- Rarity
Hyper rare- Types
Darkness - Stage
- Stage2
- Category
- Pokémon
- Illustrator
- 5ban Graphics
- Pokémon
- Charizard
- HP
- 330
- Retreat


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The real price of your cards
Prices by language and condition, a card scanner, your collection's value and alerts when a price moves.
This card only exists in the Normale (Holo) version.
Cardmarket price
Trend
€26.94
Avg. 30 days
€26.55
Avg. 7 days
€27.11
Avg. 1 day
€29.08
Lowest
€14.00
All-sales average
€26.64
Last updated: October 11, 2026
How to read these prices?
The Trend is Cardmarket's official price guide, smoothed over recent sales: it is the best estimate of the card's current value. The 1, 7 and 30-day averages show its recent evolution. Lowest is the cheapest offer observed during our latest daily check. The All-sales average covers the full history since release - after a spike (e.g. release week), it can stay high for a while.
Abilities and attacks
Infernal Reign
When you play this Pokémon from your hand to evolve 1 of your Pokémon during your turn, you may search your deck for up to 3 Basic {R} Energy cards and attach them to your Pokémon in any way you like. Then, shuffle your deck.
Burning Darkness
180+This attack does 30 more damage for each Prize card your opponent has taken.
Frequently asked questions
- What is the price of the Charizard ex OBF 228 card?
- The average price of Charizard ex OBF 228 is €26.64 on Cardmarket (updated on October 11, 2026). The lowest observed price is €14.00.
- Where can you buy the Charizard ex OBF 228 card?
- You can find Charizard ex OBF 228 on Cardmarket, TCGPlayer and eBay. Direct links to each marketplace are available above on this page.
- Which set does the Charizard ex OBF 228 card belong to?
- Charizard ex OBF 228 is part of the Obsidian Flames set. It is card #228 of the set.
- What is the rarity of the Charizard ex OBF 228 card?
- Charizard ex OBF 228 is a Hyper rare card. It is illustrated by 5ban Graphics.
- How many HP does the Charizard ex OBF 228 card have?
- Charizard ex OBF 228 has 330 HP. Its retreat cost is 2 colorless energy.
