If you have not already done so, can I suggest you read 'Chasing Last Year's Points.....' to gather the full idea behind this thread.
Researching past years SC scores for comparison purposes is fraught with hazards.
Finding the information you want, in the format you want, is no easy matter. In some cases the numbers for a player vary from source to source! Who do you believe? Couple that with the changing face of AFL football, with new rules and interpretations causing changes to SC scores, as well as perceived changes to how the scores are arrived at, and it is a real minefield! How do you compare J Browns 10 games at 140.5 in 2006, with Abletts 19 games at 140.1 in 2009?
The answer is you can only do it on face value. Yes, there is so much changing about the game (both AFL and SC) that it causes trends here and there in each seasons analysis. It is near impossible to differentiate between the different causes and effects, because there are just so many!
The best thing to do, is just plough on, and treat the numbers for what they are. Until they change one game or the other so drastically, that all history goes out the window, I think that's all you can do.
I have compiled a history of the 109 players I could find that ever had a 100+ season average. I may be missing some players from 2006 and 2005, as the history from the first 2 years was very poorly kept.
Amongst those 109 players there are 39 players who have jumped 20+ points, from one season to the next, and finished on a 100+ average for the season. 13 of them did it in 2012, including K Jack, who did it for the 2nd time! So let's examine how 25 of the 27 who did it earlier than 2012 faired in their next season.
I am going to make an exception of 2 players (hence the 25 of 27 above), just to better demonstrate my point. You can say it makes the analysis unfair, and you may be right. To those of you that think you need to include them, feel free to add them in. Even when you do, I think you'll find the figures a bit surprising!
Out of the 27 players, I am going to exclude:
Ablett
Ablett qualified for the list of 27 players in 2007, when he jumped 22.8 points from his 2006 average of 91.4 to 114.2. The following year his average jumped again, this time by 18.0 to 132.2.
The fact that Ablett is an exception to nearly every SC analysis should be obvious to everyone. To those that need convincing, try these small facts:
1 of only 2 players to ave 140+ in a season. The only one to do it in more than 10 games. (J Brown, above)
Has 3 seasons of 130+, there are only 7 recorded seasons of 130+!
Has 5 (consecutive!!!) seasons of 125+. Swan is the only player with more than 1. He has 2, and they weren't consecutive. There have only been 15 ever recorded.
120 is a figure that is bandied about as an ideal for your Mids to achieve. Ablett has achieved this 5 times, Swan 4 times, Pendlebury twice, and only 16 other players have ever achieved it once, for a total of 27 times it has happened! So only 19 players have ever achieved it, in 8 years of SC, and Ablett has done it 5 times!
Swan
Swan qualified for the list in 2009, when he jumped his average up from an ok 102.0 in 2008, to a very good 123.2 in 2009. In 2010 he managed to sneak up a little further, when he recorded a 126.9
Swan falls a little bit into Abletts SC shadow. He is the Hay List to Abletts Black Caviar. In any other period he would be lauded as an out and out, once in a generation SC champion. Unfortunately, he has to deal with Ablett setting the benchmark. As mentioned above, outside of Ablett, he is the only player with more than 1 season over 125 in average, and with Pendlebury is the only other player to have more than 1 120+ average season. He has 4 consecutive seasons of 120+ scores running at the moment
So allowing me those 2 exceptions out of the list of 27 players, let's look at the other 25. As I said earlier, if you think it is cheating leaving them out, feel free to add them in. The figures are still, IMO, eye-opening.
Let's break the 25 players into 2 groups. Players whose 20+ jump landed them on 100.0 - 101.9 (7 players), and players whose 20+ jump landed them on 102.0+ (18 players)
100.0 - 101.9
[TABLE="width: 650, align: center"]
<tbody>[TR]
[TD]Player
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]+/- change
[/TD]
[TD]% change
[/TD]
[/TR]
[TR]
[TD]Cotchin
[/TD]
[TD]2010/78.9
[/TD]
[TD]2011/100.6
[/TD]
[TD]2012/116.3
[/TD]
[TD]+15.7
[/TD]
[TD]+15.6%
[/TD]
[/TR]
[TR]
[TD]H Shaw
[/TD]
[TD]2005/72.0
[/TD]
[TD]2006/100.7
[/TD]
[TD]2007/106.3
[/TD]
[TD]+5.6
[/TD]
[TD]+5.6%
[/TD]
[/TR]
[TR]
[TD]McEvoy
[/TD]
[TD]2010/63.4
[/TD]
[TD]2011/101.2
[/TD]
[TD]2012/104.2
[/TD]
[TD]+3.0
[/TD]
[TD]+3.0%
[/TD]
[/TR]
[TR]
[TD]Roughead
[/TD]
[TD]2010/77.7
[/TD]
[TD]2011/101.5
[/TD]
[TD]2012/103.7
[/TD]
[TD]+2.2
[/TD]
[TD]+2.2%
[/TD]
[/TR]
[TR]
[TD]Griffin
[/TD]
[TD]2010/43.7
[/TD]
[TD]2011/101.0
[/TD]
[TD]2012/91.8
[/TD]
[TD]-9.2
[/TD]
[TD]-9.1%
[/TD]
[/TR]
[TR]
[TD]Jack
[/TD]
[TD]2009/66.9
[/TD]
[TD]2010/100.2
[/TD]
[TD]2011/80.9
[/TD]
[TD]-19.3
[/TD]
[TD]-19.3%
[/TD]
[/TR]
[TR]
[TD]Malceski
[/TD]
[TD]2006/67.1
[/TD]
[TD]2007/101.0
[/TD]
[TD]2008/66.0
[/TD]
[TD]-35.0
[/TD]
[TD]-34.7%
[/TD]
[/TR]
</tbody>[/TABLE]
7 players jumped 20+ points, and made it to a season level of between 100.0 and 101.9.
2 improved again the next year, for an average improvement of +10.6%
2 players finished within +/- 5% of their previous years score, average change +2.6%
3 players dropped more than 5% in the year after their break out jump, average loss -21.0%
Overall result was an average drop of -5.2%
Nothing too startling, or eye-opening here. It is a small point range and sample group, so hardly anything surprising.
The players that fall into this catagory from 2012 are:
[TABLE="width: 500, align: left"]
<tbody>[TR]
[TD]Waters
[/TD]
[TD]2011/71.9
[/TD]
[TD]2012/100.3
[/TD]
[TD]+28.4
[/TD]
[/TR]
[TR]
[TD]Walker T
[/TD]
[TD]2011/62.5
[/TD]
[TD]2012/100.1
[/TD]
[TD]+37.7
[/TD]
[/TR]
[TR]
[TD]Ebert Brad
[/TD]
[TD]2011/63.5
[/TD]
[TD]2012/100.1
[/TD]
[TD]+36.6
[/TD]
[/TR]
</tbody>[/TABLE]
102.0+
[TABLE="width: 650, align: center"]
<tbody>[TR]
[TD]Player
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]+/- change
[/TD]
[TD]% change
[/TD]
[/TR]
[TR]
[TD]Redden
[/TD]
[TD]2010/76.1
[/TD]
[TD]2011/102.9
[/TD]
[TD]2012/102.8
[/TD]
[TD]-0.1
[/TD]
[TD]-0.1%
[/TD]
[/TR]
[TR]
[TD]Chapman
[/TD]
[TD]2008/98.8
[/TD]
[TD]2009/119.0
[/TD]
[TD]2010/116.4
[/TD]
[TD]-2.6
[/TD]
[TD]-2.2%
[/TD]
[/TR]
[TR]
[TD]Scotland
[/TD]
[TD]2005/84.8
[/TD]
[TD]2006/110.3
[/TD]
[TD]2007/106.7
[/TD]
[TD]-3.6
[/TD]
[TD]-3.3%
[/TD]
[/TR]
[TR]
[TD]Carrazzo
[/TD]
[TD]2006/78.9
[/TD]
[TD]2007/102.5
[/TD]
[TD]2008/97.4
[/TD]
[TD]-5.1
[/TD]
[TD]-5.0%
[/TD]
[/TR]
[TR]
[TD]Bartel
[/TD]
[TD]2006/105.0
[/TD]
[TD]2007/125.8
[/TD]
[TD]2008/116.0
[/TD]
[TD]-9.8
[/TD]
[TD]-7.8%
[/TD]
[/TR]
[TR]
[TD]Cox
[/TD]
[TD]2010/88.8
[/TD]
[TD]2011/122.2
[/TD]
[TD]2012/112.3
[/TD]
[TD]-9.9
[/TD]
[TD]-8.1%
[/TD]
[/TR]
[TR]
[TD]Montagna
[/TD]
[TD]2008/97.2
[/TD]
[TD]2009/125.2
[/TD]
[TD]2010/114.8
[/TD]
[TD]-10.4
[/TD]
[TD]-8.3%
[/TD]
[/TR]
[TR]
[TD]Hodge
[/TD]
[TD]2009/91.4
[/TD]
[TD]2010/116.5
[/TD]
[TD]2011/106.5
[/TD]
[TD]-10.0
[/TD]
[TD]-8.6%
[/TD]
[/TR]
[TR]
[TD]Fyfe
[/TD]
[TD]2010/72.6
[/TD]
[TD]2011/108.0
[/TD]
[TD]2012/93.2
[/TD]
[TD]-14.8
[/TD]
[TD]-13.7%
[/TD]
[/TR]
[TR]
[TD]Rockliff
[/TD]
[TD]2010/85.9
[/TD]
[TD]2011/113.6
[/TD]
[TD]2012/97.3
[/TD]
[TD]-16.3
[/TD]
[TD]-14.4%
[/TD]
[/TR]
[TR]
[TD]Goddard
[/TD]
[TD]2005/71.5
[/TD]
[TD]2006/106.6
[/TD]
[TD]2007/90.1
[/TD]
[TD]-16.5
[/TD]
[TD]-15.5%
[/TD]
[/TR]
[TR]
[TD]Goldstein
[/TD]
[TD]2010/65.8
[/TD]
[TD]2011/113.2
[/TD]
[TD]2012/93.0
[/TD]
[TD]-20.2
[/TD]
[TD]-17.8%
[/TD]
[/TR]
[TR]
[TD]Mumford
[/TD]
[TD]2010/92.6
[/TD]
[TD]2011/112.6
[/TD]
[TD]2012/90.9
[/TD]
[TD]-21.7
[/TD]
[TD]-19.3%
[/TD]
[/TR]
[TR]
[TD]J Brown
[/TD]
[TD]2005/114.0
[/TD]
[TD]2006/140.5
[/TD]
[TD]2007/111.3
[/TD]
[TD]-29.2
[/TD]
[TD]-20.8%
[/TD]
[/TR]
[TR]
[TD]Drummond
[/TD]
[TD]2006/77.4
[/TD]
[TD]2007/113.4
[/TD]
[TD]2008/89.4
[/TD]
[TD]-24.0
[/TD]
[TD]-21.2%
[/TD]
[/TR]
[TR]
[TD]Kerr
[/TD]
[TD]2006/92.0
[/TD]
[TD]2007/119.8
[/TD]
[TD]2008/89.5
[/TD]
[TD]-30.3
[/TD]
[TD]-25.3%
[/TD]
[/TR]
[TR]
[TD]Leuenberger
[/TD]
[TD]2010/68.5
[/TD]
[TD]2011/102.2
[/TD]
[TD]2012/70.3
[/TD]
[TD]-31.9
[/TD]
[TD]-31.2%
[/TD]
[/TR]
[TR]
[TD]Adcock
[/TD]
[TD]2006/89.2
[/TD]
[TD]2007/110.7
[/TD]
[TD]2008/75.5
[/TD]
[TD]-35.2
[/TD]
[TD]-31.8%
[/TD]
[/TR]
</tbody>[/TABLE]
18 players jumped 20+ points, and made it to a season level of 102+
ALL 18 ACTUALLY DROPPED THEIR AVERAGE THE NEXT SEASON!!!!!
4 finished within +/- 5% of their previous years score, average change -2.6%
14 players dropped more than 5% in the year after their break out jump, average loss -17.4%
Overall result was an average drop of 14.1% (even with Ablett and Swan in, the average drop was 11.8%!)
Do I believe this trend will continue, that every player that jumps 20+ points to 102+ will drop the next year, unless they are in the freakish Ablett or Swan catagory? Not one little bit.
Do I think it shows how hard it is to build on a break out season, even on one that takes you to the mediocre level of 103? Absolutely!
As I stated previously, the higher level a player jumps to, the more coaches will want to say he can repeat, or near repeat, his stellar year. Logic, and these statistics show that that just doesn't hold true!
102 Doesn't seem to be too hard a mountain to climb, but only the 2 best ever (Ablett and Swan) have managed to overcome a break out season that landed them on, or beyond, this peak!
The players that fall into this catagory from 2012 are:
[TABLE="width: 500, align: left"]
<tbody>[TR]
[TD]Beams D
[/TD]
[TD]2011/100.8
[/TD]
[TD]2012/122.9
[/TD]
[TD]+22.1
[/TD]
[/TR]
[TR]
[TD]Kennedy JP
[/TD]
[TD]2011/96.1
[/TD]
[TD]2012/120.2
[/TD]
[TD]+24.1
[/TD]
[/TR]
[TR]
[TD]Dangerfield
[/TD]
[TD]2011/80.3
[/TD]
[TD]2012/118.9
[/TD]
[TD]+38.6
[/TD]
[/TR]
[TR]
[TD]Tuck
[/TD]
[TD]2011/82.2
[/TD]
[TD]2012/114.6
[/TD]
[TD]+32.4
[/TD]
[/TR]
[TR]
[TD]Naitanui
[/TD]
[TD]2011/93.9
[/TD]
[TD]2012/114.2
[/TD]
[TD]+20.3
[/TD]
[/TR]
[TR]
[TD]Maric I
[/TD]
[TD]2011/69.3
[/TD]
[TD]2012/113.4
[/TD]
[TD]+44.1
[/TD]
[/TR]
[TR]
[TD]Jack
[/TD]
[TD]2011/80.9
[/TD]
[TD]2012/112.4
[/TD]
[TD]+31.5
[/TD]
[/TR]
[TR]
[TD]McLean
[/TD]
[TD]2011/64.8
[/TD]
[TD]2012/106.3
[/TD]
[TD]+41.5
[/TD]
[/TR]
[TR]
[TD]Sidebottom
[/TD]
[TD]2011/83.5
[/TD]
[TD]2012/106.2
[/TD]
[TD]+22.7
[/TD]
[/TR]
[TR]
[TD]Selwood S
[/TD]
[TD]2011/82.2
[/TD]
[TD]2012/104.1
[/TD]
[TD]+21.9
[/TD]
[/TR]
</tbody>[/TABLE]
Researching past years SC scores for comparison purposes is fraught with hazards.
Finding the information you want, in the format you want, is no easy matter. In some cases the numbers for a player vary from source to source! Who do you believe? Couple that with the changing face of AFL football, with new rules and interpretations causing changes to SC scores, as well as perceived changes to how the scores are arrived at, and it is a real minefield! How do you compare J Browns 10 games at 140.5 in 2006, with Abletts 19 games at 140.1 in 2009?
The answer is you can only do it on face value. Yes, there is so much changing about the game (both AFL and SC) that it causes trends here and there in each seasons analysis. It is near impossible to differentiate between the different causes and effects, because there are just so many!
The best thing to do, is just plough on, and treat the numbers for what they are. Until they change one game or the other so drastically, that all history goes out the window, I think that's all you can do.
I have compiled a history of the 109 players I could find that ever had a 100+ season average. I may be missing some players from 2006 and 2005, as the history from the first 2 years was very poorly kept.
Amongst those 109 players there are 39 players who have jumped 20+ points, from one season to the next, and finished on a 100+ average for the season. 13 of them did it in 2012, including K Jack, who did it for the 2nd time! So let's examine how 25 of the 27 who did it earlier than 2012 faired in their next season.
I am going to make an exception of 2 players (hence the 25 of 27 above), just to better demonstrate my point. You can say it makes the analysis unfair, and you may be right. To those of you that think you need to include them, feel free to add them in. Even when you do, I think you'll find the figures a bit surprising!
Out of the 27 players, I am going to exclude:
Ablett
Ablett qualified for the list of 27 players in 2007, when he jumped 22.8 points from his 2006 average of 91.4 to 114.2. The following year his average jumped again, this time by 18.0 to 132.2.
The fact that Ablett is an exception to nearly every SC analysis should be obvious to everyone. To those that need convincing, try these small facts:
1 of only 2 players to ave 140+ in a season. The only one to do it in more than 10 games. (J Brown, above)
Has 3 seasons of 130+, there are only 7 recorded seasons of 130+!
Has 5 (consecutive!!!) seasons of 125+. Swan is the only player with more than 1. He has 2, and they weren't consecutive. There have only been 15 ever recorded.
120 is a figure that is bandied about as an ideal for your Mids to achieve. Ablett has achieved this 5 times, Swan 4 times, Pendlebury twice, and only 16 other players have ever achieved it once, for a total of 27 times it has happened! So only 19 players have ever achieved it, in 8 years of SC, and Ablett has done it 5 times!
Swan
Swan qualified for the list in 2009, when he jumped his average up from an ok 102.0 in 2008, to a very good 123.2 in 2009. In 2010 he managed to sneak up a little further, when he recorded a 126.9
Swan falls a little bit into Abletts SC shadow. He is the Hay List to Abletts Black Caviar. In any other period he would be lauded as an out and out, once in a generation SC champion. Unfortunately, he has to deal with Ablett setting the benchmark. As mentioned above, outside of Ablett, he is the only player with more than 1 season over 125 in average, and with Pendlebury is the only other player to have more than 1 120+ average season. He has 4 consecutive seasons of 120+ scores running at the moment
So allowing me those 2 exceptions out of the list of 27 players, let's look at the other 25. As I said earlier, if you think it is cheating leaving them out, feel free to add them in. The figures are still, IMO, eye-opening.
Let's break the 25 players into 2 groups. Players whose 20+ jump landed them on 100.0 - 101.9 (7 players), and players whose 20+ jump landed them on 102.0+ (18 players)
100.0 - 101.9
[TABLE="width: 650, align: center"]
<tbody>[TR]
[TD]Player
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]+/- change
[/TD]
[TD]% change
[/TD]
[/TR]
[TR]
[TD]Cotchin
[/TD]
[TD]2010/78.9
[/TD]
[TD]2011/100.6
[/TD]
[TD]2012/116.3
[/TD]
[TD]+15.7
[/TD]
[TD]+15.6%
[/TD]
[/TR]
[TR]
[TD]H Shaw
[/TD]
[TD]2005/72.0
[/TD]
[TD]2006/100.7
[/TD]
[TD]2007/106.3
[/TD]
[TD]+5.6
[/TD]
[TD]+5.6%
[/TD]
[/TR]
[TR]
[TD]McEvoy
[/TD]
[TD]2010/63.4
[/TD]
[TD]2011/101.2
[/TD]
[TD]2012/104.2
[/TD]
[TD]+3.0
[/TD]
[TD]+3.0%
[/TD]
[/TR]
[TR]
[TD]Roughead
[/TD]
[TD]2010/77.7
[/TD]
[TD]2011/101.5
[/TD]
[TD]2012/103.7
[/TD]
[TD]+2.2
[/TD]
[TD]+2.2%
[/TD]
[/TR]
[TR]
[TD]Griffin
[/TD]
[TD]2010/43.7
[/TD]
[TD]2011/101.0
[/TD]
[TD]2012/91.8
[/TD]
[TD]-9.2
[/TD]
[TD]-9.1%
[/TD]
[/TR]
[TR]
[TD]Jack
[/TD]
[TD]2009/66.9
[/TD]
[TD]2010/100.2
[/TD]
[TD]2011/80.9
[/TD]
[TD]-19.3
[/TD]
[TD]-19.3%
[/TD]
[/TR]
[TR]
[TD]Malceski
[/TD]
[TD]2006/67.1
[/TD]
[TD]2007/101.0
[/TD]
[TD]2008/66.0
[/TD]
[TD]-35.0
[/TD]
[TD]-34.7%
[/TD]
[/TR]
</tbody>[/TABLE]
7 players jumped 20+ points, and made it to a season level of between 100.0 and 101.9.
2 improved again the next year, for an average improvement of +10.6%
2 players finished within +/- 5% of their previous years score, average change +2.6%
3 players dropped more than 5% in the year after their break out jump, average loss -21.0%
Overall result was an average drop of -5.2%
Nothing too startling, or eye-opening here. It is a small point range and sample group, so hardly anything surprising.
The players that fall into this catagory from 2012 are:
[TABLE="width: 500, align: left"]
<tbody>[TR]
[TD]Waters
[/TD]
[TD]2011/71.9
[/TD]
[TD]2012/100.3
[/TD]
[TD]+28.4
[/TD]
[/TR]
[TR]
[TD]Walker T
[/TD]
[TD]2011/62.5
[/TD]
[TD]2012/100.1
[/TD]
[TD]+37.7
[/TD]
[/TR]
[TR]
[TD]Ebert Brad
[/TD]
[TD]2011/63.5
[/TD]
[TD]2012/100.1
[/TD]
[TD]+36.6
[/TD]
[/TR]
</tbody>[/TABLE]
102.0+
[TABLE="width: 650, align: center"]
<tbody>[TR]
[TD]Player
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]year/ave
[/TD]
[TD]+/- change
[/TD]
[TD]% change
[/TD]
[/TR]
[TR]
[TD]Redden
[/TD]
[TD]2010/76.1
[/TD]
[TD]2011/102.9
[/TD]
[TD]2012/102.8
[/TD]
[TD]-0.1
[/TD]
[TD]-0.1%
[/TD]
[/TR]
[TR]
[TD]Chapman
[/TD]
[TD]2008/98.8
[/TD]
[TD]2009/119.0
[/TD]
[TD]2010/116.4
[/TD]
[TD]-2.6
[/TD]
[TD]-2.2%
[/TD]
[/TR]
[TR]
[TD]Scotland
[/TD]
[TD]2005/84.8
[/TD]
[TD]2006/110.3
[/TD]
[TD]2007/106.7
[/TD]
[TD]-3.6
[/TD]
[TD]-3.3%
[/TD]
[/TR]
[TR]
[TD]Carrazzo
[/TD]
[TD]2006/78.9
[/TD]
[TD]2007/102.5
[/TD]
[TD]2008/97.4
[/TD]
[TD]-5.1
[/TD]
[TD]-5.0%
[/TD]
[/TR]
[TR]
[TD]Bartel
[/TD]
[TD]2006/105.0
[/TD]
[TD]2007/125.8
[/TD]
[TD]2008/116.0
[/TD]
[TD]-9.8
[/TD]
[TD]-7.8%
[/TD]
[/TR]
[TR]
[TD]Cox
[/TD]
[TD]2010/88.8
[/TD]
[TD]2011/122.2
[/TD]
[TD]2012/112.3
[/TD]
[TD]-9.9
[/TD]
[TD]-8.1%
[/TD]
[/TR]
[TR]
[TD]Montagna
[/TD]
[TD]2008/97.2
[/TD]
[TD]2009/125.2
[/TD]
[TD]2010/114.8
[/TD]
[TD]-10.4
[/TD]
[TD]-8.3%
[/TD]
[/TR]
[TR]
[TD]Hodge
[/TD]
[TD]2009/91.4
[/TD]
[TD]2010/116.5
[/TD]
[TD]2011/106.5
[/TD]
[TD]-10.0
[/TD]
[TD]-8.6%
[/TD]
[/TR]
[TR]
[TD]Fyfe
[/TD]
[TD]2010/72.6
[/TD]
[TD]2011/108.0
[/TD]
[TD]2012/93.2
[/TD]
[TD]-14.8
[/TD]
[TD]-13.7%
[/TD]
[/TR]
[TR]
[TD]Rockliff
[/TD]
[TD]2010/85.9
[/TD]
[TD]2011/113.6
[/TD]
[TD]2012/97.3
[/TD]
[TD]-16.3
[/TD]
[TD]-14.4%
[/TD]
[/TR]
[TR]
[TD]Goddard
[/TD]
[TD]2005/71.5
[/TD]
[TD]2006/106.6
[/TD]
[TD]2007/90.1
[/TD]
[TD]-16.5
[/TD]
[TD]-15.5%
[/TD]
[/TR]
[TR]
[TD]Goldstein
[/TD]
[TD]2010/65.8
[/TD]
[TD]2011/113.2
[/TD]
[TD]2012/93.0
[/TD]
[TD]-20.2
[/TD]
[TD]-17.8%
[/TD]
[/TR]
[TR]
[TD]Mumford
[/TD]
[TD]2010/92.6
[/TD]
[TD]2011/112.6
[/TD]
[TD]2012/90.9
[/TD]
[TD]-21.7
[/TD]
[TD]-19.3%
[/TD]
[/TR]
[TR]
[TD]J Brown
[/TD]
[TD]2005/114.0
[/TD]
[TD]2006/140.5
[/TD]
[TD]2007/111.3
[/TD]
[TD]-29.2
[/TD]
[TD]-20.8%
[/TD]
[/TR]
[TR]
[TD]Drummond
[/TD]
[TD]2006/77.4
[/TD]
[TD]2007/113.4
[/TD]
[TD]2008/89.4
[/TD]
[TD]-24.0
[/TD]
[TD]-21.2%
[/TD]
[/TR]
[TR]
[TD]Kerr
[/TD]
[TD]2006/92.0
[/TD]
[TD]2007/119.8
[/TD]
[TD]2008/89.5
[/TD]
[TD]-30.3
[/TD]
[TD]-25.3%
[/TD]
[/TR]
[TR]
[TD]Leuenberger
[/TD]
[TD]2010/68.5
[/TD]
[TD]2011/102.2
[/TD]
[TD]2012/70.3
[/TD]
[TD]-31.9
[/TD]
[TD]-31.2%
[/TD]
[/TR]
[TR]
[TD]Adcock
[/TD]
[TD]2006/89.2
[/TD]
[TD]2007/110.7
[/TD]
[TD]2008/75.5
[/TD]
[TD]-35.2
[/TD]
[TD]-31.8%
[/TD]
[/TR]
</tbody>[/TABLE]
18 players jumped 20+ points, and made it to a season level of 102+
ALL 18 ACTUALLY DROPPED THEIR AVERAGE THE NEXT SEASON!!!!!
4 finished within +/- 5% of their previous years score, average change -2.6%
14 players dropped more than 5% in the year after their break out jump, average loss -17.4%
Overall result was an average drop of 14.1% (even with Ablett and Swan in, the average drop was 11.8%!)
Do I believe this trend will continue, that every player that jumps 20+ points to 102+ will drop the next year, unless they are in the freakish Ablett or Swan catagory? Not one little bit.
Do I think it shows how hard it is to build on a break out season, even on one that takes you to the mediocre level of 103? Absolutely!
As I stated previously, the higher level a player jumps to, the more coaches will want to say he can repeat, or near repeat, his stellar year. Logic, and these statistics show that that just doesn't hold true!
102 Doesn't seem to be too hard a mountain to climb, but only the 2 best ever (Ablett and Swan) have managed to overcome a break out season that landed them on, or beyond, this peak!
The players that fall into this catagory from 2012 are:
[TABLE="width: 500, align: left"]
<tbody>[TR]
[TD]Beams D
[/TD]
[TD]2011/100.8
[/TD]
[TD]2012/122.9
[/TD]
[TD]+22.1
[/TD]
[/TR]
[TR]
[TD]Kennedy JP
[/TD]
[TD]2011/96.1
[/TD]
[TD]2012/120.2
[/TD]
[TD]+24.1
[/TD]
[/TR]
[TR]
[TD]Dangerfield
[/TD]
[TD]2011/80.3
[/TD]
[TD]2012/118.9
[/TD]
[TD]+38.6
[/TD]
[/TR]
[TR]
[TD]Tuck
[/TD]
[TD]2011/82.2
[/TD]
[TD]2012/114.6
[/TD]
[TD]+32.4
[/TD]
[/TR]
[TR]
[TD]Naitanui
[/TD]
[TD]2011/93.9
[/TD]
[TD]2012/114.2
[/TD]
[TD]+20.3
[/TD]
[/TR]
[TR]
[TD]Maric I
[/TD]
[TD]2011/69.3
[/TD]
[TD]2012/113.4
[/TD]
[TD]+44.1
[/TD]
[/TR]
[TR]
[TD]Jack
[/TD]
[TD]2011/80.9
[/TD]
[TD]2012/112.4
[/TD]
[TD]+31.5
[/TD]
[/TR]
[TR]
[TD]McLean
[/TD]
[TD]2011/64.8
[/TD]
[TD]2012/106.3
[/TD]
[TD]+41.5
[/TD]
[/TR]
[TR]
[TD]Sidebottom
[/TD]
[TD]2011/83.5
[/TD]
[TD]2012/106.2
[/TD]
[TD]+22.7
[/TD]
[/TR]
[TR]
[TD]Selwood S
[/TD]
[TD]2011/82.2
[/TD]
[TD]2012/104.1
[/TD]
[TD]+21.9
[/TD]
[/TR]
</tbody>[/TABLE]
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