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Sun & Moon Team Up

Titan Cards offer a wide variety of Pokemon SM Team Up Cards including common, uncommon, rare, rare holo, prism star, GX and even Full Art and Secret Rare cards from the set. As well as singles Titan Cards also stock blister packs and other sealed products, sealed booster packs, promo cards and of course online booster codes from the set.

The Sun & Moon Team Up expansion of the Pokemon TCG was released 01/02/2019 and is the ninth main expansion of Pokemon Cards in the Sun & Moon series. Team Up includes over 180 new cards in the main set as well as two theme decks; Relentless Flame (Charizard) and Torrential Cannon (Blastoise).

The set focuses on the Kanto region and is mildly themed around the Let's Go Pikachu and Lets Go Eevee videogames. The set continues to build on GX cards - introducing tag team GX Pokemon to card form for the first time. These tag team cards usually consist of two Pokemon of the same type, in relatively unlikely combinations for example Pikachu & Zekrom, Eevee & Snorlax... and some you might expect a little more such as Latios & Latias.

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Customer Reviews

4.8

/5

Based on 455 reviews
1 week Ago
Items arrived very quickly and products…

Items arrived very quickly and products were packaged very securely. Great communication from the staff at Titan cards.

Jordan Graham

1 week ago
Excellent experience

Been after an Elite Pokémon Celebrations Trainer set for some time now for my son. Titan Cards emailed me when it was back in stock, dispatch and delivery was really quick. They also included some little freebies in too, which my son really appreciated. Good price, good service, will be using again!

Bradley Jacques

1 week ago
Lost Cards

Ordered some single cards from Titan, with standard shipping. Unfortunately after a week the cards still hadn’t arrived so I contacted them. They quickly got back to me and contacted Royal Mail. Once confirming Royal Mail had lost the package they resent the cards, thankfully with no other issues. Special mention to Tom that handle the problem brilliantly.

Adam Finnegan