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Tyson Mao

American Rubik's Cube speedsolver (born 1984) From Wikipedia, the free encyclopedia

Tyson Mao
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Tyson Mao (born May 8, 1984) is an American Rubik's Cube speedsolver. He is a co-founder and a former board member of the World Cube Association, the organization responsible for overseeing competitive Rubik's Cube events. In 2005, he set the world record for the 3×3×3 blindfolded event.[1] In 2006, he appeared as a contestant on the CW Television Network's Beauty and the Geek.[2]

Quick Facts Born, Education ...
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Personal life

Mao was born in San Francisco, California to a Taiwanese American family; his parents were immigrants from Tainan, Taiwan. He lives in the San Francisco Bay Area[3] and previously used to work as a Poker Product Manager for Zynga.[4] He graduated from the California Institute of Technology in 2006 with a degree in astrophysics.

In 2017, Mao opened the Wursthall Restaurant & Bierhaus in San Mateo, California with partners Adam Simpson and J. Kenji López-Alt.[5]

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Rubik's Cube career

Mao began solving the Rubik’s Cube during its second surge in popularity in 2003. Initially using a beginner’s method, he later advanced to techniques such as the Petrus and CFOP methods. He is credited with popularizing the “Caltech move,” a technique that solves the three diagonal corner permutations in blindfolded solving. In addition to his competitive achievements, he has been a key organizer of major Rubik’s Cube competitions in the United States, including the US Nationals (through 2013) and various events at Caltech.

Tyson Mao's beginner method

Mao developed a method aimed for beginners presented as an eight-part video series, which was formerly available on Rubiks.com. This instructional method gained additional attention after it was featured in the 2006 film The Pursuit of Happyness. His approach uses a simplified layer-by-layer method, incorporating elements designed to reduce the complexity of by reducing the amount of algorithm memorization needed.

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Media appearances

Mao has appeared on various television programs and media outlets, including:

References

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