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Marty Schottenheimer is one of the top 10 coaches in the NFL (1 Viewer)

It is what it is said:
dgreen said:
It is what it is said:
And Parcells has a better H2H record against Gibbs...that has to count for something here when comparing the two.
Of course it counts for something. However, that is pretty much the only thing Parcells has on Gibbs. I guess you can throw in the fact that Parcells took two different franchises to the SB, but I personally think that is overrated a little bit.When you look at every other meaningful measurable (overall record, regular season record, post season record, Super Bowls, NFC Championships, division titles, winning seasons, etc.), Gibbs beat Parcells in every one.They are both great coaches, but Gibbs, IMO, is clearly in a higher tier than Parcells and it's not even close.
You have some facts wrong here...Parcells took 3 different franchises to the Super Bowl, not 2...this is unprecedented in NFL history.
Giants, Patriots, and...?
Parcells took 4 different franchises to their league championship game...this is unprecedented in NFL history.
Giants, Patriots, Jets, and...?
Parcells has 5 division titles (and he tied for 1 other).Gibbs has 5 divison titles.
Parcells has 5 in 18 seasons.Gibbs has 5 in 14 seasons.And, he tied for one? Are you talking about 1985? Dallas won the division that year based on tiebreakers. Dallas, NY, and Washington were all 10-6.
Parcells has been to 4 league championship games (including a 17-0 shutout victory over Gibbs in their only H2H matchup in LC).Gibbs has been to 5 league championship games.
Advantage - Gibbs
Parcells has been to 3 Super Bowls and won 2 Super Bowls.Gibbs has been to 4 Super Bowls and won 3 Super Bowls (including the strike shortened season).
Advantage - GibbsUnless, you are one to discount the strike SBs, which I'll never understand.
When comparing Parcells and Gibbs records, one must remember that Parcells has taken over 3 teams (NE, NYJets, Dallas) that were among the worst teams in the NFL, when Parcells took over and righted the ship. Thus Parcells worked at an obvious disadvantage with regards to regular season records from a player talent standpoint. This is a big factor that has to be considered here when comparing the regular season records of the two coaching legends.
Okay, so let's remove year one from his first year with NYG, NE, NYJ, and DAL. Parcells then has a 136-87 record (0.609). Gibbs still wins at 140-76 (0.648) and I'm not even removing Gibbs' first years in 1981 and 2004.
Parcells teams beat Gibbs teams handily in head to head matchups. They were division rivals and Parcells teams owned Gibbs teams when they played against each other. When you rank them as to which head coach you want coaching your team, this is a huge factor to consider imo. Parcells has Gibbs number...and Gibbs admits to this.
I've already admitted that this, along with success with multiple franchises, are Parcell's ONLY advantages over Gibbs. Repeating it won't help the case for Parcells. Anyways, would you really take Parcells because of this? Even if they are in the same division, you'd take this advantage in two games and sacrifice Gibbs' superiority in the other 14 games, not to mention his superiority in the postseason?
 
Top 10 out of 32 total coaches. That puts him in the top 31%. I don't think proclaiming yourself to be in the top 31% of anything is impressive.
It is if people are calling for your head.The Chargers could do a heck of a lot worse than Schottenheimer, but it'd be pretty hard for them to do better.

H.K. said:
Evilgrin 72 said:
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
Strongly disagreed. Was Miami a better team than New England in 2004 when the Dolphins beat the Patriots? I mean, sure, the Dolphins were 4-12 and the Patriots were 14-2, but clearly the Dolphins must have been the better team, since they won, right?If you disagree with that statement for even a *SECOND*, then you have just acknowledged that sometimes in the NFL, the worse team wins.

 
It is what it is, if head-to-head record is oh so important when comparing head coaches, can I assume you would say that Shanahan is a better head coach than Belichick, despite having 1 less Super Bowl win, because of his dominance of him in the regular season (4-1) and having won their only playoff matchup? Just curious...

Also, saying this:

"When comparing Parcells and Gibbs records, one must remember that Parcells has taken over 3 teams (NE, NYJets, Dallas) that were among the worst teams in the NFL, when Parcells took over and righted the ship."

is silly. I am sure there are plenty of other great head coaches in the NFL would could have turned around multiple franchises, but the really great ones (Shanahan, Cowher, Gibbs, etc.) prefer to stay with one team rather than bail on a team after a couple of years and then join another, just so they can pad their resume by adding another number to the amount of franchises they have turned around.

 
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The Chargers could do a heck of a lot worse than Schottenheimer, but it'd be pretty hard for them to do better.
I bet **** Vermiel could win a super bowl with the Chargers' current roster and staff. The only trick would be getting him out of retirement - again.Marty does have a very lengthy, good, proven track record. With no super bowl appearances. There's reasons for both, and expecting that to change at this point in his career - well maybe stranger things have happened, but I wouldn't hold my breath. The Chargers may indeed do worse than Marty, but if he doesn't get out of the way and take some risks, they have to try and do better than him or they will not get the big prize.
 
The Chargers could do a heck of a lot worse than Schottenheimer, but it'd be pretty hard for them to do better.
I bet **** Vermiel could win a super bowl with the Chargers' current roster and staff. The only trick would be getting him out of retirement - again.Marty does have a very lengthy, good, proven track record. With no super bowl appearances. There's reasons for both, and expecting that to change at this point in his career - well maybe stranger things have happened, but I wouldn't hold my breath. The Chargers may indeed do worse than Marty, but if he doesn't get out of the way and take some risks, they have to try and do better than him or they will not get the big prize.
There is a reason for both. The reason for the first is because he's a good coach. The reason for the second is John Elway.
 
reason for both. The reason for the first is because he's a good coach. The reason for the second is John Elway.
John Elway's been retired for how long now? And how many other seasons/playoff runs of Marty's were directly ended by Elway? Sorry boss, Marty's been doing it for way too long to chalk his lack of championship appearances over the entire stretch of his pro coaching career up to one player or a bad break. He doesn't go to the dance because he doesn't have the cojones to risk getting rejected by the pretty girl (double digit leads in this awful analogy). If you want us to accept that he's a good coach based on his lengthy career, you have to accept that he's not a great one on the same basis, had he been he'd have seen a super bowl or two in his time somehow someway, plain and simple.
 
BGP said:
There are 119 divsion 1-A college football teams:

http://scoreboards.aol.com/football/ncaaf/...ts:ncaafb:teams

Trumpeting being top 31% of this group puts you in the top 36...

That's statisically the same as trumpeting a top 10 coach in the NFL.

Neither makes sense.
It's a much bigger accomplishment to be a top 1/3 offense/defense/coach in the NFL than in D 1-A. There are tons of awful teams in D 1-A who inflate the rankings.
 
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
Only if you define the best team as the one which wins the super bowl. On any given day a worse team can beat a better team. 1 game is not a reliable sample size.
 
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
Only if you define the best team as the one which wins the super bowl. On any given day a worse team can beat a better team. 1 game is not a reliable sample size.
:whoosh: 1) The best team does win the Super Bowl. The rules are the same for everyone else, each team must qualify to get in the playoffs and win to advance, until finally, they win the last game. Every other team in the league had the exact same challenge in fornt of them and only one could do it. That is what makes them the best.

2) In your mind and probably others, the lesser of two teams may win on occasion, however, maybe everyone's perception was off on who was better to begin with and the best team actually did win.

3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.

 
It is what it is said:
I've already admitted that this, along with success with multiple franchises, are Parcell's ONLY advantages over Gibbs. Repeating it won't help the case for Parcells. Anyways, would you really take Parcells because of this? Even if they are in the same division, you'd take this advantage in two games and sacrifice Gibbs' superiority in the other 14 games, not to mention his superiority in the postseason?
These are two huge advantages for Parcells numberswise...while Gibbs two advantages are just not as big a number difference.
Gibbs has more than just two advantages. See below.
One more Super Bowl played in and won,
One more SB isn't a big number difference? Well then, why doesn't Parcells just go ahead and get himself another one if it's so easy?
and his (arguable) regular season record versus Parcells.
Arguable? Are you serious?
To simply remove year one of the horrendous teams Parcells took over as you do here, does not do the discussion justice. Especially considering Parcells miraculous Dallas team that went 10-6 the first year with basically nothing from a talent standpoint, and 6-10 the second year.
Good grief, how many seasons do you want to remove?
Removing his record in his second year in Dallas would be more in line in this case.
And, oddly enough, it would help your argument despite being a completely ridiculous thing to do.
That would put Parcells at 140-83 versus Gibbs at 140-76 in the regular season.
So, Gibbs still better? Okay.Oh, and I hope you notice you are now doing a comparison without removing any of Gibbs' seasons. How convenient.
Even then, Parcells was taking over bottom of the barrel teams, unlike Gibbs, who's first time around with Washington Gibbs took over a club just one year removed from the Playoffs, and still loaded with talent.
Loaded with talent? Ever notice how Gibbs' players haven't exactly been recognized with many rewards?
Gibbs comes no where close to Parcells in their head to head games, Parcells has him by far. And Parcells owned Gibbs 17-0 in the biggest game in which the two teams ever faced each other...The NFC Championship.
Are you really just going to repeat the same two advantages over and over and over and over and over and over?
So basically what we have here is Gibbs with one more Super Bowl game and victory...versus the man Gibbs can't defeat, who has been a proven winner with 4 different franchises, taking each franchise beyond their wildest dreams at the time. Parcells doing things with multiple teams that still have not been done to this day. Unprecedented...If you are going to base this all on one factor, that Gibbs has one more Super Bowl game and victory. Then this makes it pretty easy to rank coaches in your world...simply look soley at the Super Bowls. I prefer to look at ranking coaches a little differently than that...
Yeah, just one more SB. I mean, anyone can get that. Parcells could have like 50 by now if he wanted to.Regular SeasonGibbs: 0.645Parcells: 0.571But, feel free to remove all of Bill's losses so he can have a better record and help your case.PostseasonGibbs: 0.739Parcells: 0.611Super BowlsGibbs: 3-1Parcells: 2-1Championship GamesGibbs: 4-1Parcells: 3-1Winning SeasonsGibbs: 11/14Parcells: 12/18Again, feel free to remove Bill's bad seasons to make that number what you want.Losing SeasonsGibbs: 2/12Parcells: 5/18Playoff AppearencesGibbs: 9/14Parcells: 9/18Gibbs has won at least one playoff game in 8 of those 9 seasons. Parcells in 6 of 9.But, hey, Parcells does win HTH and has had success with multiple franchises. Seriously, you have to be :fishing: here.
 
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
The best team wins about 24% of the time.
 
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
The best team wins about 24% of the time.
Not true, even a respected statistician like Doug would admit there is no formula for "heart", dedication, and teamwork. A "poor sport" would say a team won because they were lucky. The best team is the one that wins.
 
reason for both. The reason for the first is because he's a good coach. The reason for the second is John Elway.
John Elway's been retired for how long now? And how many other seasons/playoff runs of Marty's were directly ended by Elway? Sorry boss, Marty's been doing it for way too long to chalk his lack of championship appearances over the entire stretch of his pro coaching career up to one player or a bad break. He doesn't go to the dance because he doesn't have the cojones to risk getting rejected by the pretty girl (double digit leads in this awful analogy). If you want us to accept that he's a good coach based on his lengthy career, you have to accept that he's not a great one on the same basis, had he been he'd have seen a super bowl or two in his time somehow someway, plain and simple.
It doesn't matter how long Elway had been retired. If you put someone other than Elway back there for the Broncos, Schottenheimer has a superbowl appearance. Personally, I don't think that would have made him any better or worse of a head coach, it's just an observation.Schotty also went 13-3 and had home-field advantage with KC in 1997 only to lose again to eventual-SB-champion Denver (QB'd by John Elway). They'd have had a pretty good shot at the SB that year, too, if it weren't for Elway.

I do accept the fact that Schottenheimer is a pretty bad playoff coach. I never tried to dispute that. I think a large reason why he is such a bad playoff coach, comparatively, is because he gets his teams to overachieve by so much that a lot of them had no business being in the playoffs in the first place.

It is what it is said:
You could assume I would say that (Shanahan>Belichick), but it would be incorrect...as I don't base my coach rankings soley on Super Bowls and head to head. I base my coach rankings on multiple factors. Also in this case, I don't consider 5 total games played against each other as a true measuring stick of Shanahan's dominance. I need more evidence than just 5 games...as I have seen Belichick out coach Shanahan before.
Shanny's 7-2 against Belichick, lifetime. Also, I doubt you've seen Belichick outcoach Shanahan before. Sure, there was the intentional safety game, but it's not like Shanahan coached Deltha O'Neil to muff the kickoff, Lelie to drop the ball, and O'Neil to stop covering his man. If you "outcoach" someone, you don't win a nailbiter against an inferior team starting its backup QB.
I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
The best team wins about 24% of the time.
Not true, even a respected statistician like Doug would admit there is no formula for "heart", dedication, and teamwork. A "poor sport" would say a team won because they were lucky. The best team is the one that wins.
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?Sometimes, the worse team wins. If that wasn't the case, then the best team in football would go 19-0 every single year. Or are you arguing that the worse team can win in the regular season, but then there's some magical quality about the playoffs that ensure that the best team wins every time?

And what about the Giants/Niners game in 2002? San Francisco won the game, but the league actually came out and said that the only reason they won was because the officials screwed up several times during the course of the game, clearly and undisputably taking a Giants victory and turning it into a 49er victory. Was San Francisco the better team that week? Or was New York the better team, because they actually REALLY won the game, but had the refs take it away? And if New York was the better team, then doesn't that prove that the better team sometimes loses, even in the playoffs? And what about Buffalo? If Norwood's kick was a couple of feet to the right, would Buffalo have been the better team, but because it was too far to the left, they were the worse team? Please Bri, I'm dying to know here. ;)

 
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?Sometimes, the worse team wins. If that wasn't the case, then the best team in football would go 19-0 every single year. Or are you arguing that the worse team can win in the regular season, but then there's some magical quality about the playoffs that ensure that the best team wins every time?And what about the Giants/Niners game in 2002? San Francisco won the game, but the league actually came out and said that the only reason they won was because the officials screwed up several times during the course of the game, clearly and undisputably taking a Giants victory and turning it into a 49er victory. Was San Francisco the better team that week? Or was New York the better team, because they actually REALLY won the game, but had the refs take it away? And if New York was the better team, then doesn't that prove that the better team sometimes loses, even in the playoffs? And what about Buffalo? If Norwood's kick was a couple of feet to the right, would Buffalo have been the better team, but because it was too far to the left, they were the worse team? Please Bri, I'm dying to know here. ;)
Miami game not ringing a bellSan Fran-GMen. The league said errors were made. Tags is/was not in the business of saying if this penalty wasn't called then this would have happenned. That's for miss cleo. You(and most people) add in that last "would have won" part.All in all, I think when you say worse team you are referring to your outlook or season record or somesuch. When I say best team I mean best team for those few hours when the game is played. If you think assembling talent alone wins then your name might be Dan Snyder :) I believe your boy likes to use boxing analogies and calls the playoffs a three round fight and such so he might not say the best team won but would he say the best boxer won? I don't know I'm not looking up quotes, doesn't matter, for some reason Shanny likes boxing analogies.
 
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?Sometimes, the worse team wins. If that wasn't the case, then the best team in football would go 19-0 every single year. Or are you arguing that the worse team can win in the regular season, but then there's some magical quality about the playoffs that ensure that the best team wins every time?And what about the Giants/Niners game in 2002? San Francisco won the game, but the league actually came out and said that the only reason they won was because the officials screwed up several times during the course of the game, clearly and undisputably taking a Giants victory and turning it into a 49er victory. Was San Francisco the better team that week? Or was New York the better team, because they actually REALLY won the game, but had the refs take it away? And if New York was the better team, then doesn't that prove that the better team sometimes loses, even in the playoffs? And what about Buffalo? If Norwood's kick was a couple of feet to the right, would Buffalo have been the better team, but because it was too far to the left, they were the worse team? Please Bri, I'm dying to know here. ;)
Miami game not ringing a bellSan Fran-GMen. The league said errors were made. Tags is/was not in the business of saying if this penalty wasn't called then this would have happenned. That's for miss cleo. You(and most people) add in that last "would have won" part.
Actually, no, if I'm recalling correctly, there was no speculation involved. If a penalty had been called correctly, the game would have ended with a Giants victory, but since it was called incorrectly, the game continued and the 49ers won. Something about a tackle eligible and illegal man downfield penalty. Still, let's reduce this down to a very simple hypothetical for you. Let's say Team A is up by 1 with the ball with less than 2 minutes left in the game, and it's 3rd and 3. If they get a first down, they can kill the clock with kneeldowns. Team A converts, but is whistled for an illegal man downfield penalty because one of the offensive linemen was in a pass pattern. Team B gets the ball back after the punt, marches down the field, and scores. Now, if in retrospect, that illegal man downfield penalty was called on a tackle-eligible player, that penalty absolutely and unequivocably cost Team A the game. They should have had the lead and been able to kill the clock with kneel downs, and instead they lost. In that instance, which team is the better team? I mean, if the better team *ALWAYS* wins, is Team B the better team? Or is Team A the better team because they *ACTUALLY* won but got jobbed by the refs? Is this a case where the better team does, in fact, lose?Edit: March Madness is similar to the NFL playoffs in that they're both one-and-done events. The coach of the college basketball national champions this year, Billy Donovan, has said several times that Florida wasn't the best team in the tournament, and that the best team very rarely wins it all. I figure he'd know better than I would, at any rate. :)
 
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I see your point completely and understand many people share this view. I have always been of the mind that winning is important, not necessarily winning it all. The best team, the best coach, the best player doesn't always win the championship - there are so many mitigating factors.
Yes, they do. The team who everyone thinks is the best may not win, but the best team will.
The best team wins about 24% of the time.
C'mon MT, you're better than that. Posting the results programmed by a simulator has nothing to do with real NFL games. However, it proves my point: Just because you or the media or a computer program says one team is better means nothing, they still must prove it on the field. That's all that matters.

 
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Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?Sometimes, the worse team wins. If that wasn't the case, then the best team in football would go 19-0 every single year. Or are you arguing that the worse team can win in the regular season, but then there's some magical quality about the playoffs that ensure that the best team wins every time?And what about the Giants/Niners game in 2002? San Francisco won the game, but the league actually came out and said that the only reason they won was because the officials screwed up several times during the course of the game, clearly and undisputably taking a Giants victory and turning it into a 49er victory. Was San Francisco the better team that week? Or was New York the better team, because they actually REALLY won the game, but had the refs take it away? And if New York was the better team, then doesn't that prove that the better team sometimes loses, even in the playoffs? And what about Buffalo? If Norwood's kick was a couple of feet to the right, would Buffalo have been the better team, but because it was too far to the left, they were the worse team? Please Bri, I'm dying to know here. ;)
Miami game not ringing a bellSan Fran-GMen. The league said errors were made. Tags is/was not in the business of saying if this penalty wasn't called then this would have happenned. That's for miss cleo. You(and most people) add in that last "would have won" part.
Actually, no, if I'm recalling correctly, there was no speculation involved. If a penalty had been called correctly, the game would have ended with a Giants victory, but since it was called incorrectly, the game continued and the 49ers won. Something about a tackle eligible and illegal man downfield penalty. Still, let's reduce this down to a very simple hypothetical for you. Let's say Team A is up by 1 with the ball with less than 2 minutes left in the game, and it's 3rd and 3. If they get a first down, they can kill the clock with kneeldowns. Team A converts, but is whistled for an illegal man downfield penalty because one of the offensive linemen was in a pass pattern. Team B gets the ball back after the punt, marches down the field, and scores. Now, if in retrospect, that illegal man downfield penalty was called on a tackle-eligible player, that penalty absolutely and unequivocably cost Team A the game. They should have had the lead and been able to kill the clock with kneel downs, and instead they lost. In that instance, which team is the better team? I mean, if the better team *ALWAYS* wins, is Team B the better team? Or is Team A the better team because they *ACTUALLY* won but got jobbed by the refs? Is this a case where the better team does, in fact, lose?
What if Team A scored every time they had the ball and did not allow Team B to gain a yard? Play what if scenarios all you want. Losers blame others, winners find a way.
 
3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.
This makes no sense. One game is not a reliable sample size to determine which team is best.Consider team A, who is an 80% favorite in each of it's 3 playoff games. 80% is a huge favorite, yet this juggernaut will be eliminated fairly often:1-(.8^3)=.488 or 48.8%Under your definition of "best", they will arbitrarily be the best team 51.2% of the time and the other 48.8% of the time they will not be the best team. The source of your error is that you believe that the result of any given game is due wholly to the abilities of the two teams who played, while in reality the result is a combination of skill and luck.
 
3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.
This makes no sense. One game is not a reliable sample size to determine which team is best.Consider team A, who is an 80% favorite in each of it's 3 playoff games. 80% is a huge favorite, yet this juggernaut will be eliminated fairly often:1-(.8^3)=.488 or 48.8%Under your definition of "best", they will arbitrarily be the best team 51.2% of the time and the other 48.8% of the time they will not be the best team. The source of your error is that you believe that the result of any given game is due wholly to the abilities of the two teams who played, while in reality the result is a combination of skill and luck.
Please define "favorite". You know that point spreads are simply a way to get the public to bet evenly on both sides of a game, so its based on nothing other than perception. Also, please define "luck"....Is luck losing because a bomb thrown to a wide open receiver hits a bird mid flight and get picked off? What is this "luck" that you speak of? If a team is truly superior, they'll win by a comfortable margin and "luck" will not be a factor.
 
It is what it is said:
Head to head is so important...when comparing coaches of very close to equal value in all aspects of coaching. As I feel we are doing here with Parcells and Gibbs. I consider what Parcells did with multiple teams, 4 teams - 3 Super Bowls - 4 Championship Games, equally as impressive as Gibbs being one game up on Parcells in Super Bowl's/Championship Games with, 2 teams - 4 Super Bowls - 5 Championship Games. So I gotta move on to head to head between the two. Parcells wins huge in head to head, including the biggest game the two ever played against each other - NFC Championship. This is a big reason why Parcells goes over Gibbs on my list when ranking them.
Dave Wannstedt beat Tony Dungy 41-0 in their only playoff matchup ever. Is Wannstedt a better coach as a result? You can talk about equal value all you want, but often times, it is all a matter of when teams just happen to be matched up against each other. One could say that Parcells' teams weren't good enough to get far enough to play Gibbs' Redskins the years Washington was a much better team than whatever team Parcells happened to be coaching that year, otherwise Gibbs might have a few postseason wins over him.
It is what it is said:
You could assume I would say that (Shanahan>Belichick), but it would be incorrect...as I don't base my coach rankings soley on Super Bowls and head to head. I base my coach rankings on multiple factors. Also in this case, I don't consider 5 total games played against each other as a true measuring stick of Shanahan's dominance. I need more evidence than just 5 games...as I have seen Belichick out coach Shanahan before.
Shanny is 5-1 vs. Belichick, with one of those being a playoff win, which you have deemed to be of the utmost importance when comparing coaches of equal value. He has more wins as a head coach, only one less Super Bowl win (like Parcells does in comparison to Gibbs). So, using your logic, why wouldn't you argue that Shanny is better than Belichick?
It is what it is said:
Again to correct, Parcells left NE because of a dispute, he left the Jets because of a promise, and he left the Giants due to health issues. Parcells reasons for leaving those teams have absolutely nothing to do with a "pad of his resume". And Parcells stayed with the Giants for 8 years as a Head Coach, and another 4 years coaching on the defensive side of the ball. Total Parcells years with the Giants = 12.
The reasons are irrelevant. The bottom line is Parcells bounces from team to team. And just think, Parcells might have gotten a third Super Bowl in '96 if he hadn't spent two weeks talking about how he was leaving New England, and instead, spent it better preparing his team for the game. :P
dgreen said:
Regular SeasonGibbs: 0.645Parcells: 0.571But, feel free to remove all of Bill's losses so he can have a better record and help your case.PostseasonGibbs: 0.739Parcells: 0.611Super BowlsGibbs: 3-1Parcells: 2-1Championship GamesGibbs: 4-1Parcells: 3-1Winning SeasonsGibbs: 11/14Parcells: 12/18Again, feel free to remove Bill's bad seasons to make that number what you want.Losing SeasonsGibbs: 2/12Parcells: 5/18Playoff AppearencesGibbs: 9/14Parcells: 9/18Gibbs has won at least one playoff game in 8 of those 9 seasons. Parcells in 6 of 9.But, hey, Parcells does win HTH and has had success with multiple franchises. Seriously, you have to be :fishing: here.
:goodposting: :goodposting:
 
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3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.
This makes no sense. One game is not a reliable sample size to determine which team is best.Consider team A, who is an 80% favorite in each of it's 3 playoff games. 80% is a huge favorite, yet this juggernaut will be eliminated fairly often:1-(.8^3)=.488 or 48.8%Under your definition of "best", they will arbitrarily be the best team 51.2% of the time and the other 48.8% of the time they will not be the best team. The source of your error is that you believe that the result of any given game is due wholly to the abilities of the two teams who played, while in reality the result is a combination of skill and luck.
Please define "favorite". You know that point spreads are simply a way to get the public to bet evenly on both sides of a game, so its based on nothing other than perception. Also, please define "luck"....Is luck losing because a bomb thrown to a wide open receiver hits a bird mid flight and get picked off? What is this "luck" that you speak of? If a team is truly superior, they'll win by a comfortable margin and "luck" will not be a factor.
:rolleyes: Believe what you want to. This is like trying to explain the theory of evolution to a fundamentalist christian.You know nothing about how point spreads are calculated, btw. Public perception is only a small determinant in the final line. Complex mathematical formulae are used to calculate the likely outcome of the game and then a point spread is assigned that is in line with the probability of each team winning the game.
 
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a point spread is assigned that is in line with the probability of each team winning the game.
That's funny, I thought the point spread was calculated so as to maximize the amount of money that came down on both sides - I guess that would in some way be related to the probability of each team winning, but I'd have to think other factors would come into play there as well.ETA: Trying to get back on topic, Marty needs to get out of the Chargers' way or they're going to be a big disappointment this year. Marty - FREE PHILY!
 
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3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.
This makes no sense. One game is not a reliable sample size to determine which team is best.Consider team A, who is an 80% favorite in each of it's 3 playoff games. 80% is a huge favorite, yet this juggernaut will be eliminated fairly often:1-(.8^3)=.488 or 48.8%Under your definition of "best", they will arbitrarily be the best team 51.2% of the time and the other 48.8% of the time they will not be the best team. The source of your error is that you believe that the result of any given game is due wholly to the abilities of the two teams who played, while in reality the result is a combination of skill and luck.
Please define "favorite". You know that point spreads are simply a way to get the public to bet evenly on both sides of a game, so its based on nothing other than perception. Also, please define "luck"....Is luck losing because a bomb thrown to a wide open receiver hits a bird mid flight and get picked off? What is this "luck" that you speak of? If a team is truly superior, they'll win by a comfortable margin and "luck" will not be a factor.
:rolleyes: Believe what you want to. This is like trying to explain the theory of evolution to a fundamentalist christian.You know nothing about how point spreads are calculated, btw. Public perception is only a small determinant in the final line. Complex mathematical formulae are used to calculate the likely outcome of the game and then a point spread is assigned that is in line with the probability of each team winning the game.
The purpose of gambling lines are soley to get even money on both sides of the number so regardless of outcome, the house gets the vig. How a number is arrived at doesn't matter. Lines move if one side gets too overloaded anyway, because it mitigates the risk for the house. I guess the difference between us is I look at results and you look at the process. Hence I weigh championships more highly than regular season success. Obviously NFL owners share the same philosophy because coaches with good regular seasons and poor playoff results are fired more often than those that barely make the playoffs and then go on deep playoff runs or even win it all. Yet you perceive me and the owners as being wrong. Makes sense. :rolleyes:
 
The purpose of gambling lines are soley to get even money on both sides of the number so regardless of outcome, the house gets the vig. How a number is arrived at doesn't matter. Lines move if one side gets too overloaded anyway, because it mitigates the risk for the house.
From Wikipedia entry http://en.wikipedia.org/wiki/Sports_betting#BookmakingMost people believe that bookmakers attempt to "balance" their action, by adjusting their prices so that they get the same amount of money on both sides of a game. Theoretically, the bookmaker's only financial interest in the bets it accepts is the vigorish it takes from losing wagers, and it simply wants to ensure that the amount of wagers on each side is equal. In reality, however, bookmakers attempt to maximize their bottom line. While having an exactly equal amount of money wagered on each contestant would guarantee themselves a profit and eliminate their risk, that won't necessarily maximize their bottom line.They can make more money when they accept bets at odds which are "inflated" from those which are likely to occur. So for example, if the majority of their customers are going to bet on a team regardless of the price, they will set the price as high as possible.

Strictly speaking, the goal of the bookmaker is to earn as much money as possible on a given bet. The lines have a reasonably high correlation to the sportsbook's predicted outcome of the game. They will sometimes shade lines in the direction of the betting public. If everyone is betting Dallas -4.5, they will move the line to Dallas -5.0 because that increases their EV.

 
I guess the difference between us is I look at results and you look at the process. Hence I weigh championships more highly than regular season success. Obviously NFL owners share the same philosophy because coaches with good regular seasons and poor playoff results are fired more often than those that barely make the playoffs and then go on deep playoff runs or even win it all. Yet you perceive me and the owners as being wrong. Makes sense. :rolleyes:
You are attributing this argument to me, but nowhere did I talk about coaching comparison The only thing I argued about was the idea that a single game is a reliable indicator of which of two teams is better.
 
I guess the difference between us is I look at results and you look at the process. Hence I weigh championships more highly than regular season success. Obviously NFL owners share the same philosophy because coaches with good regular seasons and poor playoff results are fired more often than those that barely make the playoffs and then go on deep playoff runs or even win it all. Yet you perceive me and the owners as being wrong. Makes sense. :rolleyes:
You are attributing this argument to me, but nowhere did I talk about coaching comparison The only thing I argued about was the idea that a single game is a reliable indicator of which of two teams is better.
Which, again, is where you are wrong. Teams only get one game to win in the playoffs, or they go home, so that one game is all that matters. The hypothetical "better" team can win on your Xbox 100 times in a row, but when the real game is played, stats go out the window, so do seeds and favorites. All that matters is who wins, which is the better team on that day. It does not matter if the hypothetical better team would normally have won (in your mind as you perceived it prior to the game), all that matters is who actually won. Bud Grant and Marv Levy were exceptional coaches, but they will always take a back seat to guys like Walsh, Landry, Shula, etc. because those guys won titles.
 
Which, again, is where you are wrong. Teams only get one game to win in the playoffs, or they go home, so that one game is all that matters. The hypothetical "better" team can win on your Xbox 100 times in a row, but when the real game is played, stats go out the window, so do seeds and favorites. All that matters is who wins, which is the better team on that day. It does not matter if the hypothetical better team would normally have won (in your mind as you perceived it prior to the game), all that matters is who actually won.
Your argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A was the better coin flipper since he won.My argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A is not a better coin flipper just because the outcome of the game favored him. He was expected to win 50% of the time.This is my last post in this thread. Nowhere have you made any logical points and I debunked your amateurish ideas about Sports Betting.
 
Which, again, is where you are wrong. Teams only get one game to win in the playoffs, or they go home, so that one game is all that matters. The hypothetical "better" team can win on your Xbox 100 times in a row, but when the real game is played, stats go out the window, so do seeds and favorites. All that matters is who wins, which is the better team on that day. It does not matter if the hypothetical better team would normally have won (in your mind as you perceived it prior to the game), all that matters is who actually won.
Your argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A was the better coin flipper since he won.My argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A is not a better coin flipper just because the outcome of the game favored him. He was expected to win 50% of the time.This is my last post in this thread. Nowhere have you made any logical points and I debunked your amateurish ideas about Sports Betting.
In your mind a sample size of one is too small. In reality a sample size of one is all that matters.The Jets won Super Bowl III 100% of the time. They were the better team.You proved I was accurate on my assessment of sports betting BTW. While a sports book may not get a pure 50/50 split on each side of a contest, they are not going to open themselves to undo exposure. See the 1979 Super Bowl for details. :bye:
 
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?Sometimes, the worse team wins. If that wasn't the case, then the best team in football would go 19-0 every single year. Or are you arguing that the worse team can win in the regular season, but then there's some magical quality about the playoffs that ensure that the best team wins every time?And what about the Giants/Niners game in 2002? San Francisco won the game, but the league actually came out and said that the only reason they won was because the officials screwed up several times during the course of the game, clearly and undisputably taking a Giants victory and turning it into a 49er victory. Was San Francisco the better team that week? Or was New York the better team, because they actually REALLY won the game, but had the refs take it away? And if New York was the better team, then doesn't that prove that the better team sometimes loses, even in the playoffs? And what about Buffalo? If Norwood's kick was a couple of feet to the right, would Buffalo have been the better team, but because it was too far to the left, they were the worse team? Please Bri, I'm dying to know here. ;)
Miami game not ringing a bellSan Fran-GMen. The league said errors were made. Tags is/was not in the business of saying if this penalty wasn't called then this would have happenned. That's for miss cleo. You(and most people) add in that last "would have won" part.
Actually, no, if I'm recalling correctly, there was no speculation involved. If a penalty had been called correctly, the game would have ended with a Giants victory, but since it was called incorrectly, the game continued and the 49ers won. Something about a tackle eligible and illegal man downfield penalty. Still, let's reduce this down to a very simple hypothetical for you. Let's say Team A is up by 1 with the ball with less than 2 minutes left in the game, and it's 3rd and 3. If they get a first down, they can kill the clock with kneeldowns. Team A converts, but is whistled for an illegal man downfield penalty because one of the offensive linemen was in a pass pattern. Team B gets the ball back after the punt, marches down the field, and scores. Now, if in retrospect, that illegal man downfield penalty was called on a tackle-eligible player, that penalty absolutely and unequivocably cost Team A the game. They should have had the lead and been able to kill the clock with kneel downs, and instead they lost. In that instance, which team is the better team? I mean, if the better team *ALWAYS* wins, is Team B the better team? Or is Team A the better team because they *ACTUALLY* won but got jobbed by the refs? Is this a case where the better team does, in fact, lose?
What if Team A scored every time they had the ball and did not allow Team B to gain a yard? Play what if scenarios all you want. Losers blame others, winners find a way.
SSOG,I don't know. You've reduced all NFL games in history to this one instance(which may or may not have ever happenned). Long day man, I don't know.
 
H.K. said:
The purpose of gambling lines are soley to get even money on both sides of the number so regardless of outcome, the house gets the vig.
As I posted in another thread, this is from Stanford Wong's book on sports betting:
While competing in the Stardust football tournament in the fall of 2000, I had the opportunity to ask Robert Walker, race and sportsbook director at MGM Mirage, whether his company's action is balanced on football games. I mentioned that it seemed to me that on about half the games, most people who had an opinion ageed on the same team. I said it therefore appeared to me that sportsbooks might be taking lopsided action on about half of all NFL games. Mr. Walker answered that what I hypothesized was indeed the case. He said he does not mind lopsided action as long as his sportsbook makes money overall on those games.

Then I asked him why he did not make more line moves to try to balance the action. His answer was that to move the line to try to balance the action would result in less profit for the sportsbook.

Balanced action is seldom achieved. It's a myth that balancing the action is the purpose of the line, except in the case of the Super Bowl.

...

Sportsbook managers strive to achieve better than the theoretical hold percentage. They try to set lines so that the excess action is on the side that is less likely to win. It's easier to do this on games with a higher proprtion of money being bet by unsophisticated bettors.

Suppose that a sportsbook manager thinks there is a 50 percent chance that Baltimore will win Sunday's game by more than 7.5 points. And further suppose that the manager thinks that hanging a line of Baltimore -7.5 would attract an imbalance of action on Baltimore, but that a line of Baltimore -10 would split the action evenly between Baltimore and its opponent.

A line of Baltimore -7.5 would allow the sportsbook to achieve its theoretical hold percentage, as would a line of Baltimre -10.

At a line of Baltimore -7, most of the action would come in on Baltimore, and Baltimore would be the side that is most likely to cover, so the sportsbook would not have an edge.

At a line of Baltimore -10.5, most of the action would come in on Baltimore's opponent, and that would be the side most likely to cover, so the sportsbook would not have an edge.

Any line between Baltomire -8 and Baltimore -9.5 will attract more money on the side that is less likely to cover the spread, and give the sportsbook the expectation of achieveing better than the theoretical hold percentage.

The manager wants to make money for the business, and the more money the better. The point of maximum dollars of profit could come at Baltmore -7.5, or it could come at Baltimore -10, but more likely it would come at a number between -7.5 and -10. Within the range of -7.5 [sic -- I think he meant -8 -- MT] and -9.5, the sportsbook would knowingly be accepting an imbalance of action on Baltimore.

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.

In the real world, of course, the sportsbook manager does not know for certain the spread at which Baltimore has a 50 percent chance of covering. But between his expertise and the expertise he has access to, the manager comes up with a good estimate of that spread.

Likewise in the real world, the sportsbook manager does not know for certain the spread at which action would be split evenly between both teams. He does not need to know it.

Suppose the manager thinks Baltimore has around a 50 percent chance of covering a spread of eight points. Further suppose the manager thinks that an excess of money will be coming in on Baltimore if he hangs a line of Baltimore -8. So the line he hangs is Baltimore -8.5 or Baltimore -9. He's not trying to balance the action on the game, and he's not even trying to attract bets against Baltimore. What he is trying to do is gain a little extra advantage from all those squares who will bet Baltimore no matter what the spread. If he hangs Baltimore -8.5 instead of Baltimore -8, then one possible game outcome that would have been a push for Baltimore bettors becomes a win for the sportsbook.

The result will be a line that might attract sharp money to the unpopular team. The manager does not really want sharp action, but will put up with a little bit of it in order to get an extra-big edge over a larger amount of action on the popular team.

If the manager can set a line that will attract some but not a lot of action on the unpopular team, the resulting spread will win more money for the business than if the line split the action evenly.

...

Squares prefer to bet favorites more often than not. So the manager is more likely to hang a line that penalizes betting on favorites.
 
What if Team A scored every time they had the ball and did not allow Team B to gain a yard? Play what if scenarios all you want. Losers blame others, winners find a way.
Even if that way is being handed the game by the officials contrary to the rules of football?I was just asking a question here. In that hypothetical situation, which team was the better team? The one that *ACTUALLY* won the game, or the one that was handed the game by the officials? You never did answer.Oh, and another question... if the better team always wins, how come nobody's ever gone 19-0 before?
3) One game is a reliable sample size because its a lose and go home format. Each team faces elimination every round, so it truly reveals who is the best under the most trying circumstances.
This makes no sense. One game is not a reliable sample size to determine which team is best.Consider team A, who is an 80% favorite in each of it's 3 playoff games. 80% is a huge favorite, yet this juggernaut will be eliminated fairly often:1-(.8^3)=.488 or 48.8%Under your definition of "best", they will arbitrarily be the best team 51.2% of the time and the other 48.8% of the time they will not be the best team. The source of your error is that you believe that the result of any given game is due wholly to the abilities of the two teams who played, while in reality the result is a combination of skill and luck.
Please define "favorite". You know that point spreads are simply a way to get the public to bet evenly on both sides of a game, so its based on nothing other than perception. Also, please define "luck"....Is luck losing because a bomb thrown to a wide open receiver hits a bird mid flight and get picked off? What is this "luck" that you speak of? If a team is truly superior, they'll win by a comfortable margin and "luck" will not be a factor.
Well, very few games are ever won by a comfortable margin, so it seems that no team is ever clearly the better team. Is that what you're trying to argue?First you're saying that the better team always wins. Then you're saying that if a team is clearly better, it would win by a comfortable margin. Which is it?
H.K. said:
sterjs said:
H.K. said:
Which, again, is where you are wrong. Teams only get one game to win in the playoffs, or they go home, so that one game is all that matters. The hypothetical "better" team can win on your Xbox 100 times in a row, but when the real game is played, stats go out the window, so do seeds and favorites. All that matters is who wins, which is the better team on that day. It does not matter if the hypothetical better team would normally have won (in your mind as you perceived it prior to the game), all that matters is who actually won.
Your argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A was the better coin flipper since he won.My argument:Two teams engage in a coin flipping competition. Team A chooses heads and the coin is heads, so he wins. Team A is not a better coin flipper just because the outcome of the game favored him. He was expected to win 50% of the time.This is my last post in this thread. Nowhere have you made any logical points and I debunked your amateurish ideas about Sports Betting.
In your mind a sample size of one is too small. In reality a sample size of one is all that matters.The Jets won Super Bowl III 100% of the time. They were the better team.You proved I was accurate on my assessment of sports betting BTW. While a sports book may not get a pure 50/50 split on each side of a contest, they are not going to open themselves to undo exposure. See the 1979 Super Bowl for details. :bye:
Wow. Just wow. He didn't "prove you were accurate" in your assessment of sports betting. He proved that you were way off the mark. How any sane or logical human being could read what he posted and come to the conclusion that he had just proven your point is beyond me entirely.As for the sample size of one issue... a sample size of one is ALWAYS too small. Ask Billy Donovan, a championship-winning coach who probably knows a heck-of-a-lot more about 1-and-done formats than you or I do. He says that the best team usually doesn't win it all, and that if you replayed the NCAA Tourney 5 times you'd likely get 5 different winners. He said this *AFTER HE HAD JUST WON*. I'm going to assume that he knows what he's talking about here.
 
Also, please define "luck"....Is luck losing because a bomb thrown to a wide open receiver hits a bird mid flight and get picked off? What is this "luck" that you speak of?
Luck is all over the place. It affects pretty much everything. I like Barry Greenstein's chapter on this, so I'll quote a few paragraphs.
As you walk up to the poker table, a hand is being dealt and you ask to get dealt in, but you are one second too late. While you have no way of knowing, you would have won that hand. But you lose the next hand, which would have never been dealt the way it was. A phone call a few tables away causes your next unforeseen disaster, because the recipient of the call was about to come over and distract the player in seat three. Instead, the player in seat three plays a marginal hand that he would have folded and puts a bad beat on you. You take a break to go to the bathroom, and on the way out you walk past the sink because you don't want to take time to wash your hands. You are stuck, and the game is good. You rush back to the table just in time to get a hand. You pick up two Kings, but unfortunately you lose that hand also. You ask the dealer to scramble the cards just before another hand you would otherwise have won, and instead the only thing that gets scrambled is your brain.

The dismal session continues and you forego a party to which you were invited. That's too bad, since you would have met the woman of your dreams and the two of you would have raised a child who would have discovered an anti-virus that would have saved millions of lives. The woman you marry instead, the only one who would put up with your bad run of luck, bears a child whom you have to bail out of jail at age sixteen. You were going to use that money to enter the final event in The World Series of Poker, and if the timing was right, you were going to win.

That is all very contrived. But consider the case of a person who wins a tournament. If he had arrived one minute later or earlier and been given a different seat, he probably would not have won. As a matter of fact, if a player at some other table had shown up a minute later or earlier, there may have been a different winner. Without knowing which table he got assigned to, the winner's probability of winning has not changed, and he would likely have won some other tournament if the timing had been different in that case. Using the theory of chaos, we can look in progressively finer detail to see how events came to be. We might find that the winner would have arrived a minute earlier, but he had to stop when a pedestrain entered the crosswalk. Looking closer, that pedestrian was there at that time because he stayed home an extra minute to watch an unusual television commercial. We can examine how that commercial got into that time slot on that station or how the product it advertised came to market, and analyze this situation endlessly.
Football games can turn on a lot more than just how good the teams are. Maybe the outcome of the game is decided by a blown call by the referee, who is distracted because he got into an argument with his wife that morning because an ex girlfriend had stumbled upon his MySpace page after fortuitously blah blah blah. It's not skill to irk the ref's wife. It's luck. Luck affects nearly every aspect of every football game. There are obvious effects like the wind changing direction after a ball is kicked, or the direction a fumbled ball takes when it bounces, and there are non-obvious effects like the MySpace thing. But there is luck everywhere.The better team does not always win. A 4-1 favorite will win about 80% of the time, not 100%.

 
H.K. said:
The purpose of gambling lines are soley to get even money on both sides of the number so regardless of outcome, the house gets the vig.
As I posted in another thread, this is from Stanford Wong's book on sports betting:
While competing in the Stardust football tournament in the fall of 2000, I had the opportunity to ask Robert Walker, race and sportsbook director at MGM Mirage, whether his company's action is balanced on football games. I mentioned that it seemed to me that on about half the games, most people who had an opinion ageed on the same team. I said it therefore appeared to me that sportsbooks might be taking lopsided action on about half of all NFL games. Mr. Walker answered that what I hypothesized was indeed the case. He said he does not mind lopsided action as long as his sportsbook makes money overall on those games.

Then I asked him why he did not make more line moves to try to balance the action. His answer was that to move the line to try to balance the action would result in less profit for the sportsbook.

Balanced action is seldom achieved. It's a myth that balancing the action is the purpose of the line, except in the case of the Super Bowl.

...

Sportsbook managers strive to achieve better than the theoretical hold percentage. They try to set lines so that the excess action is on the side that is less likely to win. It's easier to do this on games with a higher proprtion of money being bet by unsophisticated bettors.

Suppose that a sportsbook manager thinks there is a 50 percent chance that Baltimore will win Sunday's game by more than 7.5 points. And further suppose that the manager thinks that hanging a line of Baltimore -7.5 would attract an imbalance of action on Baltimore, but that a line of Baltimore -10 would split the action evenly between Baltimore and its opponent.

A line of Baltimore -7.5 would allow the sportsbook to achieve its theoretical hold percentage, as would a line of Baltimre -10.

At a line of Baltimore -7, most of the action would come in on Baltimore, and Baltimore would be the side that is most likely to cover, so the sportsbook would not have an edge.

At a line of Baltimore -10.5, most of the action would come in on Baltimore's opponent, and that would be the side most likely to cover, so the sportsbook would not have an edge.

Any line between Baltomire -8 and Baltimore -9.5 will attract more money on the side that is less likely to cover the spread, and give the sportsbook the expectation of achieveing better than the theoretical hold percentage.

The manager wants to make money for the business, and the more money the better. The point of maximum dollars of profit could come at Baltmore -7.5, or it could come at Baltimore -10, but more likely it would come at a number between -7.5 and -10. Within the range of -7.5 [sic -- I think he meant -8 -- MT] and -9.5, the sportsbook would knowingly be accepting an imbalance of action on Baltimore.

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.

In the real world, of course, the sportsbook manager does not know for certain the spread at which Baltimore has a 50 percent chance of covering. But between his expertise and the expertise he has access to, the manager comes up with a good estimate of that spread.

Likewise in the real world, the sportsbook manager does not know for certain the spread at which action would be split evenly between both teams. He does not need to know it.

Suppose the manager thinks Baltimore has around a 50 percent chance of covering a spread of eight points. Further suppose the manager thinks that an excess of money will be coming in on Baltimore if he hangs a line of Baltimore -8. So the line he hangs is Baltimore -8.5 or Baltimore -9. He's not trying to balance the action on the game, and he's not even trying to attract bets against Baltimore. What he is trying to do is gain a little extra advantage from all those squares who will bet Baltimore no matter what the spread. If he hangs Baltimore -8.5 instead of Baltimore -8, then one possible game outcome that would have been a push for Baltimore bettors becomes a win for the sportsbook.

The result will be a line that might attract sharp money to the unpopular team. The manager does not really want sharp action, but will put up with a little bit of it in order to get an extra-big edge over a larger amount of action on the popular team.

If the manager can set a line that will attract some but not a lot of action on the unpopular team, the resulting spread will win more money for the business than if the line split the action evenly.

...

Squares prefer to bet favorites more often than not. So the manager is more likely to hang a line that penalizes betting on favorites.
:goodposting: :thumbup:
 
I was just asking a question here. In that hypothetical situation, which team was the better team? The one that *ACTUALLY* won the game, or the one that was handed the game by the officials? You never did answer.

The same team that always wins: the one with the most points when the game is over.

Oh, and another question... if the better team always wins, how come nobody's ever gone 19-0 before?

No team has been that dominant. However, following your logic, every Super Bowl winner has finished the post season undefeated, therefore that is why they are the best team that year.

Well, very few games are ever won by a comfortable margin, so it seems that no team is ever clearly the better team. Is that what you're trying to argue?

First you're saying that the better team always wins. Then you're saying that if a team is clearly better, it would win by a comfortable margin. Which is it? Both. If a team is marginally better, it will win by a small margin, if it is mucch better than its opponent it will win by a large margin.

Wow. Just wow. He didn't "prove you were accurate" in your assessment of sports betting. He proved that you were way off the mark. How any sane or logical human being could read what he posted and come to the conclusion that he had just proven your point is beyond me entirely.

Comprehension down? I was referring point spreads and risk mitigation, which were all wrapped up perfectly in MT's article:

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.
 
H.K. said:
The purpose of gambling lines are soley to get even money on both sides of the number so regardless of outcome, the house gets the vig.
As I posted in another thread, this is from Stanford Wong's book on sports betting:
While competing in the Stardust football tournament in the fall of 2000, I had the opportunity to ask Robert Walker, race and sportsbook director at MGM Mirage, whether his company's action is balanced on football games. I mentioned that it seemed to me that on about half the games, most people who had an opinion ageed on the same team. I said it therefore appeared to me that sportsbooks might be taking lopsided action on about half of all NFL games. Mr. Walker answered that what I hypothesized was indeed the case. He said he does not mind lopsided action as long as his sportsbook makes money overall on those games.

Then I asked him why he did not make more line moves to try to balance the action. His answer was that to move the line to try to balance the action would result in less profit for the sportsbook.

Balanced action is seldom achieved. It's a myth that balancing the action is the purpose of the line, except in the case of the Super Bowl.

...

Sportsbook managers strive to achieve better than the theoretical hold percentage. They try to set lines so that the excess action is on the side that is less likely to win. It's easier to do this on games with a higher proprtion of money being bet by unsophisticated bettors.

Suppose that a sportsbook manager thinks there is a 50 percent chance that Baltimore will win Sunday's game by more than 7.5 points. And further suppose that the manager thinks that hanging a line of Baltimore -7.5 would attract an imbalance of action on Baltimore, but that a line of Baltimore -10 would split the action evenly between Baltimore and its opponent.

A line of Baltimore -7.5 would allow the sportsbook to achieve its theoretical hold percentage, as would a line of Baltimre -10.

At a line of Baltimore -7, most of the action would come in on Baltimore, and Baltimore would be the side that is most likely to cover, so the sportsbook would not have an edge.

At a line of Baltimore -10.5, most of the action would come in on Baltimore's opponent, and that would be the side most likely to cover, so the sportsbook would not have an edge.

Any line between Baltomire -8 and Baltimore -9.5 will attract more money on the side that is less likely to cover the spread, and give the sportsbook the expectation of achieveing better than the theoretical hold percentage.

The manager wants to make money for the business, and the more money the better. The point of maximum dollars of profit could come at Baltmore -7.5, or it could come at Baltimore -10, but more likely it would come at a number between -7.5 and -10. Within the range of -7.5 [sic -- I think he meant -8 -- MT] and -9.5, the sportsbook would knowingly be accepting an imbalance of action on Baltimore.

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.

In the real world, of course, the sportsbook manager does not know for certain the spread at which Baltimore has a 50 percent chance of covering. But between his expertise and the expertise he has access to, the manager comes up with a good estimate of that spread.

Likewise in the real world, the sportsbook manager does not know for certain the spread at which action would be split evenly between both teams. He does not need to know it.

Suppose the manager thinks Baltimore has around a 50 percent chance of covering a spread of eight points. Further suppose the manager thinks that an excess of money will be coming in on Baltimore if he hangs a line of Baltimore -8. So the line he hangs is Baltimore -8.5 or Baltimore -9. He's not trying to balance the action on the game, and he's not even trying to attract bets against Baltimore. What he is trying to do is gain a little extra advantage from all those squares who will bet Baltimore no matter what the spread. If he hangs Baltimore -8.5 instead of Baltimore -8, then one possible game outcome that would have been a push for Baltimore bettors becomes a win for the sportsbook.

The result will be a line that might attract sharp money to the unpopular team. The manager does not really want sharp action, but will put up with a little bit of it in order to get an extra-big edge over a larger amount of action on the popular team.

If the manager can set a line that will attract some but not a lot of action on the unpopular team, the resulting spread will win more money for the business than if the line split the action evenly.

...

Squares prefer to bet favorites more often than not. So the manager is more likely to hang a line that penalizes betting on favorites.
:goodposting: :thumbup:
Here's the question though - while I believe this is true (and found it very interesting as it debunked some theories I had about oddsmaking) - why would the line ever move, then? By moving the line, the sportsbook is exposing themselves to getting pounded if the final margin of victory falls between the initial line and the adjusted one, as they have to pay out heavy action on both sides. So, if this were always the case, why would the line ever move? If they were comfortable with their number, wouldn't it remain constant regardless? Or do they move it (or add odds, i.e. +3 / +105) if the action becomes too imbalanced?
 
Here's the question though - while I believe this is true (and found it very interesting as it debunked some theories I had about oddsmaking) - why would the line ever move, then? By moving the line, the sportsbook is exposing themselves to getting pounded if the final margin of victory falls between the initial line and the adjusted one, as they have to pay out heavy action on both sides. So, if this were always the case, why would the line ever move? If they were comfortable with their number, wouldn't it remain constant regardless? Or do they move it (or add odds, i.e. +3 / +105) if the action becomes too imbalanced?
They can get hammered if they move it and money goes to the winning side on both ends. In 1979 Pittsburgh and the Rams locked up in a high scoring game. This game opened as Pittsburgh a 3.5 point favorite, went to 4, and closed at 4.5. The Steelers ended up winning this game 35-31 so the game landed right in the middle and sportsbooks lost millions. It is still remembered to this day as the worst Sunday in history for sportsbooks around the world.
 
Comprehension down? I was referring point spreads and risk mitigation, which were all wrapped up perfectly in MT's article:

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.
Comprehension isn't down.You claimed that the line wasn't predictive of the game, it was Las Vegas's attempt to equalize money on both sides. Two posters came in and officially *****slapped that notion (that the line is designed to equalize money on both sides). That pretty thoroughly disproves what you were talking about.

 
Here's the question though - while I believe this is true (and found it very interesting as it debunked some theories I had about oddsmaking) - why would the line ever move, then? By moving the line, the sportsbook is exposing themselves to getting pounded if the final margin of victory falls between the initial line and the adjusted one, as they have to pay out heavy action on both sides. So, if this were always the case, why would the line ever move? If they were comfortable with their number, wouldn't it remain constant regardless? Or do they move it (or add odds, i.e. +3 / +105) if the action becomes too imbalanced?
They can get hammered if they move it and money goes to the winning side on both ends. In 1979 Pittsburgh and the Rams locked up in a high scoring game. This game opened as Pittsburgh a 3.5 point favorite, went to 4, and closed at 4.5. The Steelers ended up winning this game 35-31 so the game landed right in the middle and sportsbooks lost millions. It is still remembered to this day as the worst Sunday in history for sportsbooks around the world.
That's what I'm saying. If a sportsbook sets a line bacause they believe it presents the greatest value to them in terms of net gains, why would they ever move it and expose themselves to such a loss? You'd think the lines would always remain static. The only benefit to moving a line is to balance the action.
 
Comprehension down? I was referring point spreads and risk mitigation, which were all wrapped up perfectly in MT's article:

Sure the sportsbook takes extra risk by intentionally accepting an imbalance of action on Baltimore. But the sportsbook diversifies by also accepting bets on many other games, each of which is independent. Therefore the risk due to an imbalance in action on any one game is unimportant unless the action on that game is huge, as is the case with the Super Bowl.
Comprehension isn't down.You claimed that the line wasn't predictive of the game, it was Las Vegas's attempt to equalize money on both sides. Two posters came in and officially *****slapped that notion (that the line is designed to equalize money on both sides). That pretty thoroughly disproves what you were talking about.
Context is the key. I was discussing ONE game (remember sample size discussion?) i.e.- the Super Bowl. When multiple games are produced by the sports book, the lines are more flexible due to diversification. This is risk mitigation, and I addressed it in my initial post as well. :bye:
 
Here's the question though - while I believe this is true (and found it very interesting as it debunked some theories I had about oddsmaking) - why would the line ever move, then? By moving the line, the sportsbook is exposing themselves to getting pounded if the final margin of victory falls between the initial line and the adjusted one, as they have to pay out heavy action on both sides. So, if this were always the case, why would the line ever move? If they were comfortable with their number, wouldn't it remain constant regardless? Or do they move it (or add odds, i.e. +3 / +105) if the action becomes too imbalanced?
They can get hammered if they move it and money goes to the winning side on both ends. In 1979 Pittsburgh and the Rams locked up in a high scoring game. This game opened as Pittsburgh a 3.5 point favorite, went to 4, and closed at 4.5. The Steelers ended up winning this game 35-31 so the game landed right in the middle and sportsbooks lost millions. It is still remembered to this day as the worst Sunday in history for sportsbooks around the world.
That's what I'm saying. If a sportsbook sets a line bacause they believe it presents the greatest value to them in terms of net gains, why would they ever move it and expose themselves to such a loss? You'd think the lines would always remain static. The only benefit to moving a line is to balance the action.
The likelihood of the outcome splittling the difference is probably pretty remote, so the book moves the line in the hopes it doesn't happen.
 
Quick question for SSOG:

Name one time in the history of the NFL that the better team lost....just once.

 
Quick question for SSOG:Name one time in the history of the NFL that the better team lost....just once.
He's already answered that.
Was Miami a better team than New England in 2004 when the Dolphins beat the Patriots? I mean, sure, the Dolphins were 4-12 and the Patriots were 14-2, but clearly the Dolphins must have been the better team, since they won, right?If you disagree with that statement for even a *SECOND*, then you have just acknowledged that sometimes in the NFL, the worse team wins.
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?
 
Quick question for SSOG:Name one time in the history of the NFL that the better team lost....just once.
He's already answered that.
Was Miami a better team than New England in 2004 when the Dolphins beat the Patriots? I mean, sure, the Dolphins were 4-12 and the Patriots were 14-2, but clearly the Dolphins must have been the better team, since they won, right?If you disagree with that statement for even a *SECOND*, then you have just acknowledged that sometimes in the NFL, the worse team wins.
Again, I suppose 4-12 Miami was a better team than 14-2 New England, since they beat them, right?
Great, now go petition the NFL and get them to change the results of the game because you feel the better team lost. Let me know how that goes, OK?
 
Great, now go petition the NFL and get them to change the results of the game because you feel the better team lost. Let me know how that goes, OK?
What? When did I ever say that the game shouldn't count because the better team lost? You're creating straw-man arguements here.Here's a very simple fact for you. Every year, one team is the best team in the NFL. Outside of 1972, no team has ever gone undefeated. Simple logic then clearly shows that the best team loses every year (except for 1972). By definition, the BEST team in the league is better than all of the other teams, including the one that beats it... so every single season outside of 1972 there has been a game where, by definition, the better team lost. If you accept both premises as true (that one team is the best, and that only the 1972 Dolphins have gone undefeated), then you have to accept the conclusion that I have drawn as simple, logical, and indisputable fact.
 

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