The Reds have missed their key defender so when will he be again?
Joe Gomez is dealing with an prolonged spell on the Liverpool sidelines, Jurgen Klopp confirmed on Friday.
The defender fractured his lower left leg on December 5 and was solely anticipated to be out for six weeks.
Virgil van Dijk and Gomez had shaped a formidable duo earlier than the England ace suffered the harm.
The Reds have felt the absence of the 21-year-old of their latest defeats to Premier League title challengers Manchester City and Wolves in the FA Cup.
Klopp conceded that the primary leg of Liverpool’s Champions League tie with Bayern Munich on February 19 is “not a sensible goal”.
Gomez now could require surgical procedure on the harm to repair the issue.
Joe Gomez – What games has he missed?
Gomez has had to sit out of eleven Liverpool games to date and will miss at least one more.
He was absent for the Reds’ wins over Napoli, Manchester United and Arsenal, their defeat at City and Wednesday’s draw with Leicester.
Joe Gomez – What games should he be back for?
Liverpool had hoped the England international should then be fully fit for the huge upcoming matches against Bayern Munich, United again and the Merseyside derby against Everton.
This assessment seems a little optimistic, though, and if he requires surgery then it could see him miss many more games.
Joe Gomez – What’s his document this season?
Gomez has performed 21 video games for membership and nation this time period, preserving ten clear sheets.
With the ex-Charlton star in defence in league video games this season, Liverpool conceded simply 4 objectives.
Joe Gomez – What has Jurgen Klopp mentioned?
“It isn’t precisely going how we wish – that’s how it’s,” Klopp mentioned. “He wants extra time. We are going to see precisely how we do it. There have been completely different moments we thought we might do that or that however it’s going to take time. We can’t say extra.”
Requested whether or not Gomez required one other operation, he replied: “I don’t know. We are going to see. It’s attainable, in all probability.”
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