Sendos empates ponen muy difícil el pase de Barça y Atlético de Madrid a los octavos de final de la Champions League, aunque mucho más complicada es la situación para los azulgrana.
El Barcelona empató 3-3 con el Inter de Milán en el Camp Nou y llegó a estar eliminado en 2 ocasiones, cuando el marcador iba 1-2 primero y después 2-3. Los culés consiguieron empatar en el descuento y quedarse con una brizna de esperanza que es muy lejana.
En concreto, esto necesita el Barça para pasar a octavos de final:
- Debe ganar los 2 partidos pendientes, ante el Bayern de Múnich y el Viktoria Plzen
- Que el Inter de Milan no gane al Viktoria Plzen en su casa la próxima jornada, ni ante el Bayern. Es decir, que como mucho consiga un empate en los 2 partidos pendientes
- Sólo opta a ser segundo de grupo, el C
![](data:image/png;base64,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)
El partido en Barcelona fue loco e intenso, donde el Barça se fue ganando 1-0 al descanso con un tanto de Dembelé y todo indicaba a una noche alegre para los catalanes, con muchas opciones de clasificación.
Pero el buen juego azulgrana se fue tras el descanso y llegaron los nervios con el 1-1 marcado por Barella. El argentino Lautaro Martínez remataba la faena con un 1-2 desde fuera del área. Empató el Barça 2-2 por medio de Lewandowski. Todavía no era un resultado positivo, y buscando el necesario triunfo, los milanenses marcaban el tercero a la contra y con muchos espacios a favor. Gosens hacía el 2-3 y poco después el delantero polaco del Barça, ya en el descuento, hacía el definitivo pero insuficiente 3-3.
El Atlético lo tiene algo mejor
Los rojoblancos se complicaron su pase a octavos porque tras perder con el Brujas en Bélgica la pasada semana, esta vez no pasaron del empate 0-0 en Madrid, 2 goles anulados de por medio.
Las opciones rojiblancas de clasificarse a la siguiente ronda son ahora las siguientes:
- Debe ganar los 2 partidos pendientes, ante Oporto y Bayer Leverkusen
- Que el Oporto, aparte de caer ante el Atlético, no gane al Brujas, líder actual del grupo B
- Sólo opta a ser segundo de grupo
![](data:image/png;base64,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)