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The fifth grade theme: the mathematics of the World Cup and the joy and thinking process of answering a math problem.
Math problem in the fifth grade of primary school: There are 32 teams participating in the World Cup in Germany, which are divided into 8 groups with 4 teams in each group. The tournament will be held in each group (that is, each group will play a game with the other three groups). The two teams will enter the top 16, and will be eliminated after entering the top 16 (that is, one game will decide the outcome, the winner will enter the next round, and the loser will be eliminated), and the top 8 will be decided; Eight teams will be eliminated again, producing the top four; The top four teams will be eliminated first, the two winning teams will be runners-up, and the other two losing teams will compete for the third and fourth places. Do you know how many games will be held in the World Cup?

1) How many matches did the group match * * * produce/the top of kloc-0/6, including how many matches in each group.

2) The previous 16 will determine the number of matches in the top 8.

3) The top 8 will decide the number of matches in the top 4.

4) The top four teams will decide how many games they will play in one, two, three and four.

Rules:

1) In the group match, four teams played a round match. In the game,

The winner scored 3 points, the loser scored 0 points, and both sides of the draw 1 point.

2) According to the total score, the top two in the group obtained the qualification of top 16.

3) If the integral is the same, it shall be determined according to other rules (1. The winners of the two teams will be eligible for the competition; 2. If the two teams are tied, the one with more goal difference will qualify; 3. If the goal difference is the same, the side with more goals will advance. )

How many points does a team have to score to qualify for the competition?