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Beat Illinois

bac2therac

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Jul 30, 2001
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Belle Mead NJ
Its that simple. Illinois is not a good team and they have even more injuries than Rutgers. I watched them last night against Wisconsin and they play a wretched brand of offense. I don't think they got any production at all from their point guard spot and don't seem to have the quickness and athleticism that many of RU's Big 10 opponents have had. Oh and they have injuries...more than RU. Last night one of their forwards Finke went down which will leave them with only one true big man. He joins forward Thorne Jr who has been out, forward Black who is out, and guard Abrams who was out since before the season started. Also their best player Kendrick Nunn battled an injury that kept him out 8 weeks and he also missed some minutes last night after suffering a hip injury but returned to play.

At 10-12 and just 2-7 in league play, head coach John Groce is going to be on the hot seat at the end of the year. Somehow they have a win over Purdue 84-70 early in the Big 10 slate at home but have fallen as of late. Minnesota is their only other win. Still they have been much more competitive in losses than Rutgers as they have two down to the wire losses to Ohio State and only two blowout losses to Indiana and Michigan State. One has to figure Illinois is circling Rutgers as the game they should win as well.

Lets note that Illinois is a terrible rebounding team that is rated 331 in the country and with only one legit big guy it looks like an even matchup across the board. Only one guy over 6ft7. No reason, no excuse for Rutgers to not win this game. Time to start showing progress in the win column and give evidence that this team is working on something. 24 straight league losses and no wins against top 250 rpi is pathetic. One win does not mean we need to throw a party and everything is oka but one win means there is at least evidence to point to. We can start there and see where it goes the last 8 games which have some easier competition.
 
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Its a bit unusual that the pressure is on RU to win this game. Could this game be another litmus test for Eddie's potential future as RU HC ? A loss, especially a bad loss, will have even more barbarians at the gate calling for Eddie's head.
 
Pressure on both teams because Groce could be in trouble too as a lose to Rutgers could bring out the pitchforks in Illinois. Lets just say both coaches need this game. There is no excuse for Rutgers not to win this game against an ailing and sputtering Illinois at home
 
Sounds like the best matchup in the league for us. Doesn't mean we'll win, but it's our best chance.
 
I'm shocked I am the first person to like this post after a whole day
 
I don't know about much about Illinois and their injuries - they won at Minnesoa in OT.

And I know we lost to St. John's at full health.

But this is the team's best opportunity at a conference win
 
:scream: ummmm...have you forgotten how bad we are.

If both do not play that makes 5 of their top 8 players coming into the season out. That is worse than our situation. Nunn is a huge production guy for them who already missed significant time. For those who say there are other banged up teams as bad as Rutgers here is your example
 
It is likely Nunn plays.

BTW the man, LV, has Illinois as a 6 1/2 favorite...it says Horne OUT and Nunn ???. it laso has Freeman - OUT
 
I will be really surprised if Nunn and Finke don't play. I believe Nunn came back the last game and finished and I thought Finke only bumped a knee with another player. This might just be a smoke screen.
 
Finke likely out, and Nunn a game time decision based on news reports. Either way, HAVE to get this W!!!
 
I too believe Nunn will play but he isn't 100%. Still they have 4 guys out...no excuses tonight. Finke is very unlikely according to multiple news sources. They are 7 point favorites still. In fairness along with Nunn, Hill is their other top player scoring 18 ppg so stop one of those two and it should be a win
 
So this is what it has come to. A little sad, but at rock bottom the only way to go is up. Gotta start somewhere and the best thing you can do is just win baby.

keep-calm-and-beat-illinois-2.png
 
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I agree that it appears as if Goode is over his head competing in the B1G. With that said, he simply has zero confidence in himself right now. I'd like to see how he performs after a few things go right for him while on the court.
 
Mick Foley will be in the building tonight too, could always suit him up ... is the mandible claw a flagrant?
 
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