Polls 2015-16

[KeithK]

Assuming winning, tying, and losing are equally probable random events, the odds are in our favor for winning the next game. ;-)

I may need a refresher in probability theory.  I thought our odds remain the same.  Coin flip analogy: Even if you flip 10 heads in a row, it's still only 50/50 that the next flip will be tails.

The rules are different in sports. Totally. We are DUE for a win! I'm sure I read that in a textbook somewhere. :-)

[ugarte]

Assuming winning, tying, and losing are equally probable random events, the odds are in our favor for winning the next game. ;-)

I may need a refresher in probability theory.  I thought our odds remain the same.  Coin flip analogy: Even if you flip 10 heads in a row, it's still only 50/50 that the next flip will be tails.

You need a refresher in emoji theory.

[TimV]

Assuming winning, tying, and losing are equally probable random events, the odds are in our favor for winning the next game. ;-)

I may need a refresher in probability theory.  I thought our odds remain the same.  Coin flip analogy: Even if you flip 10 heads in a row, it's still only 50/50 that the next flip will be tails.

You need a refresher in emoji theory.

I think I'm getting the hang of it now.::moon::::wank::

[Swampy]

Assuming winning, tying, and losing are equally probable random events, the odds are in our favor for winning the next game. ;-)

I may need a refresher in probability theory.  I thought our odds remain the same.  Coin flip analogy: Even if you flip 10 heads in a row, it's still only 50/50 that the next flip will be tails.

You need a refresher in emoji theory.

+1