Wed Feb 12, 2020 8:01 am
Nice job gkhd11a.
My own ratings are different than RiggoDrill's own. I'll break down the differences in another post. But among the 4 so-called egregiously overpriced cards you targed, only Ruth 13.07M and McGwire appear in my ratings too expensive by more than 1M.
I should mention that there is a big advantage to use dominant offensive cards in the heart of the lineup. It pays to get monster cards that are perhaps less optimal to the stadium, especially for the cleanup spot because of the leverage the clean-spot has. So I too sometimes go on with a Bonds-type of card in Forbes.
This said, I did a WAR analysis of your team (Win above replacements). Your team had a 98-64 pythagorian record, and a 103-59 real record, and my WAR analysis yielded an expected record of 101-61.
WAR analysis of your team= 54 (replacement level) + 17.7 (pitching) + 29.1 (offense adjusted for defense) = 100.8 wins
Here are how the 101 wins break down. First column right after the name is the WAR contribution. Then the price tag you should expect to pay to get that much WAR, considering the playing time of the given player. Then the real salary, and the extra value the guy had.
Name........... WAR2,,,,,,,,,,,,, Money value,,,,,,,,,,,,, Real,,,,,,,,,,,, Extra value
............................. of performance ,,,,,,,,,,,,,,,,,,,,,,,salary,,,,,,,,,,,,,,
King, S. (1888) 9,72...... 14,96....... 10,84...... 4,12
Walsh, E. (1910) 5,89....... 10,70...... 10,79....... -0,09
Pfiester, J. (1907) 1,77....... 4,88....... 7,06....... -2,18
Donald, A. (1939) 3,00....... 5,22....... 2,45....... 2,77
Sutton, D. (1982) 0,27....... 2,90 ....... 1,32....... 1,58
Mantei, M. (2003) 0,57 ....... 2,37 ....... 2,73....... -0,36
Garman, M. (1977) -0,24....... 0,23 ....... 0,77....... -0,54
Sambito, J. (1986) -2,07....... -1,82....... 0,55....... -2,37
Bair, D. (1988) -1,17....... -0,70....... 0,54....... -1,24
TOTALS
Name........... WAR2,,,,,,,,,,,,, Money value,,,,,,,,,,,,, Real,,,,,,,,,,,, Extra
..........................of performance ,,,,,,,,,,,,,,,,,,,,,,,salary,,,,,,,,,,,,,, Value
Roseboro, J. (1965) -0,4....... 1,96 ....... 1,06....... 0,90
Henry, J. (1916) -1,6 ....... -0,60....... 0,9....... -1,50
McGwire, M. (1999) 4,2 ....... 7,74 ....... 9,54....... -1,80
Carew, R. (1982) 2,4....... 4,70 ....... 2,91....... 1,79
Smith, K. (1982) 1,5 ....... 3,19 ....... 2,09....... 1,10
Lajoie, N. (1904) 7,3 ....... 10,75 ....... 8,78 ....... 1,97
Melillo, S. (1934) -0,5 ....... -0,29 ....... 0,72 ....... -1,01
Adams, B. (1955) 2,8 ....... 6,01 ....... 2,32 ....... 3,69
Appling, L. (1936) 4,7....... 8,32....... 7,62 ....... 0,70
Wine, B. (1964) -0,4 ....... -0,01....... 0,76 ....... -0,77
Cardenal, J. (1980) -0,1 ....... 0,14....... 0,58 ....... -0,44
Davis, T. (1965) 0,0....... 0,21....... 0,52....... -0,31
Hamilton, B. (1896) 0,4 ....... 4,14 ....... 6,14 ....... -2,00
Waner, L. (1927) 1,3....... 4,85 ....... 5,52 ....... -0,67
Ruth, B. (1927) I-2 7,5....... 11,25 ....... 13,07....... -1,82
S. King was the MVP of your team. 360 innings with an ERA of 3.60, he generated 9.7 WAR. To get that many WAR, you should typically pay 15M, but King cost "only" 10.84M, he gave your team an extra value of 4.1 WAR for his buck. By that I mean that, if you were to spend 89M on your ball club, and get 89 wins with this spending (assuming here, for sake of simplicity 1M=1WAR), then the buying of King would have given your team 104 wins, 15 wins for 11M.
Ruth did a pretty good job. He was the second best player with 7.5 WAR. But his 7.5 WAR, considering his playing time, was worth 11.25M, not 13.03M. You could have expected 2 more wins with a more optimal player. In contrast, Lajoie generated 7.3 WAR, but only cost your team 8.78M. He generated 2 more wins compared to your average 9M player.
The bargain value was Adams. He played like a 6M, but cost only 2.32M. He alone almost compensated for the four "egregiously" overpriced cards your team had: McGwire, Ruth, Hamilton and Waner together cost 34M but generated only 28 wins. Paying 34M to get 28 wins usually translates in a 75-87 kind of team, considering you must assume some obligatory costs that don't generate any (or minimal) value like having subs, paying for useless relievers, etc.
But you had great values in Adams (+3.7 wins), Carew/Smith platoon (+2.9 wins), Atley Donald (+ 2.8 wins... thanks to a dominating season 3.82 ERA...call that luck), Sutton (+1.6 wins...thumbs up for having him against some extreme right-handed divisional rivals).
Had you been able to generate 34 wins with your so-called egregiously overpriced cards, your team could have ended up with 107 wins given the super performance of the players mentioned above.
To get this analysis, I had to assume a few things. For defense, I attributed to Lajoie 15 extra double-plays over an average second baseman. For Hamilton, since he only had 5 assists (below average), I assumed that guys ran a lot on his arm without getting out. So I assumed that he allowed 20 extra bases.Perhaps I went too far. I redid the analysis with only 10 extra bases, and he was still under-performing. He did not have a good season. I assumed that the catchers were responsible of all the stolen bases, when in fact it's a combination. And for the sake of simplicity, I just assumed that Ruth, McGwire and Adams were as good defensively as your average, and made some extra minor adjustments with the other players. So perhaps I overestimated Adams's contribution a little bit (his 3e15 is a bit below the league average).