dryheat44
Experienced Starter w/First Big Contract
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The Jumping-Off point:
Let's start with the formula: impact = talent X fit X need
I don't think Patchick that as a literal mathematical formula, as need would be the overriding concern. I also don't think all three are considered in equal measure. What I've come up with is:
I = 30%T+50%F+20%N
I don't know if that's entirely accurate, but it seams reasonable. To test it out, I considered 12 prospects that would be a good cross-section between those three attributes. They were graded on a simple 5 point scale, so the gaps between them aren't representative. But according to this theory, the Patriots priority list would look like this (among the 12 I ran numbers for):
1. Darrelle Revis 4.8
2. David Harris 4.7
3. (tie) Adam Carriker, Robert Meachem 4.4
5. Joe Staley 4.1
6. Anthony Spencer 4.0
7. Josh Wilson 3.8
8. Brady Quinn 3.7
9. Patrick Willis 3.5
10. Chris Houston 3.2
11. Zach Diles 3.1
12. Jamaal Anderson 2.8
Is this the order of preference Belichick might have? Probably not, since 1) Carriker would probably go ahead of Harris and Meachem, and 2) Diles would almost certainly be on the bottom. But with another attribute figured in, like "Positional Rarity", we could probably solve the first one, and with a wider scale the second flag would probably be resolved.
I'll be doing some more thinking and refining. Any thoughts in the meantime?
patchick said:That pretty much summarizes my exact thoughts on Willis. And it's made me ponder this impromptu equation:
impact = talent X fit X need
Guys like Carriker and Staley come up as legitimate Pats 1st-rounders despite marginal need because of their outstanding talent and fit scores. Patrick Willis, meanwhile, comes across as a terrific talent at a key position of need yet not a perfect fit. I'd never pass him up at #24 because I think he could succeed at the Pats' ILB position, but it wouldn't be the best use of his talents.
Meanwhile the more I watch Stewart Bradley, the higher he climbs. Clearly less talented but looks like an ideal fit, yielding a solid impact...and likely an excellent draft value, given that the talent part of the equation holds fairly equal across teams while the fit varies wildly. More gut reactions on highlight clips say that Brandon Siler looks pretty average on both talent and fit; Lawrence Timmons looks enormously talented and a terrible fit; Jon Beason simply looks all wrong. (I wish I could speak more intelligently on Beason, but he just doesn't look anything like a Pats ILB to me.)
So right now my ILB-or-bust board is pretty scant:
1. Patrick Willis (outstanding talent, average fit)
2a. David Harris (excellent talent, very good fit)
2b. Stewart Bradley (very good talent, excellent fit)
gap
3. Paul Posluszny (very good talent, very good fit)
gap
4. Anthony Waters (potentially excellent talent and fit, but hard to evaluate)
gap
5. Desmond Bishop (good+ talent, very good fit)
Let's start with the formula: impact = talent X fit X need
I don't think Patchick that as a literal mathematical formula, as need would be the overriding concern. I also don't think all three are considered in equal measure. What I've come up with is:
I = 30%T+50%F+20%N
I don't know if that's entirely accurate, but it seams reasonable. To test it out, I considered 12 prospects that would be a good cross-section between those three attributes. They were graded on a simple 5 point scale, so the gaps between them aren't representative. But according to this theory, the Patriots priority list would look like this (among the 12 I ran numbers for):
1. Darrelle Revis 4.8
2. David Harris 4.7
3. (tie) Adam Carriker, Robert Meachem 4.4
5. Joe Staley 4.1
6. Anthony Spencer 4.0
7. Josh Wilson 3.8
8. Brady Quinn 3.7
9. Patrick Willis 3.5
10. Chris Houston 3.2
11. Zach Diles 3.1
12. Jamaal Anderson 2.8
Is this the order of preference Belichick might have? Probably not, since 1) Carriker would probably go ahead of Harris and Meachem, and 2) Diles would almost certainly be on the bottom. But with another attribute figured in, like "Positional Rarity", we could probably solve the first one, and with a wider scale the second flag would probably be resolved.
I'll be doing some more thinking and refining. Any thoughts in the meantime?












