
NEYMAR
has reportedly apologised to Edinson Cavani and the rest of his Paris
Saint-Germain team-mates after a dispute with the Uruguayan over set
pieces during their match with Lyon last weekend.
According to L'Equipe (h/t AS),
the team returned to training on Wednesday and the Brazilian took the
opportunity to make amends with both Cavani and the rest of the squad.
Thiago Silva, whom L'Equipe (h/t Metro's Simon Rice)
reported had to separate the pair in the dressing room after the match,
is said to have acted as a mediator in the discussion, translating for
Neymar.
The French outlet (h/t AS) also reported Dani Alves—who kept the ball away from Cavani in order to hand it to Neymar so the former Barcelona forward could take a free-kick—did his part by organising a meal for the squad, which Cavani and Neymar both attended.
ESPN
FC's Jonathan Johnson criticised Alves for his part in the on-field row
and expressed his concern at PSG's Brazilian contingent wielding too
much power:
As
such, it may be significant that Silva was the one to help bridge the
gap between the players, acting both on behalf of his compatriot and in
his role as club captain.
In
terms of who will be the first-choice penalty taker moving forward,
manager Unai Emery has confirmed he will be the one to decide, per Goal:
While
Cavani had his effort saved thanks to a spectacular effort from Anthony
Lopes during the 2-0 victory over Lyon, the numbers would still suggest
he is the better choice, per OptaJavier:
It will be fascinating to see who Emery chooses, though.
The
club will want to keep Neymar satisfied after making him the world's
most expensive player, but it could equally help to set some boundaries,
particularly when it comes to a team-mate who has given as much to the
cause as Cavani has.
Regardless,
the pair's reconciliation is excellent news for Emery and the team.
With Neymar, Cavani and Kylian Mbappe the Parisiens have one of the most
feared forward lines in European football, but the trio need chemistry
and a strong relationship if they're to become even greater than the sum
of their parts.
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