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Justin Yu
Justin Yu, known online as Fractal161, is an American Classic Tetris, classic ''Tetris'' player from Dallas, Texas. He is best known for his victory in the 2023 Classic Tetris World Championship (CTWC), for becoming the second person to Tetris (NES video game)#Technical problems at very high levels, "beat" the game, and first to achieve its earliest possible Crash (computing), game crash on January 3, 2024. Beginning to play ''Tetris'' around 2016, Yu entered the competitive scene around 2019, and was one of the first players to fully adopt a new and faster playing style called "Rolling (Tetris), rolling". Through repeated practice and by studying the game's Assembly (programming), programming assembly, Yu finished as the runner-up in the 2022 CTWC and won the 2023 CTWC while also a Junior (education year)#College, Junior at the Massachusetts Institute of Technology (MIT). After winning the CTWC, Yu focused on becoming the first person to Tetris (NES video game)#Technical problem ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Tetris (NES Video Game)
''Tetris'' (or Classic ''Tetris'') is a puzzle video game for the Nintendo Entertainment System (NES) released in 1989, based on ''Tetris'' (1984) by Alexey Pajitnov. It is the first official console release of ''Tetris'' to have been developed and published by Nintendo. It was preceded by an official ''Tetris'' for Family Computer in Japan in December 1988, and an unofficial ''Tetris'' by Atari in North America in May 1989. Gameplay This version of ''Tetris'' has two modes of play: A-Type and B-Type. In A-Type play, the goal is to achieve the highest score. As lines are cleared, the level advances and increases the speed of the falling blocks. At the beginning of a B-Type game, the board starts with randomized obstacle blocks and the goal is to clear 25 lines. In B-Type, the level remains constant, and the player chooses the height of the obstacle beforehand. During play, the tetriminoes are chosen randomly. This leaves the possibility of extended periods with no long bar ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
