La ultima jornada al Atletico le valdra el empate pero palman como campeones, anda que si se quedan a cero seria la comedia
Tengo un colega en el campo, mas madridista que Camacho, y dice que es una vergüenza lo callao que está el estadio.
Si el madrid gana villareal , celta y español tiene 91 queda tercero
si el atlético gana en malaga y pierde ante el barcelona tiene 91 y queda primero
si el barcelona ganan los dos partidos que quedan tiene 91 queda segundo
Pero veis l barca ganando al elche y atletico cuando llevan 1 mes de vacaciones? K ayer empato contra el getafe no m jodas al elche ojito
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[/img]