64,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 

No hay comentarios:

Publicar un comentario