How do we beat gophers?
- Thread starter redwine65
- Start date
I think it's pretty clear at this point we're going to have to win despite our QB and O-Line play.
Flush last night down the toilet and move forward.
We have a chance to go 10-2 a season after going 5-7. At the beginning of the season If you were told we would only lose to Wisky and tOSU, you would have accepted that. Now I know that tOSU was sending a message to the selection committee to get in to the playoffs this year, and tell NU they don't belong. Well the rest of the year is all we can do to answer this. Next year we send our own message.
To be honest, I am not sure that we will beat Minnesota. Their offense is putting up more and more points, while ours continues to decline. They are on a 4 game winning streak, while we are on a 2 game losing streak. Things look about even on the stats, but they have the momentum, while we do not. It is at home, so maybe that is the difference we need.
Give DPE a chance to return punts. Our oline is not good so put in our shiftiest back (mw). Pray.
It's a risk we have to take at this point. We are committed to having a bad o line for the rest of the season. We have to put our playmakers in to give us a chance
To have a strong finish. It is easier to accept a loss due to putting the ball on the carpet rather than losing due to a complete inability to move the ball as our most dynamic players watch from the sidelines
We need to get the ball to our playmakers, run quick short routes, screens, get the ball in their hands and let them make plays. Don't throw the ball 30+ yards down the field every time you pass the ball. Get into 3rd and short on offense and the defense has to get off the field on 3rd down.
How many times do we see the other team roll out an unexperienced QB, who then plays an excellent game? Quite often, it seems.
Ryker needs to be ready to do this. He is a senior.
Ryker needs to be ready to do this. He is a senior.
I would contend that were the schedules reversed for these 4 games Nebraska would be 4-0 and Minnesota would be 2-2...To be honest, I am not sure that we will beat Minnesota. Their offense is putting up more and more points, while ours continues to decline. They are on a 4 game winning streak, while we are on a 2 game losing streak. Things look about even on the stats, but they have the momentum, while we do not. It is at home, so maybe that is the difference we need.
Your point about momentum is true, but the stats are different in large part because we played 2 of the better defenses in our conference the last two weeks. Minnesota can run the ball. But if we take that away (that may be a big if), Leidner will not beat us through the air. He just won't.
Looking at the polls yesterday afternoon I was happy to see after the last two weeks that the Huskers are still ranked. Living in Washington I also noted that WSU is ranked 23 and U Dub is at 4. Many of the Cougar games have been after Huskers games this fall. After three and half hours of my emotions going up and down like a yoyo I find watching Mike Leech's team a welcome distraction and a way to come down from watching Go Big Red. Here's my take if we would play the two schools from the state I have resided in since I left Nebraska many years ago. The Cougars would score points on the Huskers. Their Qb, Falk is pretty good and they have a bunch of receivers that catch the ball. They make some great catches. They actually can run a little bit this year. The Cougar PK gets ZERO respect from Leech. They rarely go for a FG. Mike is still the same goofy coach he was at Texas Tech. Their O line plays pretty well, too. With that said I think the Huskers would beat them. The Cougar D can't stop anybody. I think the Husker run game would be too much for them and they could not contain Tommy. The Huskies would be another story. Browning is a very good Qb. Their running backs, Gaskin and Coleman are good elusive runners.. Pettis and the speedy Ross III are even better at receiver .I like their O line. A local kid starts on it. The Dawg's defense is pretty good too. It took a few years for Chris Petersen to get the Huskies to the level he had his teams at Boise State, but he seems to have his young team going now. There were actually a few fans ready to dump him after his first couple of years in Seattle. I hate to say it as my little brother went to U Dub, but I think the Huskies would be a tough out for the Huskers.
That is all speculation and I think a bowl game against one of those two teams is highly unlikely so here is how we beat the Gophers. Get back to the way we were playing earlier in the year. Run the ball with power. Make good throws to our receivers and they need to make sure they catch the ball. On defense cover the Gopher receivers through the whistle. Put pressure on their QB. I don't think he is very accurate and I think if we can put pressure him we can have our way on D. Oh yeah, Would somebody please tell Bryant that it is OK to start our offense on the 25 yard line and not the 10-20. Take a knee, Kid.
That is all speculation and I think a bowl game against one of those two teams is highly unlikely so here is how we beat the Gophers. Get back to the way we were playing earlier in the year. Run the ball with power. Make good throws to our receivers and they need to make sure they catch the ball. On defense cover the Gopher receivers through the whistle. Put pressure on their QB. I don't think he is very accurate and I think if we can put pressure him we can have our way on D. Oh yeah, Would somebody please tell Bryant that it is OK to start our offense on the 25 yard line and not the 10-20. Take a knee, Kid.
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We'll know by the end of the 1st quarter if our season is gonna tank. I have no idea how this team will react to OSU drubbing? OL is a total mess and defense may have had their confidence shaken.
We could try hoses and plastic explosives. 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
In all seriousness. Defense needs to man up and stop the run. They will try to do the same to Nebraska. If TA can play, and Nebraska wins, it will be a lot like the Illinois, Purdue, and Indy games. Nebraska struggles early and pulls it out in the end. IMHO, the only thing Nebraska has going for them in this game is that it is in Lincoln.
63 attempts running the ball.
Armstrong carries it 22 times.
Newby, I mean Ozigbo, I mean Wilbon, runs it 30 times.
Ozigbo, I mean Newby, I mean Wilbon, runs it 8 times.
Wilson, I mean Newby, I mean Ozigbo, runs it 3 times.
45 of the 63 attempts need to be options.
45 of the remaining 63 attempts need to be inside the tackles.
Well, we should also run some misdirection so save another 45 of the 63 for misdirection. This is good for Adam Taylor, not all 45 attempts though so we can distribute some to McNitt, or even Nabity.
Fire Langsdorf too!
Armstrong carries it 22 times.
Newby, I mean Ozigbo, I mean Wilbon, runs it 30 times.
Ozigbo, I mean Newby, I mean Wilbon, runs it 8 times.
Wilson, I mean Newby, I mean Ozigbo, runs it 3 times.
45 of the 63 attempts need to be options.
45 of the remaining 63 attempts need to be inside the tackles.
Well, we should also run some misdirection so save another 45 of the 63 for misdirection. This is good for Adam Taylor, not all 45 attempts though so we can distribute some to McNitt, or even Nabity.
Fire Langsdorf too!