With the 18-team league on the way, which system do you prefer? Both are total knockout as finals need to be. Because both are knockout they are both ridiculously simple.
FINAL NINE NUMBER ONE (Brackets indicate match-ups if higher teams win. Bold are the winners)
WEEK 1
Elimination Final: 4th vs 9th
Elimination Final: 5th vs 8th
Elimination Final: 6th vs 7th
WEEK 2
1st Semi Final: 1st vs lowest seeded Elimination Final winner (1v6)
2nd Semi Final: 2nd vs second-lowest seeded Elimination Final winner (2v5)
3rd Semi Final: 3rd vs highest seeded Elimination Final winner (3v4)
(Highest seeded winner straight to Grand Final)
WEEK 3
Preliminary Final: The two lowest placed Semi-Final winners play-off. (2v3)
WEEK 4
Grand Final: Highest seeded winner from week 2 vs winner of Preliminary Final (1v2)
Probabilities of winning the premiership (based on all matches being 50-50) under that final-9 system
1st - 25.00%
2nd - 18.75%
3rd - 15.625%
4th - 7.8125%
5th - 7.03125
6th - 6.640625%
7th - 6.640625%
8th - 6.25%
9th - 6.25%
Total knockout, as finals should be. Yet, it still gives a good advantage to the minor premier, and progressively to the other teams. The total elimination of double chances should be a priority.
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FINAL NINE NUMBER TWO (Brackets indicate match-ups if higher teams win. Bold are the winners)
WEEK 1
Elimination Final: 1st vs 9th
Elimination Final: 2nd vs 8th
Elimination Final: 3rd vs 7th
Elimination Final: 5th vs 6th
(4th has a week off)
The three highest placed winners advance to week 3
WEEK 2
Semi Final: 4th vs lowest seeded Elimination Final winner (4v5)
Winner to week 3
WEEK 3
Preliminary Final: Winner of Semi-Final vs highest-placed week one winner (1v4)
Preliminary Final: The second and third highest winners from week one play-off. (2v3)
WEEK 4
Grand Final: Winner of the two Preliminary Finals (1v2)
Probabilities of winning the premiership (based on all matches being 50-50) under that final-9 system
1st - 12.5%
2nd - 12.5%
3rd - 12.5%
4th - 12.5%
5th - 11.72%
6th - 11.72%
7th - 10.94%
8th - 9.38%
9th - 6.25%
*1st, 2nd, 3rd and 4th all have to win 3 knockout matches over the 4 weeks, with 1,2,3 having their week off before the Prelimnary Finals and 4th having their week off in the first week.
*5th and 6th will need to win 4 knockout games IF 1,2,3 all win in the first week. If anyone of 1,2,3 lose in the first week, the winner of 5v6 goes straight to the Prelim and therefore 5th or 6th would need to win 3 games.
*7th also need to win 4 straight knockout games, but they have a chance of going straight to the Prelim (and therefore needing only to win 3 games) but the chances of going straight to the Prelim are a bit less than 5th and 6th.
*8th also need to win 4 straight knockout games, but they have a chance of going straigth to the Prelim (and therefore needing only to win 3 games) but the chances of going straigth to the Prelim are a bit less than 7th. In fact, the only way they can advance straight to the Prelim is if 1st lose to 9th
*9th needs to win 4 straight knockout games and cannot go straight to the Prelim
FINAL NINE NUMBER ONE (Brackets indicate match-ups if higher teams win. Bold are the winners)
WEEK 1
Elimination Final: 4th vs 9th
Elimination Final: 5th vs 8th
Elimination Final: 6th vs 7th
WEEK 2
1st Semi Final: 1st vs lowest seeded Elimination Final winner (1v6)
2nd Semi Final: 2nd vs second-lowest seeded Elimination Final winner (2v5)
3rd Semi Final: 3rd vs highest seeded Elimination Final winner (3v4)
(Highest seeded winner straight to Grand Final)
WEEK 3
Preliminary Final: The two lowest placed Semi-Final winners play-off. (2v3)
WEEK 4
Grand Final: Highest seeded winner from week 2 vs winner of Preliminary Final (1v2)
Probabilities of winning the premiership (based on all matches being 50-50) under that final-9 system
1st - 25.00%
2nd - 18.75%
3rd - 15.625%
4th - 7.8125%
5th - 7.03125
6th - 6.640625%
7th - 6.640625%
8th - 6.25%
9th - 6.25%
Total knockout, as finals should be. Yet, it still gives a good advantage to the minor premier, and progressively to the other teams. The total elimination of double chances should be a priority.
.
.
.
.
.
FINAL NINE NUMBER TWO (Brackets indicate match-ups if higher teams win. Bold are the winners)
WEEK 1
Elimination Final: 1st vs 9th
Elimination Final: 2nd vs 8th
Elimination Final: 3rd vs 7th
Elimination Final: 5th vs 6th
(4th has a week off)
The three highest placed winners advance to week 3
WEEK 2
Semi Final: 4th vs lowest seeded Elimination Final winner (4v5)
Winner to week 3
WEEK 3
Preliminary Final: Winner of Semi-Final vs highest-placed week one winner (1v4)
Preliminary Final: The second and third highest winners from week one play-off. (2v3)
WEEK 4
Grand Final: Winner of the two Preliminary Finals (1v2)
Probabilities of winning the premiership (based on all matches being 50-50) under that final-9 system
1st - 12.5%
2nd - 12.5%
3rd - 12.5%
4th - 12.5%
5th - 11.72%
6th - 11.72%
7th - 10.94%
8th - 9.38%
9th - 6.25%
*1st, 2nd, 3rd and 4th all have to win 3 knockout matches over the 4 weeks, with 1,2,3 having their week off before the Prelimnary Finals and 4th having their week off in the first week.
*5th and 6th will need to win 4 knockout games IF 1,2,3 all win in the first week. If anyone of 1,2,3 lose in the first week, the winner of 5v6 goes straight to the Prelim and therefore 5th or 6th would need to win 3 games.
*7th also need to win 4 straight knockout games, but they have a chance of going straight to the Prelim (and therefore needing only to win 3 games) but the chances of going straight to the Prelim are a bit less than 5th and 6th.
*8th also need to win 4 straight knockout games, but they have a chance of going straigth to the Prelim (and therefore needing only to win 3 games) but the chances of going straigth to the Prelim are a bit less than 7th. In fact, the only way they can advance straight to the Prelim is if 1st lose to 9th
*9th needs to win 4 straight knockout games and cannot go straight to the Prelim