Warrior General Games

1) Buckeye Nation - (7-0) - 64.63
2) South African Ridgebacks - (6-1) - 63.77
3) Zambia Lions - (6-1) - 61.00
4) Mombasa Spears - (5-2) - 58.91
5) Valla Beach Woolsheds - (5-2) - 46.23
6) Niger Mambas - (5-2) - 45.57
7) Zimbabwe Headhunters - (4-3) - 44.00
8) Windhoek White Rhinos - (4-3) - 38.91
9) Madagascar Mobsters - (3-4) - 29.54
10) Carthaginian Horde - (2-5) - 28.74
11) Nairobi Warthogs - (2-5) - 24.46
12) Cape Town Billievers - (2-5) - 22.71
13) Calurnet Wolverines - (2-5) - 22.66
14) Oum-Chalouba Zebras - (2-5) - 22.23
15) Kalahari Vikings - (1-6) - 16.57
16) Malawi Pride - (0-7) - 9.26

*Note: I utilized the Oberon Mt. Power Rating Forumla that allocates 60% to Average Score, 20% to the combination of Highest & Lowest Scores, and 20% to Winning Percentage.

this is a terrible system we are behind a team we beat yet again-_-

Originally posted by ColorChAnGe
this is a terrible system we are behind a team we beat yet again-_-

hey! haha it was close could have gone either way!

Originally posted by Brocno4life6
Originally posted by ColorChAnGe

this is a terrible system we are behind a team we beat yet again-_-

hey! haha it was close could have gone either way!

yeh but for us to be 12 power points behind u.. what is that

Originally posted by ColorChAnGe
yeh but for us to be 12 power points behind u.. what is that

Keep in mind the ridiculous limitations of this Power Ranking system.

Average points scored per game makes up 60% of the equation and the Mombassa Spears score the 2nd most points per game (at 26.57) while your Valla Beach Woolsheds are 5th (at 17.43 ppg).

Next the combination of high score + low score is another 20%. The Spears high & low are 72 & 0 for a total of 72. The Woolsheds high & low are 26 & 10 for a total of 36 (exactly half of the Spears total).

If I had the time, I'd tweak the formula to include points allowed and strenth of schedule...but I don't have the time, so I'll use the existing formula for now. Take it for what it is.