- Posts: 1107
- Joined: Thu Sep 06, 2012 11:27 pm
rburgh,
To me, you illustrate very well that players have different relative value in different contexts, but to me, this adds fun to to playing strat, there are always a better player in a different context, so it's a challenge to win in such different contexts (like you did last year).
This is more or less what's done in 20XX since the last four/five years, perhpas a bit less complex than you suggest, but within similar lines. And this info was confirmed by brool himself, the guy responsible of pricing players in both ATG and 20XX. And the net result is that it made small ball players like 2015's Dee Gordon actually MORE expansive than what they used to be priced. If you think through, your proposition really helps guys with 3/4 Ballpark homeruns, guys like Nap Lajoie. The more extreme players, be it players with 8/8 BP homeruns or players who are weak on both sides have seen their prices relatively increased.
Since we are on this topic, and given that we know that prices in 20XX are fixed for the players' fittiest stadium, are we sure that neutral stadium is assumed in ATG? Even for the newest players?
On another note, you used NERP (which was adjusted to defense, running, and clutch, from what I can guess) to compare Ruth vs Harper vs Baines. But the most important adjustment you have to do is the team offensive adjustment--the fact that Ruth gets so much on base that his team, over the course of a season, will have more at-bats and generate more runs because of it. Doing so is crucial to have NERP get more in line with salaries.
To illustrate, before doing this adjustment, my ratings have Ruth's best card way overpriced, by almost 2.5M. After doing the adjustment, he seems just fairly priced (I have him at 16.23M for a neutral ballpark). With the same formula, I have Baines priced at 6.08M (a bit below pricetag). Harper appears a bit off, but well within 1M. In that formula, the linear relationship is that 1M is worth 9.5 NERP. And looking at the whole range of players, the formula seems to work fine for players above 4M, but perhaps needs to be adjusted for cheaper players.
To me, you illustrate very well that players have different relative value in different contexts, but to me, this adds fun to to playing strat, there are always a better player in a different context, so it's a challenge to win in such different contexts (like you did last year).
I think the best way to price the card set is to generate 7 sets of card NERP values for these ballparks. (all zeroes, all 20's, all 10's, 0/0 & 20/20 (Polo), 20/20 and 0/0 (Forbes more or less), 0/20 & 0/20, and 20/0 & 20/0.) Then average the top 3 NERPs for every card and use that for the final card NERP
This is more or less what's done in 20XX since the last four/five years, perhpas a bit less complex than you suggest, but within similar lines. And this info was confirmed by brool himself, the guy responsible of pricing players in both ATG and 20XX. And the net result is that it made small ball players like 2015's Dee Gordon actually MORE expansive than what they used to be priced. If you think through, your proposition really helps guys with 3/4 Ballpark homeruns, guys like Nap Lajoie. The more extreme players, be it players with 8/8 BP homeruns or players who are weak on both sides have seen their prices relatively increased.
Since we are on this topic, and given that we know that prices in 20XX are fixed for the players' fittiest stadium, are we sure that neutral stadium is assumed in ATG? Even for the newest players?
On another note, you used NERP (which was adjusted to defense, running, and clutch, from what I can guess) to compare Ruth vs Harper vs Baines. But the most important adjustment you have to do is the team offensive adjustment--the fact that Ruth gets so much on base that his team, over the course of a season, will have more at-bats and generate more runs because of it. Doing so is crucial to have NERP get more in line with salaries.
To illustrate, before doing this adjustment, my ratings have Ruth's best card way overpriced, by almost 2.5M. After doing the adjustment, he seems just fairly priced (I have him at 16.23M for a neutral ballpark). With the same formula, I have Baines priced at 6.08M (a bit below pricetag). Harper appears a bit off, but well within 1M. In that formula, the linear relationship is that 1M is worth 9.5 NERP. And looking at the whole range of players, the formula seems to work fine for players above 4M, but perhaps needs to be adjusted for cheaper players.