Тайтл
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
Серіал
Season 1: 0/10 переглянуто
Game 1: Amy Schneider, Matt Amodio, and Andrew He. Game 2: James Holzhauer, Mattea Roach, and Sam Buttrey.
Game 3: Sam Buttrey, Amy Schneider, and Mattea Roach. Game 4: Andrew He, James Holzhauer, and Matt Amodio.
Game 5: James Holzhauer, Amy Schneider, and Sam Buttrey. Game 6: Andrew He, Mattea Roach, and Matt Amodio.
Game 7: Andrew He, Sam Buttrey, and Amy Schneider. Game 8: James Holzhauer, Mattea Roach, and Matt Amodio.
Game 9: Mattea Roach, Matt Amodio, and Amy Schneider. Game 10: James Holzhauer, Andrew He, and Sam Buttrey.
Game 11: Andrew He, Mattea Roach, and Sam Buttrey. Game 12: James Holzhauer, Matt Amodio, and Amy Schneider.
Game 13: Mattea Roach, Matt Amodio, and Sam Buttrey. Game 14: James Holzhauer, Andrew He, and Amy Schneider.
Semifinal 1: James Holzhauer, Andrew He, and Matt Amodio. Semifinal 2: James Holzhauer, Andrew He, and Mattea Roach.
Semifinal 3: James Holzhauer, Mattea Roach, and Matt Amodio. Semifinal 4: Mattea Roach, Andrew He, and Matt Amodio.
James Holzhauer, Matt Amodio, and Mattea Roach play two final games to determine the winner.
Game 1: Mattea Roach, Matt Amodio, and Victoria Groce. Game 2: James Holzhauer, Yogesh Raut, and Amy Schneider.
Game 3: James Holzhauer, Mattea Roach, and Matt Amodio. Game 4: Victoria Groce, Yogesh Raut, and Amy Schneider.
Game 5: Yogesh Raut, Matt Amodio, and Amy Schneider. Game 6: Victoria Groce, James Holzhauer, and Mattea Roach.
Game 7: Matt Amodio, Amy Schneider, and Mattea Roach. Game 8: Victoria Groce, Yogesh Raut, and James Holzhauer.
Game 9: Victoria Groce, James Holzhauer, and Matt Amodio. Game 10: Yogesh Raut, Amy Schneider, and Mattea Roach.
Game 11: Yogesh Raut, James Holzhauer, and Matt Amodio. Game 12: Victoria Groce, Amy Schneider, and Mattea Roach.
Semifinal 1: Victoria Groce, Yogesh Raut, and James Holzhauer. Semifinal 2: Yogesh Raut, Victoria Groce, and Amy Schneider.
Semifinal 3: Victoria Groce, James Holzhauer, and Amy Schneider. Semifinal 4: James Holzhauer, Yogesh Raut, and Amy Schneider.
Victoria Groce, James Holzhauer, and Yogesh Raut play two final games to determine the winner.
The first knockout game features Victoria Groce, Yogesh Raut and Brad Rutter, followed by the second game with Matt Amodio, Roger Craig and Juveria Zaheer.
Knockout game three features Neilesh Vinjamuri, Isaac Hirsch and Adriana Harmeyer facing off to see who will go up against Yogesh Raut and Roger Craig in game four.
The fifth knockout game features Victoria Groce, Matt Amodio and Adriana Harmeyer, followed by the sixth game with Neilesh Vinjamuri, Juveria Zaheer and Brad Rutter.
The first quarterfinal game features Yogesh Raut, Victoria Groce and Roger Craig, followed by the second game with Juveria Zaheer, Isaac Hirsch and Matt Amodio.
Quarterfinal games three and four feature Yogesh Raut, Victoria Groce, Roger Craig, Juveria Zaheer, Isaac Hirsch and Matt Amodio.
Quarterfinal games five and six feature Yogesh Raut, Victoria Groce, Roger Craig, Juveria Zaheer, Isaac Hirsch and Matt Amodio.
Semifinal games one and two feature Yogesh Raut, Victoria Groce, Juveria Zaheer and Isaac Hirsch.
Semifinal games three and four continue with Yogesh Raut, Victoria Groce, Juveria Zaheer and Isaac Hirsch.
Top-ranked contestants compete for the $500,000 grand prize, including Yogesh Raut, Victoria Groce and Juveria Zaheer.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
The tournament features six former Jeopardy! champions competing round-robin style, with 10 hour-long episodes featuring 2 games each. Each of the 20 possible combinations of 6 players will be played, with all 6 players appearing in 1 game each episode.
Склад
Після перегляду
Після перегляду тут зʼявиться коротка рефлексія про темп, настрій і те, що варто обговорити.
Контекст
Коли авторські матеріали будуть привʼязані до тайтла, вони зʼявляться в цьому блоці.
Далі
Nove не підставляє fixture-звʼязки, якщо relation graph порожній.
