Nintendo World Championships 1990: Difference between revisions
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This article is about the game for the championships see, [[Nintendo World Championships]]. | |||
[[image:1194794648-00.png|thumb|Title screen.]] | [[image:1194794648-00.png|thumb|Title screen.]] | ||
'''Nintendo World Championships 1990''' is an exceedingly rare American game for the [[NES]], with only 116 cartridges in existence. The cartridges were used for the Nintendo World Championships held in 1990 in 30 cities across the U.S. and Canada. 90 gray cartridges were given to the ninety finalists, and 26 gold cartridges were given away in a Nintendo Power contest and go for a lot of money on eBay. | '''Nintendo World Championships 1990''' is an exceedingly rare American game for the [[NES]], with only 116 cartridges in existence. The cartridges were used for the Nintendo World Championships held in 1990 in 30 cities across the U.S. and Canada. 90 gray cartridges were given to the ninety finalists, and 26 gold cartridges were given away in a Nintendo Power contest and go for a lot of money on eBay. | ||
Revision as of 12:03, July 6, 2011
This article is about the game for the championships see, Nintendo World Championships.
Nintendo World Championships 1990 is an exceedingly rare American game for the NES, with only 116 cartridges in existence. The cartridges were used for the Nintendo World Championships held in 1990 in 30 cities across the U.S. and Canada. 90 gray cartridges were given to the ninety finalists, and 26 gold cartridges were given away in a Nintendo Power contest and go for a lot of money on eBay.
This cartridge was indeed used in the World Championships, and it features the three games Super Mario Bros., Rad Racer, and Tetris. The player had a total of 6-7 minutes to play all three games but this can be changed by DIP switches on the cartridge.
The player starts out in Super Mario Bros. The player has 99 lives, and when he or she collects fifty coins, he or she is moved on to Rad Racer where they have to complete the first track, then they move on to Tetris and get the highest score possible with the remaining time they have left.
