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Ken's shocking loss ended a 75-game appearance, winning 74 times, guessing the correct answer 2,700 times and amassing $2.52 million in winnings. Did Ken Jennings compete on Jeopardy! after his ...
As a result, for only the 10th time in 75 games, Jennings did not have an insurmountable lead going into the Final Jeopardy! round. [20] Only Jennings and Zerg, who ended Double Jeopardy! with $10,000, were able to play Final Jeopardy! as third-place contestant David Hankins failed to finish with a positive score after the Double Jeopardy! round.
Jennings registered his third win in four games to beat opponents Brad Rutter and James Holzhauer and get the $1 million cash prize. The longest winning streak record holder, with 74 games, had ...
Rutter entered the tournament having never lost a match against a human, only coming up short in an exhibition match featuring him and Jennings taking on Watson in Jeopardy!: The IBM Challenge in 2011. [11] [7] [8] [12] [4] James Holzhauer: Holzhauer entered the tournament the third-highest-earning Jeopardy! contestant of all time, behind ...
Rutter, Vered, and Jennings then competed in a three-game cumulative score final match for the top prize. Rutter, who had the highest total in all three of the games, finished with $62,000 and won the $2,000,000 prize. Jennings finished second with $34,599 and collected $500,000, while Vered finished third with $20,600, and took home $250,000. [36]
After four nights of competition, we finally know who the greatest player in "Jeopardy!" history is.
Holzhauer lost game one to Jennings and won game two. However, his aggregate total for match one (63,200) was less than the 63,400 points by Ken Jennings, the winner of the match. [64] 1.2: 30,000† 2.1: January 8, 2020: 44,314† Finished in first place with an aggregate total for match two of 82,414. Holzhauer and Jennings were tied at one ...
As longtime fans of Jeopardy! may remember, Ken famously competed for 75 episodes between June and December 2004. At the time, he won all but one game and amassed $2,584,100 over the course of ...