Don't think that's true, but fine, dial it down a notch and say he's a comparable prospect to Mitts.
- Lunaion

That's probably fair. he's 2 years removed from his draft and has an okay AHL season to show for it.

I dunno, it still seems like a high risk play.

This isn't the whole story, but it should be considered as a piece.


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

Good post. %100.

No haven't heard that but i'll take it !
- SABRES 89

Makes no sense whatsoever. Why take a chronically underachieving goalie with 5 years left on his contract when our "star-in-waiting" will be ready in a year (2 at the latest). Granted, nothing is guaranteed.....

It depends what you consider to be top-grade. He was recently a norris finalist - it isn't like he fell off a cliff
- Slump Buster

That's exactly what happened.

Good post. %100.
- Der Kaiser

yea that one's on me.

Makes no sense whatsoever. Why take a chronically underachieving goalie with 5 years left on his contract when our "star-in-waiting" will be ready in a year (2 at the latest). Granted, nothing is guaranteed.....
- turbo044

Because this team stinks and has stunk for years now, you don't pin your future on a goalie of all positions, or should we continue to let Eichel and Company waste away ?

That's exactly what happened.
- TheSabresTaco

yeah i don't understand why that's being ignored. He got older and got worse. Are we really prepared to say that from 30-33 he'll be a top pair d-man?

I'd take Mitts over Tolvanen all 8 days of the week.

Makes no sense whatsoever. Why take a chronically underachieving goalie with 5 years left on his contract when our "star-in-waiting" will be ready in a year (2 at the latest). Granted, nothing is guaranteed.....
- turbo044

Until the team actually wins, I'm willing to try any and all things to get better.

Sign Perry with a 1-2M base and 1-2M in bonuses based off performance

Trade anyone not named Eichel and Dahlin if the return is justified (please understand that I don't need everyone traded, but if there is a deal that makes the team better for anyone on the roster, it needs to be strongly considered.)

Put the profits in the profit cycle

So we hate Zach Bogosian at 1 year for 5+ million playing 2nd/3rd pair minutes, but are dying for Subban's 9M in the same role?

I love this place.
- TheSabresTaco

First off, love how you started your statement.

Bogo and Subban are not comparable

That's probably fair. he's 2 years removed from his draft and has an okay AHL season to show for it.

I dunno, it still seems like a high risk play.
- Sabresfan-365

Depends what the price is.

Size matters, but it's really only important when you get close enough to the target.
- Der Kaiser

You know, I’m automatically attracted to beautiful — I just start kissing them. It’s like a magnet. Just kiss. I don’t even wait. And when you’re a star, they let you do it. You can do anything.

Until the team actually wins, I'm willing to try any and all things to get better.

Sign Perry with a 1-2M base and 1-2M in bonuses based off performance

Trade anyone not named Eichel and Dahlin if the return is justified (please understand that I don't need everyone traded, but if there is a deal that makes the team better for anyone on the roster, it needs to be strongly considered.)

Put the profits in the profit cycle
- thatsapickle

Only players on ELC's and 35+ contracts can receive a performance bonus. Perry is 34.

yeah i don't understand why that's being ignored. He got older and got worse. Are we really prepared to say that from 30-33 he'll be a top pair d-man?
- Sabresfan-365

he's becoming injury prone, slower, and less able to actually defend.

There's no way he brings more than 6M of value, today. That number's most likely going to continue to fall over the course of the contract.

If the Sabres take it, they need compensation.

Depends what the price is.
- Michael Pachla

Exactly, that's I say it's either gunna be a steal or we're getting slapped.

he's becoming injury prone, slower, and less able to actually defend.

There's no way he brings more than 6M of value, today. That number's most likely going to continue to fall over the course of the contract.

If the Sabres take it, they need compensation.
- TheSabresTaco

It would also be entirely too many offensive d-men on the roster. Who the hell is going to actually defend? Nelson?

Only players on ELC's and 35+ contracts can receive a signing bonus. Perry is 34.
- Sabresfan-365

fine... give him $3-$3.5 million.

Put profits in the profit cycle?

It would also be entirely too many offensive d-men on the roster. Who the hell is going to actually defend? Nelson?
- Sabresfan-365

Larry and the Lion.

First off, love how you started your statement.

Bogo and Subban are not comparable
- washedup20

They are comparable only in the sense of their placement in the lineup.

Subban is unquestionably worth more than Bogosian. But that contract is woof central, and may hinder us in building a balanced roster. Dahlin is about to surpass Subban's offense for 8M less.

I'm simply against paying another guy who can't defend and is injury prone 9M. That's all. That's exactly what Nashville is thinking too. And they need a buyer.

I'd take Mitts over Tolvanen all 8 days of the week.
- TheSabresTaco

Fine, but he'd be our #1 prospect by a wide margin....until (assuming) they make the #7 pick.

Fine, but he'd be our #1 prospect by a wide margin....until (assuming) they make the #7 pick.
- Lunaion

I might buy that. Nylander is much more skilled and Olofsson is more polished. IMO.But he'd be a top guy no doubt.

IMO, I would grab Cory Perry, he seems pretty pissed and determined that the Ducks dumped him.
- SABRES 89

1 yr 2.5-4 mil incentive based deal.

1 yr 2.5-4 mil incentive based deal.
- dadeadhead

I'd go 2 years

1 yr 2.5-4 mil incentive based deal.
- dadeadhead

I was informed unless you're over 35, or on an ELC, you cannot have an incentive based deal.

Perry is 34.

I'd go 2 years
- SABRES 89

He's an absolute richard on the ice and if he has motivation, I would be all in for it.