Friday, November 16, 2018

Liberal math: In ME-2 the Democrat came in second but wins the seat anyway

This is how the National Popular Vote will work in the case of president if states adopt the kind of legerdemain citizens of Maine adopted in 2016.

I say legerdemain advisedly, because it is not reasoning but simple trickery. In the case of the National Popular Vote, you will think X won your state but because Y got more votes nationally your state agrees to switch its electoral college votes to Y. In Maine because of an equally arbitrary decision to deprive the top vote getter from winning (the winner must get 50% even though Bill Clinton never did), the winner ends up losing because of "ranking". The last place finisher's votes, person D's, get reallocated to A, B, and C using math reflecting the voters' rankings of all the candidates until someone reaches 50%.

The voters collectively decide how your vote will go, not you, based on their ranking of the candidates, not yours.

In other words, if you happened to vote for D, and probably also for C in this case, your vote was changed to B, not the original winner A.

They say every vote must count, and call it democracy.

I seem to recall the Germans voted for Hitler, too. They gave up their freedom willingly, you see, so it must have been OK.


Poliquin narrowly got the most votes on Election Day – with 46.1 percent to Golden's 45.9 – but because he didn't get more than 50 percent of the vote, Maine's new law kicked in. Independent candidates Tiffany Bond and William Hoar combined received about another 8 percent of the vote. 

In the new system, approved by Maine voters in 2016, a person votes for their favorite candidate and ranks the other candidates by their order of preference. If no candidate gets more than 50 percent of the vote, the last-place candidate gets knocked out and the ballots cast for them are reallocated based on an algorithm that factors the voters' preferences. That process continues until one candidate has a majority.