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Nice Article on Hayden

moondog24

HB MVP
Oct 31, 2009
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Probably not a lot of recent Hawk fans know a great deal about the entire legacy of Hayden Fry. With the recent passing of Dean Smith, much has been said about his recruitment of Charlie Scott and opening the door to blacks in the ACC. Hayden was also a trailblazer in Texas with the recruitment of Jerry Levias. As Robert Smith (the first Texan to play for Hayden in Iowa) states, there was another side of Hayden besides winning football games.

The Other Side of Hayden Fry
 
Get a copy of this. Hayden came from poverty and worked his butt off. Been a while since I read it. Seem to remember he and Bill Brasier were childhood buddies.


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