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Wang Bo must do a multiple-choice question if he wants to win the championship! Only one foreign aid of any size can be left, and two games illustrate the problem

author:Mystic Drawing Board S8K

On January 26, Beijing time, Guangsha defeated Guangdong 105-91 at home, and the team also rose to third place. Wharton, a small foreign player, broke out again tonight and got a double-double of 19 points, 4 rebounds and 11 assists, which can be said to be one of the key people to win this game. Through the performance of foreign aid in the past two games, Wang Bo should have a bit of a score in his heart, and it is clear who can do it and who can't.

Wang Bo must do a multiple-choice question if he wants to win the championship! Only one foreign aid of any size can be left, and two games illustrate the problem

Wharton has scored and assisted double-doubles in two consecutive games, and he scored 24 points, 5 rebounds and 10 assists against Beijing last time, which shows that this small foreign aid has integrated into the Guangsha team and fully meets the team's standards for the championship. On the other hand, another big foreign aid Okafor, in the face of Guangdong 7 shots to score 6 points and 2 mistakes, it can be said that he lost points on the field, the last game against Beijing Okafor was 5 shots 1 only 2 points, compared to the performance of the small foreign aid Wharton, Okafor is completely disastrous, the gap between the two is worlds apart.

Wang Bo must do a multiple-choice question if he wants to win the championship! Only one foreign aid of any size can be left, and two games illustrate the problem

If the goal of the Guangsha team this season is to compete for the championship, then these two games have verified the level of foreign aid, the small foreign aid meets the standard, and the big foreign aid is a high-paid "parallel import", Wang Bo still has points in his heart, cutting Oliver is obviously a wrong decision, but leaving Okafor is a more wrong choice.

Wang Bo must do a multiple-choice question if he wants to win the championship! Only one foreign aid of any size can be left, and two games illustrate the problem

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