UCL: Bayern Munich 2-1 Atlético de Madrid - Martes 3 de mayo 2016 - (Semifinales - Vuelta)

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
Champions League: Semifinales, Partido 2
Martes, 3 de mayo, 20.45
Allianz Arena, Múnich

Si el Atlético de Madrid logra marcar un gol me parece que podrá pasar de ronda.

Árbitro, Cüneyt Çakir

A ver con qué sale Guardiola...Los del Cholo sabemos a qué van a salir.


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Ribery duda por espalda, o si pudiese jugar seria minutos solamente, de lo que hablaba de quemar cambios, tendra que escoger muy bien los que inicien este partido...

Roberto dijo:

Ribery duda por espalda, o si pudiese jugar seria minutos solamente, de lo que hablaba de quemar cambios, tendra que escoger muy bien los que inicien este partido...

Hacer clic para expandir...

¿cómo te gustaría que saliera el Bayern?

La eliminatoria es una de las más atractivas en tiempo debido a lo que proponen ambos equipos , por un lado un bayern con un equilibrio que pocos equipos tienen sólo el barca si acaso , y el atlético que posee a nivel defensivo algo que aunque critiquen muchos no deja de ser llamativo y hasta admirable sis e quiere.
No me mojo aunque dije en días pasados que no me extrañaría un alargue , esperemos a ver porque el fútbol a veces nos da sorpresas y lo que nos parece un partido cerrado podría bién ser un partido que se defina de otra manera

the Last Breath dijo:

¿cómo te gustaría que saliera el Bayern?

Hacer clic para expandir...

caray, con lo chiflado que esta Guardiola nunca se sabe pero con 4 -4 -3 sin descuidar la defensa
Neuer, Alaba - Boateng - Benatia - Lahm, Alcantara - alonso - vidal, costa - Robert - Muller (Gotze) que seria una sorpresa, y despues se podria pasar a linea de 5 dependiendo el resultado..

Otra situación podría ser iniciar con Javi Martínez en lugar de Boateng, o el mismo Martínez de medio en lugar de Alcántara

Al parecer Ribéry "podría " jugar , pero.... No lo sé , cuánto tiempo aguantara el francés ?

Lo del Pupas tarde o temprano aparecera..... es como la sal que persigue a la Juvetop

Madridista dijo:

La eliminatoria es una de las más atractivas en tiempo debido a lo que proponen ambos equipos , por un lado un bayern con un equilibrio que pocos equipos tienen sólo el barca si acaso , y el atlético que posee a nivel defensivo algo que aunque critiquen muchos no deja de ser llamativo y hasta admirable sis e quiere.
No me mojo aunque dije en días pasados que no me extrañaría un alargue , esperemos a ver porque el fútbol a veces nos da sorpresas y lo que nos parece un partido cerrado podría bién ser un partido que se defina de otra manera

Hacer clic para expandir...

Estoy de acuerdo en que el Bayern es un equipo muy equilibrado, al igual que el Madrid, por ej, pero no el Barça, por dios.

El Barça es el típico ejemplo de equipo ultraespecializado en el juego de salón. Tanto que a veces es víctima de su excesiva especialización.

Al Barça cuando le aplican el antídoto ultradefensivo no le queda otra que estrellarse una y otra vez en el muro, como los burros. Carece de recursos alternativos.

Por equipo equilibrado entiendo yo a un equipo que domina o al menos controla todas las facetas del fútbol tanto a nivel defensivo como ofensivo. Que tiene un buen portero, que su defensa puede soportar un asedio, con un centro del campo creativo y dominador y una delantera que las mete de todos los colores. El Bayern sí responde a esa definición.

Compa @Alcedo para mi los únicos equipos con tal equilibrio son Barca y Bayern de resto ningún otro , no el Madrid que tiene individualidades que pueden matar o determinados partidos de inspiración no faltaría más pero ese equilibrio precisamente lo tienen el equipo que dejo Pep y el propio Bayern al cual el entrena , que al barcelona le haya dado esa "pájara" no se porque es otra cosa pero antes de ese episodio mantenian dicho equilibrio

Algo muy destacable es que por lo menos no ha salido el compañero Serge con su caracteristica sal para los equipos , mejor que siga así

Godín y Carrasco entraron en la convocatoria

y Robben?

Almuerzo y me voy a ver este encuentro , aunque poco creo que me beberé alguito:angel:

En el partido de ida iba a hacer un comentario que olvidé. Lo de Aleti es de respeto, se ha ganado a pulso su actual posición, pero he notado que no han defendido tan bien como nos tiene acostumbrados, contra el Barca en la vuelta en cuartos, tuvieron varios errores que le pudieron costar la eliminación, y con el Bayern en la ida tampoco es que haya sido un manual defensivo, a lo que voy es que en esta UCL han tenido su dosis de suerte también.

Hoy me arriesgo a decir que nos vamos al alargue y tal vez a los penales. Veremos.

Meazza9 dijo:

y Robben?

Hacer clic para expandir...

regresa para la final de copa 21 de mayo... no antes, si se pasa a la final si estaria... pero...