Weekly Marquee Matchups Squad Building Challenges in FIFA 23 Ultimate Team give us something regular to tuck into.
Marquee Matchups have been a staple of FUT for several seasons, and now that the domestic campaigns have finished, we have some challenges base on international matches to complete, celebrating some key games.
By completing challenges themed around the week's key matches you can earn some great pack rewards to improve your club in FIFA 23 Ultimate Team.
Marquee Matchups
As always, you will have a week to complete the Marquee Matchups.
Start Date: Thursday, 15 June
Expiry Date: Thursday, 22 June
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How to Complete
To earn the group reward of a Rare Players Pack, you will need to complete all four challenges in the set.
The requirements are as follows:
Switzerland v Romania
- Minimum one player from Switzerland OR Romania
- Minimum four Nationalities
- Minimum five Clubs
- Minimum 75 Team Rating
- Minimum 14 Squad Total Chemistry
Reward - 1 x Premium Electrum Players Pack
Belgium v Austria
- Minimum one player from Belgium OR Austria
- Minimum two Leagues
- Minimum four players from the same Nation
- Maximum five players from the same Club
- Minimum 77 Team Rating
- Minimum 18 Squad Total Chemistry
Reward - 1 x Jumbo Premium Gold Pack
Portugal v Bosnia & Herzegovina
- Minimum two players from Portugal OR Bosnia & Herzegovina
- Maximum six Nationalities
- Maximum six players from the same League
- Minimum one Rare player
- Minimum 79 Team Rating
- Minimum 22 Squad Total Chemistry Points
Reward - 1 x Prime Electrum Players Pack
France v Greece
- Minimum two players from France OR Greece
- Minimum two Leagues
- Maximum three players from the same Nation
- Minimum two Rare players
- Minimum 81 Team Rating
- Minimum 26 Squad Total Chemistry Points
Reward - 1 x Rare Mixed Players Pack
Estimated Cost - 31,000 coins
Solutions
You can use the following players to complete the Marquee Matchups SBCs:
Switzerland v Romania
Belgium v Austria
Portugal v Bosnia & Herzegovina
France v Greece
This is just one of many solutions that can be found by using the easySBC AI. To get your own solution, go try it out at easysbc.io