[Editor’s note: The original version of this story was published before Bolsen’s initial episode aired on Feb. 23. He will advance to the final round in an episode airing Wednesday, March 8.]
PROVIDENCE, R.I. [Brown University] — Answer: This Canton, Georgia native, who first appeared on the “Jeopardy!” stage four years ago as a high school freshman, will compete again Feb. 23 in the iconic trivia show’s high school reunion tournament.
Question: Who is Brown University first-year student Justin Bolsen?
The economics and international and public affairs double-concentrator and 26 other former contestants of the “Jeopardy!” Teen Tournament, which aired four seasons ago, were invited back to Los Angeles to compete in the show’s first-ever high school reunion tournament. The special event runs Feb. 20 through March 9, and the winner will walk away with a $100,000 grand prize and a guaranteed spot in the “Jeopardy!” Tournament of Champions.
In the fourth round of the quarterfinals, Bolsen will go head-to-head with first-year American University student Teagan O’Sullivan and Harvard University sophomore Shriya Yarlagadda.
It’s a matchup unlike any other — because they’re all friends.
After their original episodes aired four years ago, the contestants stayed in touch. They bonded and cultivated close friendships, and even started a group chat — which, Bolsen said, blew up after they all received the invitation to return to the show — that’s been active for years.
“It’s nice to have someone you know well that you’re competing against, because it makes the environment a little bit more calm, like you’re just pals playing a friendly game,” Bolsen said, adding that going up against a friend does present a bit of a catch-22. “It’s not like I want to beat, or lose to, someone I know very well, but it certainly helps ease tensions between competitors.”
Being a “Jeopardy!” alumnus also didn’t hurt. After his first appearance four years ago, during which Bolsen said he was shaking with nerves, the anxiety of not knowing what to expect dissipated.