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True Golf Classics: Wicked 18 (Nintendo SNES, 1993)

  • $1500

In Box is out of stock!

True Golf Classics: Wicked 18 - known in Japan as New 3D Golf Simulation: Devil's Course is a golfing video game originally released in 1993 for the Super NES. The game takes place on a very difficult otherworldly golf course. It is part of T&E Soft's "True Golf Classics" series, but unlike other games in the series which portray actual golf courses such as Pebble Beach and Waialae Country Club, Wicked 18 portrays an entirely fictitious golf course.

The object is to guide the golf ball through nearly impossible obstacles (lava, statues, extremely steep hills and mountains, omnipresent water hazards, huge sand traps, floating chunks of earth, gorges, cement) as the player tries to score as low as possible in order to win the day. Using the caddy, it is possible to scan the situation before hitting the ball with an analyzer. The bunkers are extremely treacherous, there is lava as well as water hazards, and 'out of bounds' can be in the middle of the hole. The "out of bounds" area could either be a platform game-style pit, an extended area of sand, or simply an unplayable rift. The game offers stroke play, match play, or tournament play.

There are also four caddies that help them. Each of them has their own personality and opinions about certain areas of each hole.
Product Information
Publisher Bullet-Proof Software
Game True Golf Classics: Wicked 18
UPC 715504030605
Platform Super Nintendo Entertainment System
Genre Sports
Control Elements Gamepad/Joystick
Number of Players 1 or 2
Release Year 1993
WARNING: Our original retro games & systems may have scratches, torn labels and other defects due to their age and condition as a used product. All original licenced games & hardward however has been painstakingly cleaned, repaired and tested so as to ensure it is in top working condition. The goal is to try for a 100% restoration, however please keep in mind that while we are usally pretty good at this, these items are old and as such this is not always completely achievable.

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