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Osborne turned down Gary Patterson for Pelini

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Yes, it was you! I remember it vividly, but couldn't think of your name to tag in the OP.

The TO crowd is awfully silent right now but it's early. I notice one of his crew members is already in here with excuses.
I am confused I think most would say TO was a great coach but not sure most would say that about his decisions as an AD - But again the progressions of dumb decisions led to that - It was Perlman that came begging for him to be the AD
 
I remember Patterson getting some traction on the board, but I don't remember strong objections to Pelini. Many people loved them some Bo. He was very much a fanbase favorite.
 
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the issue isn't whether he would come now - I highly suspect he wouldn't - but rather would he have come after the 2007 season while in the mountain west - I highly suspect he would
A hindsight botch by TO, but given that Pelini was a fanbase favorite, this is Monday morning, 2007 quarterbacking.
 
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I remember Patterson getting some traction on the board, but I don't remember strong objections to Pelini. Many people loved them some Bo. He was very much a fanbase favorite.

For many it felt like poetic justice to hire him after Steve was fired and had passed him up for Callahan.
 
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I am 100% disgusted reading that article knowing we had a shot and went with the crowds choice "Because he was a Nebraska guy"... because "He is hard nosed and know what Nebraska is about"... because "He coached under Solich and he knows Nebraska football"... Why does there need to be a tie to Nebraska to understand what good football is?
 
I wish we would have hired him, but there is no way to know if Patterson would have succeeded here despite his success at TCU. We probably would have run him out of town by now for having a 5-7 season. Some coaches are great at one school and not so great at a different one.
 
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I wish we would have hired him, but there is no way to know if Patterson would have succeeded here despite his success at TCU. We probably would have run him out of town by now for having a 5-7 season. Some coaches are great at one school and not so great at a different one.
If you are going to have a season that really blows it better be your first one or after you have shown some results. I do not think that is different at any program
 
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So, do you think his wife was in the interview or just the dinner? Or was the dinner the interview?
 
A hindsight botch by TO, but given that Pelini was a fanbase favorite, this is Monday morning, 2007 quarterbacking.

all major decisions are judged by history -

I suspect at the time, Custer thought it was perfectly reasonable to march his troops into Little Bighorn Valley
 
all major decisions are judged by history -

I suspect at the time, Custer thought it was perfectly reasonable to march his troops into Little Bighorn Valley
Ha...and tell them to dismount! If only someone had told him there were 3,000 pissed off dudes waiting for him!
 
I remember Patterson getting some traction on the board, but I don't remember strong objections to Pelini. Many people loved them some Bo. He was very much a fanbase favorite.

True story ^^^^^
 
Wow, colossal failure as a AD.
In hindsight, absolutely. But as others have pointed out, the timing off of an "outsider" coming in and really losing all Husker identity, it wasn't as easy of a decision as one might think. Pelini had his run with the Huskers and his "ties" to Nebraska under Solich. He was a "rising star" after coaching LSU's defense under Miles. It wasn't like the hire was completely without merit, but it certainly appeared to be the wrong decision now.
 
I'll go one further. The one many fans want to crucify, Harvey Perlman, wanted Patterson but was overridden by the AD, which I guess is right, but things may have changed in his legacy as well if this decision had gone his way.
 
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
I realize that Frost may be a good hire but could someone explain why he would be a better choice than Iowa States Campbell?


I'm a man of few words ...


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If you are going to have a season that really blows it better be your first one or after you have shown some results. I do not think that is different at any program
He would’ve been ran out after his 2012 and 2013 seasons here (7-6 followed by 4-8). Even though he followed those up with 2 11 win seasons.
 
I realize that Frost may be a good hire but could someone explain why he would be a better choice than Iowa States Campbell?

He wouldn't be - it's Campbell's $10 million buyout that makes him an unrealistic choice. He's not going anywhere this year.

There's no guarantees with any coach. For all the talent Mack Brown had at Texas, he only won the Big 12 twice in 16 years. He likely wouldn't have done any better than Solich. Who knows how Patterson would have done here either when we moved to the Big Ten, without the Texas recruiting base. He went 6-7 last year and 4-8 a few years before that. He probably would have been run out of Lincoln by now.
 
In retrospect - if that was TO's decision - it was not a great one. What Patterson did not answer is if he would have gone to Nebraska....I suspect he showed a lack of interest when interviewed (given our history with Solich). Plus TO wanted to keep Watson - no way Patterson would have agreed to that. Pelini had a lot of booster and fan mojo - although he did not handle his exit on Solich particularly well (got on the radio to rant about the Administration being #1 on that list).
Bo wanted the gig - TO was not alone thinking Bo was a good idea. In all honesty - Pelini was the "next great coach" given his success as a DC (OU and LSU). BUT....he ended up having a number of weaknesses as a head coach and NO INTEREST in working to improve them. Got him fired eventually. Yeah I think Patterson would have been better but frankly we don't know if he would have come if offered - he refused to answer that question.
He would have come. When you phrase it "some of the best prayers are those that are unanswered" that pretty much says it all. This isn't a guy lying saying "nah I turned them down". He SAID he was praying to get the NU job.
 
i'm not going to lose any sleep over what did or didn't happen back in 2007. i'm far more interested what the near future holds for nebraska football.
 
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i'm not going to lose any sleep over what did or didn't happen back in 2007. i'm far more interested what the near future holds for nebraska football.
I agree, but I don't want to be reading stories on here in 2027 after a possible failed coaching Tenure of Frost and finding out we turned down Kelly or Patterson to please the fan base
 
In 2007, Patterson was 8-5 overall and 4-4 in the Mountain West. He has had two losing seasons in the Big XII. Patterson is regarded as a great coach, but how would Husker Nation respond to 4-8 season.
The other years though. And I think he wouldn't have ever been that bad here, it's TCU.
 
In hindsight, absolutely. But as others have pointed out, the timing off of an "outsider" coming in and really losing all Husker identity, it wasn't as easy of a decision as one might think. Pelini had his run with the Huskers and his "ties" to Nebraska under Solich. He was a "rising star" after coaching LSU's defense under Miles. It wasn't like the hire was completely without merit, but it certainly appeared to be the wrong decision now.
The kicker though is that Tom asked Frank about Bo and Frank told him not to hire him as a head coach. He was warned that Bo couldn't handle it.
 
You've been a member since 2005 so either you've ignored the posts or haven't paid attention.
I realize you are into the archived post thing but peoples opinion change and grow depending what happens or what does not happen.

  • Perlman and the fan base were begging TO to come in as AD and save the day
  • He fires Callahan - everyone agreed with that one
  • He hires Pelini - no whiny about that one TCU was 7-5 that year by the way heading into the bowl game - Pelini was DC playing for MNC - Our defense has been horrible and he was thought as one of the best if not the best DC in the country
That part of process made sense to me what did not make sense from that point was keeping Watson and allowing the embarrassing temper outburst to continue

In hind sight Pelini was a bad hire then it did not appear so
 
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