In the third leg of the snooker professional qualification match, Zhao Jianbo advanced to the quarterfinals, and tonight he played a quarter-final with Cahill, winning to win the professional qualification; Liu Hongyu lost to Ma Fulin in the fourth round, Zhang Jiawei lost to Holt in the fifth round, and the two regretted to be out
On June 1, the snooker Pro Qualifier played a one-day double match, and the fourth and fifth rounds of matches were played, and the Chinese players' records were as follows:
Round 4:
Liu Hongyu lost 1-4 to Kurt Mafulin;
Zhang Jiawei narrowly defeated Daniel Wells 4-3;
Zhao Jianbo defeated Aiden Sharaf 4-2.
Round 5:
Zhao Jianbo narrowly defeated Steven Halworth 4-3 to advance to the quarterfinals;
Zhang Jiawei lost 3-4 to Michael Holt and missed the quarterfinals.
Today's 1/4 Schedule Preview:
17:00:
Zhao Jianbo vs James Cahill, winning to get professional qualifications.
The fixtures of several other matches are shown in the figure.
Short Comments:
This is the last leg of the snooker Pro Qualifiers, with many famous players battling for professional qualifications, and yesterday's fourth and fifth rounds were fierce. Although Ma Fulin lightly won the fourth round of Chinese player Liu Hongyu, he had bad luck in the fifth round of the draw, and met the stronger Clex in the fifth round, resulting in a 1-4 loss. It can be seen that strength is important, and luck is also important.
In addition, Chinese player Liu Hongyu is also almost lucky in the draw, has been playing a stable he, the fourth round with Ma Fulin, due to the gap in strength and game experience, the result is a 1-4 brittle defeat; Hong Kong player Zhang Jiawei has also been playing stable, but the fifth round encountered the "assassin" Holt, and finally lost 3-4.
"Mill King" Lee Walker and Andrew Higginson both fell in the fourth round, while Thailand's famous Song Shawad (Song Girl) lost 1-4 to Ross Muir and fell in the fifth round, which is very regrettable.
It seems that snooker professional qualifications are not easily available.
