Political Oddsmaker Says Obama Will Lose in a Landslide

Enough is enough.

(Michelle Obama’s Mirror)

A political oddsmaker says Barack Obama will lose the election this year to Mitt Romney in a landslide.
Agreed.
Wayne Allyn Root at Townhall reported:

As an oddsmaker with a pretty remarkable track record of picking political races, I play no favorites. I simply use common sense to call them as I see them. Back in late December I released my New Years Predictions. I predicted back then- before a single GOP primary had been held, with Romney trailing for months to almost every GOP competitor from Rick Perry to Herman Cain to Newt- that Romney would easily rout his competition to win the GOP nomination by a landslide. I also predicted that the Presidential race between Obama and Romney would be very close until election day. But that on election day Romney would win by a landslide similar to Reagan-Carter in 1980.

Understanding history, today I am even more convinced of a resounding Romney victory. 32 years ago at this moment in time, Reagan was losing by 9 points to Carter. Romney is right now running even in polls. So why do most pollsters give Obama the edge?

First, most pollsters are missing one ingredient- common sense. Here is my gut instinct. Not one American who voted for McCain 4 years ago will switch to Obama. Not one in all the land. But many millions of people who voted for an unknown Obama 4 years ago are angry, disillusioned, turned off, or scared about the future. Voters know Obama now- and that is a bad harbinger.

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Jim Hoft is the founder and editor of The Gateway Pundit, one of the top conservative news outlets in America. Jim was awarded the Reed Irvine Accuracy in Media Award in 2013 and is the proud recipient of the Breitbart Award for Excellence in Online Journalism from the Americans for Prosperity Foundation in May 2016. In 2023, The Gateway Pundit received the Most Trusted Print Media Award at the American Liberty Awards.

You can email Jim Hoft here, and read more of Jim Hoft's articles here.

 

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