As at 10.36pm on Sat 6 August, with some games from round 21 completed:
Geelong 16 wins, 1 game a a lot of percentage ahead of second-placed Collingwood.
Best case scenario:
Geelong finishes first
Worst case scenario if a lot of weird things happen:
If a lot of weird things happen, Geelong could finish 4th, but that would require Collingwood to make up a lot of percentage.
Specifically:
Geelong lose to Gold Coast by 140 points and lose to WC by 140 points
Finish with 16 wins and a much lower percentage
Collingwood lose to Sydney by 1 point and beat Carlton by 140 points
Finish with 16 wins and an improved percentage
Melbourne beat Carlton and Brisbane
Finish with 16 wins
Sydney beat North Melbourne, Collingwood and St Kilda
Finish with 16 wins
Due to the Sydney vs Collingwood match in round 22, it's highly unlikely that both Sydney and Collingwood will overtake Geelong on the ladder.
On a related note, due to the Brisbane vs Melbourne match in round 23, it is only possible for one of Brisbane or Melbourne to overtake Geelong on the ladder. To make the analysis easier, I have assumed a Melbourne win, since they have the higher percentage of the two teams at the time of writing.
Worst case scenario if a lot of weird things DO NOT happen:
A more plausible worst case scenario is that Geelong would drop to 3rd.
That would require results such as the following:
Geelong lose to Gold Coast and West Coast
Finish with 16 wins
Collingwood lose to Sydney and beat Carlton
Finish with 16 wins, but finish in 4th, because their percentage is too low to overtake Geelong
Melbourne beat Carlton and Brisbane
Finish with 16 wins, and ahead of Geelong if they can make up the percentage difference
Sydney beat North Melbourne, Collingwood and St Kilda
Finish with 16 wins, and ahead of Geelong if they can make up the percentage difference
What kind of percentage improvement do Melbourne and Sydney need?
Unlike the 3 * 140 point margins discussed above, it is more plausible for Melbourne and Sydney to overtake Geelong on percentage, in the event that Geelong lose both of its matches.
Current standings:
Geelong FOR 1896 Against 1383
Points differential = 513
Melbourne FOR 1742 AGAINST 1352
Points differential = 390
Sydney FOR 1776 AGAINST 1404
Points differential = 372
For Melbourne to overtake Geelong, it needs to approximately make up a points differential of 123.
This equals an average margin improvement of about 62 points per round, or 31 points per match.
eg. Geelong lose to Gold Coast by 31, Geelong lose to West Coast by 31, Melbourne beat Carlton by 31, Melbourne beat Brisbane by 31.
For Sydney to overtake Geelong, it needs to approximately make up a points differential of 141.
Sydney have a match to play in round 21 against North Melbourne on Sunday, and this is its best chance to make up some of that percetnage.
Geelong has 2 remaining matches.
Sydney has 3 remaining matches: (North Melbourne, Collingwood, St Kilda).
If Sydney can beat North Melbourneby at least 18 points, then its points differential will drop to 123 or less. Then it needs an improvement of the same magnitude as Melbourne.
Edited to add: the "18 points" estimated above assumes that points differential is a near-perfect approximation for percentage, which it is not.
A more reliable estimation of what Sydney need to do against North Melbourne (in order to overtake Melbourne) is as follows:
Approximately a 52 points win. For example, Sydney 112 points, North Melbourne 60 points.
Sydney's new percentage would then be:
FOR: 1776 + 112 = 1888
AGAINST: 1404 + 60 = 1464
Percentage = 1888 / 1464 * 100 = 128.96%
better than Melbourne's precentage of 128.84%
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But what if Geelong wins one game?
If Geelong wins only one of its two remaining matches, then only Collingwood can overtake it. But as mentioned, this would require some massive margins. Almost as massive as Massive Merv from Moorabbin.
Geelong 16 wins, 1 game a a lot of percentage ahead of second-placed Collingwood.
Best case scenario:
Geelong finishes first
Worst case scenario if a lot of weird things happen:
If a lot of weird things happen, Geelong could finish 4th, but that would require Collingwood to make up a lot of percentage.
Specifically:
Geelong lose to Gold Coast by 140 points and lose to WC by 140 points
Finish with 16 wins and a much lower percentage
Collingwood lose to Sydney by 1 point and beat Carlton by 140 points
Finish with 16 wins and an improved percentage
Melbourne beat Carlton and Brisbane
Finish with 16 wins
Sydney beat North Melbourne, Collingwood and St Kilda
Finish with 16 wins
Due to the Sydney vs Collingwood match in round 22, it's highly unlikely that both Sydney and Collingwood will overtake Geelong on the ladder.
On a related note, due to the Brisbane vs Melbourne match in round 23, it is only possible for one of Brisbane or Melbourne to overtake Geelong on the ladder. To make the analysis easier, I have assumed a Melbourne win, since they have the higher percentage of the two teams at the time of writing.
Worst case scenario if a lot of weird things DO NOT happen:
A more plausible worst case scenario is that Geelong would drop to 3rd.
That would require results such as the following:
Geelong lose to Gold Coast and West Coast
Finish with 16 wins
Collingwood lose to Sydney and beat Carlton
Finish with 16 wins, but finish in 4th, because their percentage is too low to overtake Geelong
Melbourne beat Carlton and Brisbane
Finish with 16 wins, and ahead of Geelong if they can make up the percentage difference
Sydney beat North Melbourne, Collingwood and St Kilda
Finish with 16 wins, and ahead of Geelong if they can make up the percentage difference
What kind of percentage improvement do Melbourne and Sydney need?
Unlike the 3 * 140 point margins discussed above, it is more plausible for Melbourne and Sydney to overtake Geelong on percentage, in the event that Geelong lose both of its matches.
Current standings:
Geelong FOR 1896 Against 1383
Points differential = 513
Melbourne FOR 1742 AGAINST 1352
Points differential = 390
Sydney FOR 1776 AGAINST 1404
Points differential = 372
For Melbourne to overtake Geelong, it needs to approximately make up a points differential of 123.
This equals an average margin improvement of about 62 points per round, or 31 points per match.
eg. Geelong lose to Gold Coast by 31, Geelong lose to West Coast by 31, Melbourne beat Carlton by 31, Melbourne beat Brisbane by 31.
For Sydney to overtake Geelong, it needs to approximately make up a points differential of 141.
Sydney have a match to play in round 21 against North Melbourne on Sunday, and this is its best chance to make up some of that percetnage.
Geelong has 2 remaining matches.
Sydney has 3 remaining matches: (North Melbourne, Collingwood, St Kilda).
If Sydney can beat North Melbourne
Edited to add: the "18 points" estimated above assumes that points differential is a near-perfect approximation for percentage, which it is not.
A more reliable estimation of what Sydney need to do against North Melbourne (in order to overtake Melbourne) is as follows:
Approximately a 52 points win. For example, Sydney 112 points, North Melbourne 60 points.
Sydney's new percentage would then be:
FOR: 1776 + 112 = 1888
AGAINST: 1404 + 60 = 1464
Percentage = 1888 / 1464 * 100 = 128.96%
better than Melbourne's precentage of 128.84%
******************************************************************************
But what if Geelong wins one game?
If Geelong wins only one of its two remaining matches, then only Collingwood can overtake it. But as mentioned, this would require some massive margins. Almost as massive as Massive Merv from Moorabbin.
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