1. tcgrate
  2. Games
  3. Pokémon (Japan)
  4. Sets
  5. City Gym Decks
  6. Vermilion City Gym

Pokémon JP · City Gym Decks · Unspecified rarity

Vermilion City Gym

Pokémon JP card price for Vermilion City Gym: $4.26 market, from $2.70 at the cheapest listing, Normal printing, updated Oct 19, 2026. Full price history since Mar 14, 2025 below.

Market price · Normal · Oct 19, 2026
$4.26
0.0% this week · 0.0% in 30 days
Buy on eBay →
1 day0.0%
7 days0.0%
30 days0.0%
90 days+6.5%
1 year+42.0%
All time−14.8%

Sellers right now

$2.70lowest listing$7.00highest
Market price$4.26
Mid listing$4.14
30-day avg$4.26

Market price is what a near-mint copy actually sold for. The cheapest listing is what a seller asks today — on thin markets the two differ a lot.

Where to buy

One year

$2.3652-week low$4.2652-week high
In the range100%
All-time low$2.36
All-time high$5.00
First priceMar 14, 2025
Normal · market price
$2.20$3.22$4.24$5.26
$4.26
Mar 2025Sep 2025Apr 2026Oct 2026
TCGplayer market price · via tcgcsvtcgrate.com

Price story

Vermilion City Gym entered our records in March 2025 at $5.00 and stands at $4.26 today, down 14.8% over that time. Over the past twelve months it moved +42.0%, trading between $2.36 and $4.26. The current price is near the top of that range. The highest price we have recorded is $5.00, 17.4% above today. Listings currently start at $2.70; over the last 30 days the market price averaged $4.26.

Printings

PrintingMarketLowHigh7d
Normal$4.26$2.70$7.000.0%

The card in play

Card type
Trainer - Stadium
Card text

Whenever a player attacks with a Pokémon with Lt. Surge in its name, he or she may flip a coin. If heads, and if that Pokémon's attack does damage to the Defending Pokémon (after applying Weakness and Resistance), that attack does 10 more damage to the Defending Pokémon. If tails, the attacking Pokémon does 10 damage to itself in addition to whatever its attack usually does.

Other printings of Vermilion City Gym

1 more · $3.75 – $4.26
All printings

Also in City Gym Decks

most valuable
Full set