Eol Sha wrote:The Portland Territory wrote:Yo, another mini-poll by yours truly. Who here thinks that Johnson/ Weld can actually win some states?
Personally, I see them having a good chance in New Mexico, Colorado, and New Hampshire, but that's it.
Worse than zero. They don't have the numbers to carry any state. In order to win a state Gary Johnson is gonna need at least 35% of the vote. He's nowhere near that. His momentum is pretty much gone. If he can't even get in the debates, he certainly can't win all of any state's electoral votes the democratic way.
In an idealized 3-way race, he could technically win with 33.34% of the vote. That's incredibly unlikely because it requires the other candidates to tie in voter share (33.33% each).
It's not an ideal 3-way though, because there are a few votes for Greens, Reform or Constitution (or in some states independents: while irrelevant nationally, in some states they're more significant than Stein).
Johnson is projected (FTE polls-only) to get 10.7% in New Hampshire, 11.5% in Colorado and 17.1% in New Mexico.
Taking New Mexico as the most likely, it's currently
Clinton 44.0%
Trump 37.5%
Johnson 17.1%
Other 1.4%
The "other" is just the residual when Cl, Tr and Jo are added together and subtracted from 100%.
For Clinton and Trump to tie and Johnson to just surpass both of them, requires 98.6% ÷ 3 + 1 ... or 32.9% for Johnson.
Woohoo, more than half way!
Problem is though, that to get that tie between the others requires taking a very precise balance from each of them.
Clinton 44.0% — 32.8% = 11.2%
Trump 37.5% — 32.8% = 4.7%
Considering the more likely scenario that Johnson takes from both equally: the same number of votes (15.9%) will get Johnson to 32.9% but leave Clinton winning, on 36.1%
Taking the same amount from Clinton and Trump each, and winning (beating Clinton) requires taking x from each, according to this formula:
C — x < J + 2x
C — 3x < J
— 3x < J — C
3x > —(J — C)
x > (C — J) /3
J = 17.1%
C = 44.0%
x > 8.96666
Johnson's winning vote would be 17.1% + 2 * 8.97%
I didn't know it would turn out this way when I chose that example. That's 35.03%








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