Charizard (1st Edition) 4/102
Rare Holo•Pokemon•Fire•Pokemon Base
Charizard (1st Edition) is a Rare Holo Pokemon card from the Pokemon Trading Card Game set Base, illustrated by Mitsuhiro Arita. It is one of 3 print runs of the collector number 4/102, each with its own price. The artwork is the same on all of them: a 1st Edition carries the Edition 1 stamp.
All Printings of Charizard 4/102
| Version | Rarity | Market |
|---|---|---|
| Unlimited | Rare Holo | $869.02 |
| 1st Edition | Rare Holo | $10,000.00 |
| Shadowless | Rare Holo | $2,257.87 |
Ungraded Price History
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$10,000Buy on 
$11,601Find on 
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Graded Charizard (1st Edition) for Sale
Card Text and Stats
Pokémon PowerEnergy Burn
As often as you like during your turn (before your attack), you may turn all Energy attached to Charizard into Fire Energy for the rest of the turn. This power can't be used if Charizard is Asleep, Confused, or Paralyzed.
Fire, Fire, Fire, Fire energy: Fire Spin100
Discard 2 Energy cards attached to Charizard in order to use this attack.
- HP
- 120
- Type
- Fire
- Stage
- Stage 2
- Evolves from
- Charmeleon
- Weakness
- ×2
- Resistance
- -30
- Retreat cost
- 3
- Card type
- Pokemon
- Illustrator
- Mitsuhiro Arita
- Card number
- 4/102
Charizard Frequently Asked Questions
Yes. At $10,000 it is the most valuable of the 302 priced printings in Base, and accounts for 32% of what the whole set is worth.
Because the print runs are priced separately. The 1st Edition printing trades at $10,000 against $869.02 for the Unlimited, a difference of 12x for the same artwork and the same collector number.
The cheapest PSA 9 listed is $100,005, which is 10x the raw market price of $10,000. That is from 1 listing, so treat it as one seller's ask rather than a market rate.
Yes. Of the 28 priced Charizard cards in Pokemon, this one is the dearest at $10,000. The cheapest is the Vivid Voltage printing at $4.20.
Yes. At $10,000 it is the dearest of the 3 priced printings of this number; the cheapest is the Unlimited at $869.02.
One card carries 32% of the set's value: $10,000 of the $30,930 it costs to buy one of every priced card in Base.
