Player Clashes - Solution (Credits to Swirler)
Case 1: Two teams have the same player in their squads, who is local to one of the sides.
Sol: The player is given to the local side (associates will play for their MCC team) and the other side plays without him
Case 2: Two teams have the same player in their squads, who isn't local to either side.
Sol: The player is removed from the match and each team picks from the remaining 17 players in their squads.
Case 3: Two teams have two players in common and neither of them have a local team.
Sol: Both the managers will be asked which player they want to play. If they both want to play different players then well and good however if they want to play the same player then I'll randomly pick a team for both the players to play by using Random.org.
Case 4: Two teams have two players in common, but this time one of them has a local team.
Sol: That player will obviously join his local team, and the other player will join the other team.
Case 5: Two teams have three players in common (all three overseas)
Sol: Out of the three guys I will ask two managers to PM me two players you would like to play in the order of preference. If the first preferences are different then you get to play the player you sent as first preference. If they are the same, I will give you a chance to sort it out and if still to solution is there then I'll allot the players using random.org. The third player will sit out of the game