Thursday, February 11, 2016

Democratic math

Yesterday we showed you how far the overwhelming leader in the Republican presidential race, Donald Trump, had come. After the Iowa caucuses and the New Hampshire primary, he has 17 (seventeen!) of the 1237 delegates he needs to win the nomination. He is 1.4 per cent of the way there!

Today, we’ll highlight the Democratic race for delegates in which* Hillary Clinton has garnered approximately 180,578 votes in the Iowa caucuses and the New Hampshire primary (combined) and Bernie Sanders has amassed 236,394 votes. (That is, of the approximately 417,000 votes cast for the two leading candidates, Sanders has 56.7% and Clinton 43.3%.) This translates into 42 delegates for Sanders (of the 2,382 he needs to win the nomination) and 394 for Clinton (and we’re assuming she needs the same number).

As promised, we’ll highlight . . . not explain.

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* This assumes 171,000 voted in Democratic Iowa caucuses; the exact figures have not been released that we know of.

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