Are you in a tough division or an easy division? Here are the average pre-season ranks by division. For example, if the 1, 2, 3 and 4th ranked teams were all in the same division, the division average would be = 2.5. If the 93, 94, 95 and 96th teams were in the same division, that division average would be 94.5. The overall average is 48.5.
Some background: The 96 teams are split into four leagues (A, B, C, D) where the teams are spread evenly throughout the leagues. You will never see a situation where 10 of the top 16 teams are in the same league. But once teams are designated to a specific league, the division alignment is purely random. So, typically the top 16 teams are split evenly where four of these teams are placed into each of the four leagues. It is still possible for all four Top-16 teams to get randomly assigned the same division. That's exactly what happened in Division 6-C.
League |
Lg# |
DivAvg |
6-C |
90796 |
9.3 |
6-B |
90694 |
19.3 |
5-D |
90767 |
21.3 |
5-A |
90742 |
23.8 |
6-D |
90789 |
24.3 |
1-D |
90688 |
24.5 |
4-A |
90729 |
25.5 |
2-B |
90716 |
26.0 |
6-D |
90789 |
27.3 |
3-C |
90738 |
27.3 |
3-B |
90726 |
27.8 |
3-B |
90726 |
28.3 |
3-A |
90788 |
28.5 |
1-A |
90807 |
30.8 |
5-D |
90767 |
30.8 |
3-D |
90691 |
31.8 |
2-D |
90724 |
32.3 |
4-D |
90692 |
32.5 |
5-B |
90693 |
32.5 |
5-C |
90755 |
33.0 |
4-C |
90739 |
33.3 |
1-A |
90807 |
33.3 |
5-A |
90742 |
33.5 |
2-D |
90724 |
33.8 |
4-B |
90718 |
34.0 |
2-C |
90690 |
34.8 |
1-D |
90688 |
35.8 |
5-C |
90755 |
36.0 |
1-B |
90828 |
36.8 |
2-A |
90779 |
38.8 |
3-C |
90738 |
38.8 |
2-C |
90690 |
39.8 |
1-C |
90774 |
40.0 |
1-B |
90828 |
40.0 |
4-D |
90692 |
40.0 |
2-B |
90716 |
40.3 |
6-B |
90694 |
40.5 |
6-A |
90730 |
40.8 |
3-D |
90691 |
40.8 |
4-C |
90739 |
41.3 |
1-C |
90774 |
41.3 |
4-A |
90729 |
41.3 |
5-D |
90767 |
41.8 |
1-C |
90774 |
42.0 |
6-A |
90730 |
42.5 |
4-A |
90729 |
42.8 |
5-C |
90755 |
42.8 |
4-B |
90718 |
43.5 |
2-A |
90779 |
43.8 |
6-D |
90789 |
43.8 |
2-D |
90724 |
44.3 |
3-A |
90788 |
44.3 |
2-A |
90779 |
44.5 |
1-A |
90807 |
44.5 |
5-A |
90742 |
44.8 |
2-A |
90779 |
44.8 |
4-C |
90739 |
45.0 |
4-D |
90692 |
45.0 |
1-D |
90688 |
45.3 |
2-A |
90779 |
46.0 |
4-A |
90729 |
46.5 |
3-B |
90726 |
46.5 |
4-B |
90718 |
47.0 |
3-D |
90691 |
47.0 |
3-A |
90788 |
47.3 |
6-A |
90730 |
47.3 |
2-C |
90690 |
47.3 |
1-C |
90774 |
48.8 |
5-B |
90693 |
49.0 |
5-B |
90693 |
49.0 |
1-A |
90807 |
49.3 |
3-D |
90691 |
49.8 |
6-A |
90730 |
49.8 |
5-C |
90755 |
51.0 |
2-C |
90690 |
51.5 |
3-C |
90738 |
51.5 |
1-B |
90828 |
51.5 |
5-B |
90693 |
52.0 |
3-A |
90788 |
52.0 |
1-C |
90774 |
52.0 |
1-D |
90688 |
52.3 |
6-A |
90730 |
52.3 |
4-A |
90729 |
52.3 |
2-D |
90724 |
52.3 |
6-B |
90694 |
52.5 |
6-D |
90789 |
52.5 |
5-B |
90693 |
52.8 |
6-C |
90796 |
53.0 |
1-B |
90828 |
53.0 |
4-C |
90739 |
53.0 |
3-B |
90726 |
53.3 |
3-C |
90738 |
53.3 |
1-D |
90688 |
53.5 |
4-D |
90692 |
53.5 |
2-B |
90716 |
53.5 |
5-D |
90767 |
54.0 |
3-A |
90788 |
54.0 |
4-B |
90718 |
54.3 |
4-C |
90739 |
54.8 |
3-B |
90726 |
54.8 |
3-C |
90738 |
55.0 |
1-B |
90828 |
55.5 |
6-B |
90694 |
55.5 |
5-B |
90693 |
55.5 |
6-C |
90796 |
56.3 |
5-D |
90767 |
56.8 |
5-A |
90742 |
57.0 |
6-B |
90694 |
57.3 |
6-D |
90789 |
57.5 |
2-C |
90690 |
57.8 |
2-B |
90716 |
58.3 |
2-C |
90690 |
58.8 |
2-D |
90724 |
58.8 |
6-A |
90730 |
58.8 |
1-C |
90774 |
59.5 |
6-C |
90796 |
59.5 |
5-A |
90742 |
59.8 |
4-D |
90692 |
60.0 |
2-A |
90779 |
60.3 |
2-B |
90716 |
60.8 |
6-B |
90694 |
61.5 |
4-B |
90718 |
61.5 |
2-B |
90716 |
61.8 |
6-C |
90796 |
62.0 |
1-A |
90807 |
62.0 |
3-B |
90726 |
62.5 |
6-C |
90796 |
62.8 |
4-C |
90739 |
63.0 |
4-B |
90718 |
63.5 |
3-D |
90691 |
63.8 |
4-A |
90729 |
64.3 |
4-D |
90692 |
66.5 |
1-B |
90828 |
67.0 |
3-A |
90788 |
67.8 |
5-A |
90742 |
67.8 |
3-D |
90691 |
68.5 |
5-C |
90755 |
69.5 |
3-C |
90738 |
70.0 |
1-D |
90688 |
72.3 |
1-A |
90807 |
73.5 |
5-C |
90755 |
73.8 |
2-D |
90724 |
74.5 |
5-D |
90767 |
76.3 |
6-D |
90789 |
78.3 |