Eddie has his heart set on this thing, but there are problems everywhere. He's calls the first two weeks of the finals "Qualifying Rounds" but really, they are just the first two weeks of a 6-week 21-match finals series. A final-16.
21 week home away season:
Week One:
1st vs 7th - 1st Qualifying Final
3rd vs 5th - 2nd Qualifying Final
2nd vs 8th - 3rd Qualifying Final
4th vs 6th 4th Qualifying Final
9th vs 15th - 1st Elimination Final
11th vs 13th - 2nd Elimination Final
10th vs 16th - 3rd Elimination Final
12th vs 14th - 4th Elimination Final
Four Qualifying Final winners progress to week 3
Four Qualifying Final losers play the four Elimination Final winners
Week Two:
5th vs 16th - 1st Semi Final
6th vs 15th - 2nd Semi Final
7th vs 14th - 3rd Semi Final
8th vs 13th - 4th Semi Final
Winners progess to week 3
Week Three (traditional final-8 effectively starts)
1 v 4 - 5th Qualifying Final
2 v 3 - 6th Qualifying Final
5 v 8 - 5th Elimination Final
6 v 7 - 6th Elimination Final
Week Four
Semi Finals as normal
Week Five
Preliminary Finals as normal
Week six
Grand Final as normal
Probabilities
1 10.9375%
2 10.9375%
3 10.9375%
4 10.9375%
5 10.9375%
6 10.9375%
7 10.9375%
8 10.9375%
9 1.5625%
10 1.5625%
11 1.5625%
12 1.5625%
13 1.5625%
14 1.5625%
15 1.5625%
16 1.5625%
There are problems everywhere with this mess. In Eddie's (admirable) desire to reduce dead-rubbers he is ignoring the trade-off for doing that. The trade-off is that they totally reduce the importance of the top teams winning games.
For example, If 1st lose their first game in week one of the finals, and 16th win their first game of the finals, then from week 2 of the finals, BOTH those teams have a 3.125% chance of winning the premiership, with both those teams needing to win 5 knockout games from that point onwards to win the premiership. So, a team with a possible 21-1 win-loss record would be on the same mathematical footing as a team with a 5-17 win-loss record. That is the unavoidable trade-off of trying to minimize dead rubbers. Trying to solve a solution somewhere creates an issue elsewhere.
You cannot have a 21-1 team on equal footing with a 5-17 team after one loss to one and one win to the other.
Having 16 teams in the finals also creates what I call a reverse dead-rubber scenario. For example if two teams make the finals and 16 miss out, you have lots of dead rubbers, because many teams can't make the finals. Obviously. But the reverse is also true with 16 teams making the finals as it creates dead rubbers with teams unable to miss the finals.
That's why half (or half minus one - 8 - or half plus one - 10) is much better. In my view 10 is the best. It's fine to want to reduce dead-rubbers, but dead-rubbers can only be reduced in two scenarios and both scenarios must exist at the same time. Scenario One: Teams outside the finals can still get in, and Scenario two: Teams IN the finals can still miss out. Eddie's system fails the second scenario.
I see what he's trying to do, but it's a mess.
21 week home away season:
Week One:
1st vs 7th - 1st Qualifying Final
3rd vs 5th - 2nd Qualifying Final
2nd vs 8th - 3rd Qualifying Final
4th vs 6th 4th Qualifying Final
9th vs 15th - 1st Elimination Final
11th vs 13th - 2nd Elimination Final
10th vs 16th - 3rd Elimination Final
12th vs 14th - 4th Elimination Final
Four Qualifying Final winners progress to week 3
Four Qualifying Final losers play the four Elimination Final winners
Week Two:
5th vs 16th - 1st Semi Final
6th vs 15th - 2nd Semi Final
7th vs 14th - 3rd Semi Final
8th vs 13th - 4th Semi Final
Winners progess to week 3
Week Three (traditional final-8 effectively starts)
1 v 4 - 5th Qualifying Final
2 v 3 - 6th Qualifying Final
5 v 8 - 5th Elimination Final
6 v 7 - 6th Elimination Final
Week Four
Semi Finals as normal
Week Five
Preliminary Finals as normal
Week six
Grand Final as normal
Probabilities
1 10.9375%
2 10.9375%
3 10.9375%
4 10.9375%
5 10.9375%
6 10.9375%
7 10.9375%
8 10.9375%
9 1.5625%
10 1.5625%
11 1.5625%
12 1.5625%
13 1.5625%
14 1.5625%
15 1.5625%
16 1.5625%
There are problems everywhere with this mess. In Eddie's (admirable) desire to reduce dead-rubbers he is ignoring the trade-off for doing that. The trade-off is that they totally reduce the importance of the top teams winning games.
For example, If 1st lose their first game in week one of the finals, and 16th win their first game of the finals, then from week 2 of the finals, BOTH those teams have a 3.125% chance of winning the premiership, with both those teams needing to win 5 knockout games from that point onwards to win the premiership. So, a team with a possible 21-1 win-loss record would be on the same mathematical footing as a team with a 5-17 win-loss record. That is the unavoidable trade-off of trying to minimize dead rubbers. Trying to solve a solution somewhere creates an issue elsewhere.
You cannot have a 21-1 team on equal footing with a 5-17 team after one loss to one and one win to the other.
Having 16 teams in the finals also creates what I call a reverse dead-rubber scenario. For example if two teams make the finals and 16 miss out, you have lots of dead rubbers, because many teams can't make the finals. Obviously. But the reverse is also true with 16 teams making the finals as it creates dead rubbers with teams unable to miss the finals.
That's why half (or half minus one - 8 - or half plus one - 10) is much better. In my view 10 is the best. It's fine to want to reduce dead-rubbers, but dead-rubbers can only be reduced in two scenarios and both scenarios must exist at the same time. Scenario One: Teams outside the finals can still get in, and Scenario two: Teams IN the finals can still miss out. Eddie's system fails the second scenario.
I see what he's trying to do, but it's a mess.
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