**2015-2016 Iowa Hawkeye Basketball Season Thread**

ClintWalker

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Our guards don't even have to be "good". They just can't be godawful.
Sad thing is that Iowa has won in spite of their guard play the last three years. They have had the other pieces in place but guard play has been mediocre at best.
 

ClintWalker

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Good idea for Fran to continue to give Mike the ball in those situations. Hard to believe Iowa did not get a shot off in the last 15 seconds against Illinois
It's not hard to believe, it was the only possible outcome.

It's hard to believe that MG was allowed to do that for an entire career.
it's hard to believe Fran hasn't been able to upgrade the talent at that position for so long.
 

Slidewilly

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Good idea for Fran to continue to give Mike the ball in those situations.
Fran told Mike when he signed that he'd get Mike to the NBA, and by God, he's going to do it!

However, NBA ticket prices have gone up quite a bit since then.
 

Debit One

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Anyways, the same guy telling me an Iowa asst says they cant get a pg because everyone on the aau circuit knows the plan is for Connor to run the point at Iowa.
I can absolutely imaging opposing coaches telling recruits that, but do not believe it to be Fran's plan.

He has tried to recruit multiple PGs. If he was trying to hold the slot open for Connor he wouldn't recruit someone who could establish himself before Connor sets foot on campus.
 

nolookpass

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Anyways, the same guy telling me an Iowa asst says they cant get a pg because everyone on the aau circuit knows the plan is for Connor to run the point at Iowa.
I can absolutely imaging opposing coaches telling recruits that, but do not believe it to be Fran's plan.

He has tried to recruit multiple PGs. If he was trying to hold the slot open for Connor he wouldn't recruit someone who could establish himself before Connor sets foot on campus.
I don't recall him offering any in the 2017 incoming class or 2018.
 

ClintWalker

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Anyways, the same guy telling me an Iowa asst says they cant get a pg because everyone on the aau circuit knows the plan is for Connor to run the point at Iowa.
I can absolutely imaging opposing coaches telling recruits that, but do not believe it to be Fran's plan.

He has tried to recruit multiple PGs. If he was trying to hold the slot open for Connor he wouldn't recruit someone who could establish himself before Connor sets foot on campus.
Fran has obviously tried to recruit PG's.....he just can't seem to land one for what ever reason. His team the last two years was a competent PG away from making a deep run in the tourney.
 

Monster

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Iowa wont get a PG for another couple years other than maybe a 5th yr transfer. Ive got one real scoop in my life in regards to the Hawks....Haluska to Iowa(won a 6 pack from iza on that, which he still hasnt paid). Anyways, the same guy telling me an Iowa asst says they cant get a pg because everyone on the aau circuit knows the plan is for Connor to run the point at Iowa.
But has this asst been in the ring for 3 rounds?
 

nolookpass

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Iowa wont get a PG for another couple years other than maybe a 5th yr transfer. Ive got one real scoop in my life in regards to the Hawks....Haluska to Iowa(won a 6 pack from iza on that, which he still hasnt paid). Anyways, the same guy telling me an Iowa asst says they cant get a pg because everyone on the aau circuit knows the plan is for Connor to run the point at Iowa.
But has this asst been in the ring for 3 rounds?
he loves his job and had a Dad.
 
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Bracket Matrix has us as the second 7 seed. Lunardi is the only prominent national guy today I've seen that has us as a 6.
 

ivan_drago

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Bracket Matrix has us as the second 7 seed. Lunardi is the only prominent national guy today I've seen that has us as a 6.
I think they're going to get a 6, but a 7 won't be the worst thing in the world. 6 across from Utah at the 3 would be ideal.
 

fuisu98

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Bracket Matrix has us as the second 7 seed. Lunardi is the only prominent national guy today I've seen that has us as a 6.
I think they're going to get a 6, but a 7 won't be the worst thing in the world. 6 across from Utah at the 3 would be ideal.

That's why one of the reasons I was hoping for Denver. That's a good match up for the Hawks.
 
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This guy has been one of the best. Is going through his entire seed list with quick rationale. Has Iowa as the highest 7 seed but...

 
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Final Matrix using brackets updated this morning has us as the highest 7 seed. Average of 6.67.

10's are Cincy, Pitt, Wichita, St. Bonaventure
11's are Gonzaga, St. Mary's, Temple, Michigan

2's are Virginia, Villanova, Oklahoma, West Virginia
3's are Xavier, Miami, Utah, Kentucky

Pomeroy and Sagarin would have us favored over Utah.
 

AZmessDAWG

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New season. Hopefully they play loose like they did last year. Favorable first weekend draw.
 

Verbal

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There is an accurate jinx on that cover, but Iowa will not be the recipient. Oklahoma is going down early, likely in the second round against VCU, IMO.
 

brantshawks

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That's an interesting approach. Maybe a try at a reverse jinx? They've been sucking ass, so give them the cover so it changes their path?? Bold move, Cotton.
 

MikeyJoe

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I know that everyone here is kidding, but the "OMG JINX OMG" talk makes me want to murder people.
 

Geese

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-34,032
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