Pheromosa & Buzzwole-GX — Unbroken Bonds Price & Value
Unbroken Bonds · #215/214 · Rare Rainbow
Current Prices
See the latest market price, low, mid, and high listings on TCGPlayer.
Check Price on TCGPlayerCard Details
- Supertype
- Pokémon
- Subtypes
- Basic, TAG TEAM, GX, Ultra Beast
- HP
- 260
- Types
- Grass
- Artist
- aky CG Works
- Rarity
- Rare Rainbow
- Pokemon
- Pheromosa
- Series
- Sun & Moon
- Release Date
- 2019/05/03
- Weaknesses
- Fire ×2
- Retreat Cost
- 2
Rules
TAG TEAM rule: When your TAG TEAM is Knocked Out, your opponent takes 3 Prize cards.
Pokedex Data
Attacks
This attack does 30 damage to 1 of your opponent's Benched Pokémon. (Don't apply Weakness and Resistance for Benched Pokémon.)
During your next turn, this Pokémon's Elegant Sole attack's base damage is 60.
If your opponent's Pokémon is Knocked Out by damage from this attack, take 1 more Prize card. If this Pokémon has at least 7 extra Energy attached to it (in addition to this attack's cost), take 3 more Prize cards instead. (You can't use more than 1 GX attack in a game.)
Format Legality
Find the latest price for Pheromosa & Buzzwole-GX (Unbroken Bonds #215/214) on TCGPlayer. This is a Rare Rainbow Pokémon. Pheromosa & Buzzwole-GX is a Grass-type card. Prices vary based on condition (Near Mint, Lightly Played, etc.) and whether the card is graded.
Frequently Asked Questions
How much is Pheromosa & Buzzwole-GX from Unbroken Bonds worth?↓
Check TCGPlayer for the latest Pheromosa & Buzzwole-GX (Unbroken Bonds #215) pricing. Market values fluctuate based on condition, demand, and tournament play.
Is Pheromosa & Buzzwole-GX (Unbroken Bonds) legal in Standard?↓
No, Pheromosa & Buzzwole-GX from Unbroken Bonds is not currently legal in Standard. It is legal in Expanded format.
What rarity is Pheromosa & Buzzwole-GX from Unbroken Bonds?↓
Pheromosa & Buzzwole-GX (Unbroken Bonds #215) is a Rare Rainbow card classified as a Pokémon.
Other Pheromosa & Buzzwole-GX Cards in Unbroken Bonds
All Pheromosa Printings
View every Pheromosa card ever printed across all sets



