Bajhang is one of the most remote corners of Nepal, in the far west of the country, hours from the nearest big city and a world away from a UFC arena. It is where Rabindra Dhant was born. The distance between that starting point and a bantamweight final in Sydney on 7 February 2027 is the reason his run resonates so loudly, at home and abroad.
Leaving home
Dhant's path into combat sports started the way many Nepali athletes' stories do: with limited access to facilities and fewer opportunities than his talent deserved. He boxed and wrestled before moving fully into mixed martial arts, and like many Nepali fighters of his generation he first made his name outside the country, because the opportunities inside it were thin. Fighting in India and China, he built a record the hard way: no tune-ups, no easy nights, an early career lesson delivered by Ismail Khan at ONE Friday Fights 45 that he has not paid for again since.
A title, and a first
In August 2025 he stopped Chungreng Koren in the third round at Matrix Fight Night 17 to win the promotion's bantamweight title, becoming the first Nepali to hold a professional MMA belt in a major promotion. Six weeks later he was in the Road to UFC house. The quarterfinal in Macau in May 2026 turned into another first: against Kimbert Alintozon, Dhant became the first Nepali to win a bout on the series, finishing it in the second round and punching his ticket to Shanghai.
Shanghai
The semifinal against Kasib Murdoch, previously unbeaten, was a fifteen-minute grind that ended 29-28 on two cards. Every Nepali who has followed the sport knew what it meant: no fighter from Nepal had ever been this close to the UFC. The final against Ryo Tajima on 7 February 2027 is one win from making it real.
What he carries with him
Dhant fights out of Kathmandu, but he represents more than a city. For young athletes in Bajhang and across far-west Nepal, a region the country's economic map often forgets, his career is proof the road out exists. Eight knockouts in eleven wins say he intends to keep proving it the loudest way possible.
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