Four girls from a school, Shi Lin, Zhang Fang, Wang Yu, and Yang Hong, compete with four boys Fan Yong, Lu Wei, Zhao Hu, and Li Long in a Chinese elephant model competition. They are arranged on four tables, each with a man and a woman playing against each other. The four tables are numbered 1, 2, 3, and 4 from left to right. Each pair of players needs to play four games. The rules of the game: each player wins A game gets 2 points, a tie gets 1 point, and a loss game gets 0 points. At the end of the first three rounds, the total points of the four pairs of players are 6:0, 5:1, 4:2, and 3:3 in order of the difference in points. Known: (1) Zhang Fang is playing against Lu Wei, Yang Hong is playing at table 4, Wang Yu's table is to the right of Li Long's table; (2) At least one game at table 1 is a tie, 4 The total points of the two sides at the number table is not 4:2; (3) Zhao Hu's total points in the first three rounds are not ahead of his opponent, and they have not made a tie; (4) Li Long has lost three consecutive rounds, and Fan Yong is in Leading his opponent in total points in the first three rounds.
Based on the above information, who has the highest total points at the end of the first three games?
Yang Hong