This is a classification problem. First, it can be divided into three categories: in the five results, all points are the same, two points are given, and three points appear.

First, there are only six results for the same number of points;

2. Two kinds of points: two of the six kinds of points have 15 selection methods, and each selection method corresponds to 30 kinds of points, so the total is *** 15×30=450.

Three, three kinds of points, the third point can only appear in the fifth place, and there are only two points in the first four times, so the fifth place has six choices, the first two points have two 10 and the first four points have 14, so the total number is * * * 6× 10 ×.

So there are *** 1296 species. What do you think?