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-Taiju Kōkami (Hiroki Koukami in US & EU version), the Emotional King, aka Forever Knights (Blackout in US & EU version) : Once the fastest man in Aso - no, the fastest man on ANY course (since he is the hero in Kaido Battle / Tokyo Xtreme Racer Drift) - the only person who could rival Kōkami was Kōkami himself. Realizing this, he ...
The Fast and the Furious: Tokyo Drift premiered at the Gibson Amphitheatre in Los Angeles on June 4, 2006, and was released in the United States on June 16, by Universal Pictures. Tokyo Drift grossed $159 million worldwide, making it the lowest-grossing film in the franchise. The film received mixed reviews from critics, with praise for its ...
"Tokyo Drift (Fast & Furious)" is a single by Japanese hip hop group Teriyaki Boyz. It features on the 2006 film The Fast and the Furious: Tokyo Drift as the main theme and also features at the end credits. The song also appears in the band's second album Serious Japanese.
"Bawitdaba" by Kid Rock plays during the first race in the film with Lucas Black's character Sean Boswell racing against Zachery Ty Bryan's character Clay. "Ooh Ahh (My Life Be Like)" by GRITS featuring Toby Mac was featured in the film during a scene with Bow Wow's character Twinkie; the song was originally released on the group's 2002 album "The Art of Translation" and was later remixed by ...
The D1 Grand Prix (D1グランプリ, D1 guranpuri), abbreviated as D1GP and subtitled Professional Drift, is a production car drifting series from Japan. After several years of hosting amateur drifting contests, Daijiro Inada, founder of Option magazine and Tokyo Auto Salon, and drifting legend, Keiichi Tsuchiya hosted a professional level drifting contest in 1999 and 2000 to feed on the ever ...
The D1GP drift series has been prototyping and fine-tuning an electronic judging system based on custom sensors that record and transmit car data to a computer that judges the run. This system is also being tested in some European series. It is designed to remove subjectivity and/or predisposition of judges.
In probability theory, stochastic drift is the change of the average value of a stochastic (random) process. A related concept is the drift rate, which is the rate at which the average changes. For example, a process that counts the number of heads in a series of n {\displaystyle n} fair coin tosses has a drift rate of 1/2 per toss.