seabowl
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Mods forgive me in that I know there are a few topics on refs/conspiracy but I think the seriousness of this deserves its own thread.
In 2014 and 2015 opponents when playing Seattle have been called for the fewest penalties in the league again when only playing Seattle. This year so far these same opponents are ranking 29th out of 32 teams in having the fewest penalties being called against them when playing Seattle. Pretty close to last.
Do you have any idea what the odds are of this happening is? Just take 2014 &2015 and it's almost impossible. Now add that opponents are agiain almost last and it shows there is a major flaw in the "integrity" of the refs. I'm not saying they are doing this on purpose but they are clearly only looking for calls against Seattle.
If you want to see for yourself it's on the site Team Rankings. This blows my mind.
BTW here are the odds for the 2015 and 2015 last place ranking:
...a 1 in 64 chance of picking the right one.
(Mathematically, 1 in 64 is represented by the numerical fraction 1/64 or 0.015625.)
Edit: 1 in 32 chance and again another 1 in 32 chance. About 1000-1 chance of happening.
In 2014 and 2015 opponents when playing Seattle have been called for the fewest penalties in the league again when only playing Seattle. This year so far these same opponents are ranking 29th out of 32 teams in having the fewest penalties being called against them when playing Seattle. Pretty close to last.
Do you have any idea what the odds are of this happening is? Just take 2014 &2015 and it's almost impossible. Now add that opponents are agiain almost last and it shows there is a major flaw in the "integrity" of the refs. I'm not saying they are doing this on purpose but they are clearly only looking for calls against Seattle.
If you want to see for yourself it's on the site Team Rankings. This blows my mind.
BTW here are the odds for the 2015 and 2015 last place ranking:
...a 1 in 64 chance of picking the right one.
(Mathematically, 1 in 64 is represented by the numerical fraction 1/64 or 0.015625.)
Edit: 1 in 32 chance and again another 1 in 32 chance. About 1000-1 chance of happening.