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13-1*

I wouldn't brag about that

With that schedule you should be ashamed that you lost one.
 
It was meant to be a theoretical blackjack hand for HOGO


would the master hit a soft 14?
 
# 1 Bestseller - " Winning blackjack strategies and guide to


gentlemenly conduct" by Coach Dana HOGO.
 
It's Good To Know HoGo Has Something to Fall Back On....

.....because his coaching isn't cutting it.
 
HOGO will go after this season...but they'll bring in some new


genius and vastly overpay him as well.
 
Why Wait on HoGo to Go? Do it Now, Like He Was Stewart! Serve Him Right! *
 
Totally agree his tenure as coach must be considered


a failure, on and off the field. But my hunch if they fire him today they'd have to write the knucklehead a huge check under a contract they never should have offered in the first place. The cousins, as you know, love to blantly overpay and then boast about it....as if paying $100 for a dozen doughnuts somehow impresses us!
 
Re: Totally agree his tenure as coach must be considered

I guess I'd make him earn his pay......Bite the bullet until his contract is over.
 
I think that's what their new AD has in mind....but always hard


to fully comprehend the WVU mentality!
 
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