EA Sports has recently announced the release of a new set of Shapeshifter cards for FIFA Mobile, featuring several legendary football players. This exciting update has generated a lot of buzz within the gaming community, as the Shapeshifter cards offer a rare and powerful addition to the Ultimate Team. The promo will also include a new event, pass, and packs, making it a highly anticipated release for FIFA Mobile players.

FIFA Mobile To Get 12 New Shapeshifter Cards

The announcement of the introduction of the new Shapeshifter cards was made on the official Twitter handle of FIFA Mobile, with a link to a blog post on the official website of EA Sports. The blog post mentions that there will be a total of 12 new Shapeshifter cards coming to the game. Following are those 12 cards.

Emmanuel Petit - 112 (LB), France
Rivaldo Vítor Borba Ferreira - 112 (ST), Brazil
Frank Rijkaard - 111 (CAM), Netherlands
Dennis Bergkamp - 111 (RM), Netherlands
Socrates - 111 (CM), Brazil
Rio Ferdinand - 110 (CDM), England
George Best - 110 (CAM), England
Michael Owen - 109 (RW), England
Christian Vieri- 109 (CB), Italy
Juan Sebastian Veron - 108 (CB), Argentina
Gheorghe Hagi - 108 (RW), Romania
Sol Campbell - 107 (ST), England

In addition to these, cards such as Ruud Gullit and Alan Shearer, have also appeared in leaks surfacing on the internet, leading many to speculate that they may become rewards when the promo goes live.

All Shapeshifter cards come with boosted stats, and gamers can add them directly to their Ultimate Team by purchasing the Shapeshifter Pass, opening packs, and completing exchanges and missions in the promo. As the cards are rare and difficult to obtain, those looking to sell them could earn significant profits and millions of FIFA coins.

It's worth noting that as many of the Shapeshifter cards already have a base icon variant, the out-of-position cards will have a different set of stats altogether. Therefore, getting Shapeshifters will help gamers create a great team that can win more Division Rivals (VS Attack and H2H) matches.