Here’s another weirdness about Iowa. In 6 of the 1,681 precincts that caucused last night, Hillary Clinton and Bernie Sanders ended up in a tie and flipped a coin to decide who should get a delegate. It’s not exactly a rational way to pick a President, is it?
But it gets even weirder, because Hillary Clinton won all six of the coin tosses. What are the odds of winning six coin tosses in a row? As simple mathematics would reveal, and as several newspapers have reported, Clinton had exactly a one-in-64 chance — or 1.6 percent — of winning all six flips. Most of us could never dream of winning even two of three coin flips in a row, much less a half dozen.
What kind of coin were they using for these flips, anyway? Was it of the two-headed variety, or improperly weighted, or did Sanders’ minions fall for the old heads I win, tails you lose trick?
Hillary Clinton may not have fared as well as she wanted in the Iowa caucuses, but she sure lucked out in the coin toss category. She probably should have bought a PowerBall ticket.