CpatainCanuck
Registered User
- Sep 18, 2008
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So, what you're arguing is that in 1951 (just an arbitrary O6 year) when Gordie Howe and Maurice Richard were the first and second team all-stars at RW, there was someone, somewhere, that was not in the NHL that would have taken Howe's first team all star away?
Or the C's from that year. Milt Schmidt and Ted Kennedy/Sid Abel? With Max Bentley banging on the door (the highest scoring C that year). There was a guy stuck in the minors who had a shot at those guys?
No, that's not really a point I care to argue against because in order for it to hold any water, there would have to have been another league out there with players that could challenge those guys.
I think it's safe to assume there was nobody in North America, right? The only guy who may have broken up the ASTs from that era would be Vsevelod Bobrov. IMO he wouldn't have been close, but I'll give you the benefit of the doubt there: Maybe, during that era, there was a year or two in which the LW ASTs would have looked a little different with more teams and all of the "best players in the world" in the NHL. But that's it.
The Soviets/Swedes were about a decade away from being at the same level as the NHLers, and the best NA players were all in the NHL. So how would the skaters ASTs have looked any different if there were 30 teams?
If the league suddenly ballooned to 100 teams right now, would Ovechkin not still be the top LW in the league?
You appear to be arguing that the number of teams in a league does not have any bearing on the value of allstar selections.
As you seem to say yourself, teams of an era can only be judged statistically relative to the other teams in the league at the time. To compare statistically, you have to compare a team's accomplishments with that of a hypothetical "average" team of that era.
A hypothetical average team from the original 6 era would have 10 allstar selections in 6 years, or 1.67 per year.
An average team from the current 30 team era would have 10 allstar selections in 30 years, or 0.33 per year.
With these averages, it is much more remarkable to have 12 sometime allstars on a team in 2002 than 14 in 1956.
Let's imagine a league 3 times smaller than the O6 league, made up of 2 teams. In this league, an average team will have 5 allstar selections every year. In a year containing players with careers spanning 30 years, it would not be at all surprising to have 14 sometime allstars on this team. In fact this would probably be the worst team in the league.
Imagine a league 3 times bigger than it is currently, of 90 teams. In this league the mean would be 1 allstar selection in 9 years. To have 12 sometime allstars on the team the same year would be unthinkable and domineering.
It is the same argument with Stanley Cups. Winning a cup now is a much bigger event for a city than in the O6 era because it is much harder to do so. Then, even an average team could expect to win the cup on average every 6 years.
Compare Detroit's recent success of 4 cups in 11 years. An average team could expect to win 1 cup in 30 years; so Detroit's accomplishment is (4/11)/(1/30) or 10.9 times more successful than an average team.
Montreal's most successful 11 year run in the O6 era was 7 cups between 55/56 and 65/66. (7/11)/(1/6) shows that the team was 3.82 times as successful as an average team.
The fact is no statistic can be transferred accurately between all eras. There are so many variables that have changed, some of which are very concrete (like the mathematical one I have argued) while others are very allusive. I don't pretend that this stat demonstrates that the 02 Red Wings were a better prime team than the 56 Canadiens, but I do have an issue with the stat being used as proof for the other view when in fact it supports the exact opposite.