Hot Sauce Guy
Footballguy
I mean, saying "be honest", and following that with a statement asserting that I am only cherry picking data that supports my point seemed pretty clear.I did not mean to accuse you of being dishonest, I just think you have your opinion, and like most people these days (including myself) you do not want to see data that contradicts your opinion, because then you may have to re-evaluate your opinion.

The fact is that I am using the full sample size so as to *not* cherry pick data over a 10 game sample. My feeling is that either we should use the overall % from the data set (52.x%) or don't use the data set. It wasn't I who segregated out those 10 games, and I am not of the belief that they are statistically significant for a variety of reasons.
But I do appreciate your clarification.
There are a whole lot of maybes built into your percentages though.Let's look at yesterday's game in a different light: KC scored TD's in 4 out of 10 drives in regulation. Now 2 of those drives ended in FG attempts due to the end of the half or end of the game, so we don't know if KC would have gotten TD's on those drives. So KC scored 4 TD's on 8 drives they could have scored TD's on in regulation. That is a 50% TD rate. So KC wins the toss, and based on how they performed in regulation, they have a 50% chance of winning the game by scoring a TD on the opening drive. If they don't score a TD on the opening drive, they could kick a field FG, they could get a few first downs, punt and pin the Bills deep in their own territory, or they could go 3 and out and likely give the Bills the ball between the 25 to 45 yard line. Or perhaps they turn the ball over. The fact is whatever KC does when not scoring a TD on the opening drive, their chance to win the game at that point is not zero. Let's just say they have a 50% chance to win when they don't score an opening drive TD. They win 50% of the time when they score an opening TD, and the other 50% of the time, when they don't score an opening TD, they win 50% of the time. So the Chiefs then have a 75% chance to win the game by winning the coin toss. Even if you gave the Chiefs a 40% chance to win when not scoring an opening TD, they would still have a 70% chance to win the game by winning the coin toss. That just seems like to big an advantage for one team when both teams have played 60 minutes of football to a tie.
In THIS game, do you really think if the Bills make a stop & get the ball in OT they aren't at least kicking a FG? If not, then that 75% suggestion is somewhat fanciful. If the Chiefs were stopped on that drive, I give the Bills a 90%+ chance to win that game in OT.
If the Chiefs had only managed a FG, then I give the Bills a 60% chance of scoring a TD for the win, and a 90+% chance of kicking a FG for another tie.
In which case I give the Chiefs a 75% chance of winning anyway - 90% if they had a better kicker who hadn't already had the yips in this game.
Other factors in this specific game were weather & intensity of play. That game was balls to the wall for the entire 4th quarter. Those players were all exhausted. As a result the Chiefs probably had an even better chance to win after winning the coin toss.
But all those hypotheticals aside, that applies to this one game under those specific circumstances.
Other games play out differently. And I am not inclined to lobby for a wholesale rules change because something happened in one game. Especially one game like that one. Just as 10 games was way too small a sample size to draw meaningful inference from, 1 game is a ridiculously small sample size to do the same.