SHIN JIN-SEO, 9 DAN, TRIES TO WIN 3 CONSECUTIVE GAMES AGAINST MAXIME COFFEE BAE... FACE BYUN SANG-IL IN THE SEMIFINALS

Shin Jin-seo, 9 dan, tries to win 3 consecutive games against Maxime Coffee Bae... face Byun Sang-il in the semifinals

Shin Jin-seo, 9 dan, tries to win 3 consecutive games against Maxime Coffee Bae... face Byun Sang-il in the semifinals

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Shin Jin-seo, 9 dan, will challenge for the third consecutive victory in the Maxim Coffee Cup, which determines the strongest professional driver among the "入 God" (a nickname of 9 dan) that has reached the level of God.

The Korea Baduk Association announced on the 19th that the semifinal match was confirmed as Shin Jin-seo 9 dan, Byun Sang-il 9 dan, Kang Dong-yoon 9 dan, and Lee Ji-hyun 9 dan after the 26th Maxim Coffee Cup.

Shin Jin-seo, the undisputed No. 1 player in Korea, has won consecutive titles in 2023 and 2024. In the quarterfinals of this year's championship, she overwhelmed No. 2 Park Jung-hwan, No. 9 dan, further raising the possibility of winning three consecutive championships.

Ranked fourth, who will play against Shin, has advanced to the semi-finals of the Maxim Coffee Cup for the second consecutive year. The two teams have 37 wins and nine losses, which is why Shin is leading the team. However, attention is focusing on the results of the semifinal match to be held on Monday, as the team has recently won two consecutive games against Shin.

Kang Dong-yoon, who returned to No. 3 for the first time in 12 years in the March rankings, will face No. 5 Lee Ji-hyun, No. 9 in the semifinals on the 25th. Kang Dong-yoon is ahead in the ranking, but Lee Ji-hyun is leading the opponent with 9 wins and 3 losses, which is expected to lead an interesting showdown.

먹튀검증 The two players, who won the semifinal, will play in the third round of the finals to determine their standing. The prize money for this year's championship is 70 million won and the prize money for the runner-up is 30 million won, and the time limit for the game is accumulated (fish method) and the additional time is 30 seconds per 10 minutes.

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