Tag Team GX Starter Sets is a Pokémon set of 31 cards, in Japanese. Every card is listed below, with its number, rarity and the illustrator who drew it.
The set holds 31 different cards. How many you need to call it complete depends on how far you go. The base set is 31 cards: one per numbered slot in the main set. The master set is 31 cards and also holds everything you can pull from a pack, such as reverse holos, ball patterns and secret rares. The grandmaster is 31 cards and adds the printings that do not come from a pack: promos, stamps, cosmos holos and non-holos.
| No. | Card | Rarity | Illustrator |
|---|---|---|---|
| 001/031 | Espeon & Deoxys GX | Mitsuhiro Arita | |
| 002/031 | Jirachi GX | 5ban Graphics | |
| 003/031 | Cresselia | Megumi Mizutani | |
| 004/031 | Inkay | Sowsow | |
| 005/031 | Malamar | You Iribi | |
| 006/031 | Salandit | Yukiko Baba | |
| 007/031 | Salazzle | Masakazu Fukuda | |
| 008/031 | Tapu Lele GX | 5ban Graphics | |
| 009/031 | Cosmog | Akira Komayama | |
| 010/031 | Umbreon & Darkrai GX | Mitsuhiro Arita | |
| 011/031 | Alolan Grimer | Kawayoo | |
| 012/031 | Murkrow | Tetsuya Koizumi | |
| 013/031 | Honchkrow | Tomokazu Komiya | |
| 014/031 | Sneasel | Sui | |
| 015/031 | Weavile GX | Aky CG Works | |
| 016/031 | Hoopa | TOKIYA | |
| 017/031 | Ultra Ball | Ryo Ueda | |
| 018/031 | Cherish Ball | 5ban Graphics | |
| 019/031 | Pokégear 3.0 | Studio Bora Inc. | |
| 020/031 | Switch | Ryo Ueda | |
| 021/031 | Max Potion | Toyste Beach | |
| 022/031 | Mysterious Treasure | Eske Yoshinob | |
| 023/031 | Choice Band | Eske Yoshinob | |
| 024/031 | Guzma | Ken Sugimori | |
| 025/031 | Cynthia | Ken Sugimori | |
| 026/031 | Hau | TOKIYA | |
| 027/031 | Hapu | Ken Sugimori | |
| 028/031 | Lillie | Sanosuke Sakuma | |
| 029/031 | Red's Challenge | Megumi Mizutani | |
| 030/031 | Dark City | Ryo Ueda | |
| 031/031 | Double Colorless Energy |
Current per-card prices are not on this page, because they change daily. Open the set in TCGHeart for the market price per card in euros, per country and per condition.