Marvel Super Heroes in War of the Gems SNES Price Guide & Value
Details Marvel Super Heroes in War of the Gems (SNES)
- Console
- Super Nintendo
- Genre
- Action
- Publisher
- Capcom
- Release
- 1996
Technical Specs +
- 🌐 EAN
- 013388130344
- 🌐 Box Code
- SNS-AHZE-USA
- 🇪🇺 EAN
- 4014762810001
- 🇪🇺 Box Code
- SNSP P AHZP [SNSP-AHZP-EUR] SNSP-AHZP-EUR
- 🇯🇵 EAN
- 4976219144278
- 🇯🇵 Box Code
- SHVC-AHZJ-JPN
Market Value Marvel Super Heroes in War of the Gems
Price History Marvel Super Heroes in War of the Gems
Market Value & Price Range: Marvel Super Heroes in War of the Gems
How much is Marvel Super Heroes in War of the Gems worth on Super Nintendo?
The current price guide for this title is around $249.50 for a Complete (CIB) copy. For serious collectors, a brand new / sealed copy is valued at approximately $404.18. Graded copies (WATA/VGA) have been seen reaching $505.25 depending on the grade. This action title published by Capcom remains a staple for any Super Nintendo library.
Where to buy Marvel Super Heroes in War of the Gems cheaper?
If you are looking where to buy Marvel Super Heroes in War of the Gems cheaper, the best live offer currently starts at $9.99 for a New copy.
Buying Guide & Authenticity
Is Marvel Super Heroes in War of the Gems a rare game?
Marvel Super Heroes in War of the Gems on Super Nintendo is considered a rare collector's piece. Its $249.5 CIB price reflects its scarcity in the retro gaming market. This is primarily an NTSC version (US or Japan). Import demand may influence its availability.
Description Marvel Super Heroes in War of the Gems
The most powerful collection of Marvel Super Heroes now unite to battle treacherous mobs of Super-Villians! A mysterious foe has kicked off his plan to rule the world by collecting the Infinity Gems. While each gem controls one force of nature, combined they command limitless power. The fate of the entire world depends on your ability to defeat this sinister scheme before the gems are combined. Master the brute strength of your favorite hero to take on this life and death challenge. You choose t