*** NFL Wildcard Weekend ***
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
These are the games that make you question if we are watching the WWF or NFL, why go for 2, the extra point makes it a FG game, if you fail on 2 pt game is basically over.
Thanks for the picks I should have payed more attention, missed the ML part and gave 2 1/2.
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
These are the games that make you question if we are watching the WWF or NFL, why go for 2, the extra point makes it a FG game, if you fail on 2 pt game is basically over.
Thanks for the picks I should have payed more attention, missed the ML part and gave 2 1/2.
I think I have no scene it all in sports. Had a 500 dollar parlay Colts +1, Dallas -2... Dallas up 24-14 with 2 min left no time outs still lets Seattle drive the entire way down. Instead of kicking a field goal to get within 3 like any team in the history of football i hae never scene a team loose their kicker to injury so go for the 2 points and get the push...... So gross
I think I have no scene it all in sports. Had a 500 dollar parlay Colts +1, Dallas -2... Dallas up 24-14 with 2 min left no time outs still lets Seattle drive the entire way down. Instead of kicking a field goal to get within 3 like any team in the history of football i hae never scene a team loose their kicker to injury so go for the 2 points and get the push...... So gross
Challenge who? Buncha sheeps over here. cowboys will win for me, only because I capped and convinced.
I never take -2.5 is these situations, because I have learned many times in this sport that shit like the ending happens a lot and also the farther extra points as well.
Challenge who? Buncha sheeps over here. cowboys will win for me, only because I capped and convinced.
I never take -2.5 is these situations, because I have learned many times in this sport that shit like the ending happens a lot and also the farther extra points as well.
So you're not tailing him ever again but surprisingly are on the same exact bet he posted LOL.
I never take -2.5 is these situations, because I have learned many times in this sport that garbage like the ending happens a lot and also the farther extra points as well.
So you're not tailing him ever again but surprisingly are on the same exact bet he posted LOL.
I never take -2.5 is these situations, because I have learned many times in this sport that garbage like the ending happens a lot and also the farther extra points as well.
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
Because Janikowski was out of the game, and they had nobody to either kick off or kick extra points.
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
Because Janikowski was out of the game, and they had nobody to either kick off or kick extra points.
I'll be brief but for one, it's extremely hard to beat the same team 3 times in one season...
Before any of the three games are played, then yes, I will agree with that. Before any of the three games have been played, assuming the two teams are of equal strength, yes, the chances of the same team winning all three game are just 1 in 8. (1/2 x 1/2 x 1/2)
However, after two of the games have been played, even if one team has beaten the other team in both of those games, the other team does not have a "better chance" of winning. In our example, assuming two teams of equal strength, it's still 1/2.
In fact, you can make a case that the team that won both games actually has a better than 50-50 chance of winning, since they seem to have that "team's number" and that they match up well with them.
It is a complete fallacy that it is "extremely hard to beat a team three times in one season / short span of time."
Is it extremely hard for a coin to land on "heads" three times in a row? Before all three flips have been tossed, the answer is yes. (1/8 again.) But after two flips, the answer is no.
I'll be brief but for one, it's extremely hard to beat the same team 3 times in one season...
Before any of the three games are played, then yes, I will agree with that. Before any of the three games have been played, assuming the two teams are of equal strength, yes, the chances of the same team winning all three game are just 1 in 8. (1/2 x 1/2 x 1/2)
However, after two of the games have been played, even if one team has beaten the other team in both of those games, the other team does not have a "better chance" of winning. In our example, assuming two teams of equal strength, it's still 1/2.
In fact, you can make a case that the team that won both games actually has a better than 50-50 chance of winning, since they seem to have that "team's number" and that they match up well with them.
It is a complete fallacy that it is "extremely hard to beat a team three times in one season / short span of time."
Is it extremely hard for a coin to land on "heads" three times in a row? Before all three flips have been tossed, the answer is yes. (1/8 again.) But after two flips, the answer is no.
Sorry, that's a fallacy.
Before any of the three games are played, then yes, I will agree with that. Before any of the three games have been played, assuming the two teams are of equal strength, yes, the chances of the same team winning all three game are just 1 in 8. (1/2 x 1/2 x 1/2)
However, after two of the games have been played, even if one team has beaten the other team in both of those games, the other team does not have a "better chance" of winning. In our example, assuming two teams of equal strength, it's still 1/2.
In fact, you can make a case that the team that won both games actually has a better than 50-50 chance of winning, since they seem to have that "team's number" and that they match up well with them.
It is a complete fallacy that it is "extremely hard to beat a team three times in one season / short span of time."
Is it extremely hard for a coin to land on "heads" three times in a row? Before all three flips have been tossed, the answer is yes. (1/8 again.) But after two flips, the answer is no.
| SU: | 313-630-0 (-5.24, 33.2%) |
|---|
Sorry, that's a fallacy.
Before any of the three games are played, then yes, I will agree with that. Before any of the three games have been played, assuming the two teams are of equal strength, yes, the chances of the same team winning all three game are just 1 in 8. (1/2 x 1/2 x 1/2)
However, after two of the games have been played, even if one team has beaten the other team in both of those games, the other team does not have a "better chance" of winning. In our example, assuming two teams of equal strength, it's still 1/2.
In fact, you can make a case that the team that won both games actually has a better than 50-50 chance of winning, since they seem to have that "team's number" and that they match up well with them.
It is a complete fallacy that it is "extremely hard to beat a team three times in one season / short span of time."
Is it extremely hard for a coin to land on "heads" three times in a row? Before all three flips have been tossed, the answer is yes. (1/8 again.) But after two flips, the answer is no.
| SU: | 313-630-0 (-5.24, 33.2%) |
|---|
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
Janikowski injury, looked planned giving a scenario making going for 2 look legit, 19yr pro hurt doing the only thing he does
What are the chances it happens again? Seahawks cover 2.5 ... Dallas wins... LAC covers 2.5 .... Balty wins??? I really liked LAC here, but the Chargers HC scares the ____ out of me. How many points can Harbaugh out coach Lynn out of? I'm guessing a few points here, just like Carroll did in Dallas.
Janikowski injury, looked planned giving a scenario making going for 2 look legit, 19yr pro hurt doing the only thing he does
| SU: | 313-630-0 (-5.24, 33.2%) |
|---|
| SU: | 313-630-0 (-5.24, 33.2%) |
|---|
These are the games that make you question if we are watching the WWF or NFL, why go for 2, the extra point makes it a FG game, if you fail on 2 pt game is basically over. Thanks for the picks I should have payed more attention, missed the ML part and gave 2 1/2. Because Janikowski was out of the game, and they had nobody to either kick off or kick extra points.
Janikowski injury, looked planned giving a scenario making going for 2 look legit, 19yr pro hurt doing the only thing he does
Would like to point out that if the game was rigged, the Seahawks wouldn't have scored that TD, as that hit the over and all teasers, as well as anyone middling. Vegas lost a ton of money on that.
You also forget that Jank is old and got injured attempting a near 60 yard FG, which very few kickers would even make. He likely got hurt because he is a 19 year vet.
Their chances were abysmal to win whether they made the 2 pointer or not. The end game scenarios show exactly why you should go for 2 nearly all the time. If they recover onside and kick a FG, they win. They don't even have to play OT
These are the games that make you question if we are watching the WWF or NFL, why go for 2, the extra point makes it a FG game, if you fail on 2 pt game is basically over. Thanks for the picks I should have payed more attention, missed the ML part and gave 2 1/2. Because Janikowski was out of the game, and they had nobody to either kick off or kick extra points.
Janikowski injury, looked planned giving a scenario making going for 2 look legit, 19yr pro hurt doing the only thing he does
Would like to point out that if the game was rigged, the Seahawks wouldn't have scored that TD, as that hit the over and all teasers, as well as anyone middling. Vegas lost a ton of money on that.
You also forget that Jank is old and got injured attempting a near 60 yard FG, which very few kickers would even make. He likely got hurt because he is a 19 year vet.
Their chances were abysmal to win whether they made the 2 pointer or not. The end game scenarios show exactly why you should go for 2 nearly all the time. If they recover onside and kick a FG, they win. They don't even have to play OT
Or you can just implement a simple query and see that conference dogs that won the last 2 matchups are 313-630 SU all time.SU:313-630-0 (-5.24, 33.2%)
Your data is in error. 313-630?
We are talking about the same team beating the other three times in the same season (Or, I will grant you, in a short period of time.)
There have not been 943 instances where a team played the same team three times in the same season. 943 instances? Sorry, you don't know what you are talking about. It doesn't happen that often.
When it does happen it's it's usually two division opponents who played each other twice during the regular season, and then they face each other again in the playoffs.
It's not rare... but it also doesn't happen every year. The NFL hasn't been around long enough to have this happen 943 times. Your data must include ALL games, which is irrelevant. That's not at all the fallacy that I was addressing.
Or you can just implement a simple query and see that conference dogs that won the last 2 matchups are 313-630 SU all time.SU:313-630-0 (-5.24, 33.2%)
Your data is in error. 313-630?
We are talking about the same team beating the other three times in the same season (Or, I will grant you, in a short period of time.)
There have not been 943 instances where a team played the same team three times in the same season. 943 instances? Sorry, you don't know what you are talking about. It doesn't happen that often.
When it does happen it's it's usually two division opponents who played each other twice during the regular season, and then they face each other again in the playoffs.
It's not rare... but it also doesn't happen every year. The NFL hasn't been around long enough to have this happen 943 times. Your data must include ALL games, which is irrelevant. That's not at all the fallacy that I was addressing.
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