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Ballz

Ballz.. · RAWG · Courtesy of RAWG

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Ballz 3D (originally subtitled Fighting at Its Ballziest in North America and The Battle of the Balls in Europe) is a 1994 fighting game developed by PF.Magic and published by Accolade for the Sega Genesis and Super Nintendo Entertainment System, with a 3DO version being released as a director's cut in 1995. The game offers three difficulty levels over a total of 21 matches. Its distinguishing quality was that each of the characters were composed completely of spheres, giving the game a pseudo-3D look. Although the game was not a major success, it was generally well-received by critics, and PF

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Released
2022-08-28
User rating
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Platforms
PC

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Wikidata facts

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publication date
1995-00-00
title
Ballz
Sources (2)

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~7 min read

Article

7 sections
Contents
  • Development and publishing
  • Fighters
  • Bosses
  • Reception
  • Notes
  • References
  • External links

Ballz 3D (originally subtitled Fighting at Its Ballziest in North America and The Battle of the Balls in Europe) is a 1994 fighting game developed by PF.Magic and published by Accolade for the Sega Genesis and Super Nintendo Entertainment System, with a 3DO version being released as a director's cut in 1995. The game offers three difficulty levels over a total of 21 matches. Its distinguishing quality was that each of the characters were composed completely of spheres, giving the game a pseudo-3D look. Although the game was not a major success, it was generally well-received by critics, and PF.Magic reused its graphics technology in the Petz line of virtual pet titles (Dogz, Catz and Oddballz).

==Development and publishing== The idea to use spheres to represent characters in the game was proposed by lead programmer Keith Kirby; the development team decided on implementing the idea as it would save processor power, as well as the fact that characters would look the same regardless of the angle the camera is situated at when they are constructed from spheres, which are also relatively quite easy to represent in the game's code.

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