People have been asking me how much I weight potential when ranking draftees. Here's what I do.
Let's base this off of a 0-12 scale, 0 for an F, 12 for an A+. Each increased increment is worth one point (for example, b is worth 8, b+ 9, a- 10, etc). I won't weight any attributes to keep this simple.
So, would I convert an A potential to 11, then add 11 on to the players basketball skills stats? No. Why? Because (outside of Giddens last year
) there's never been a player in SSBA that's improved 11 rating scales. It doesn't happen. A person with C+ inside, C+ outside and C+ defense could have A-'s in all of those categories if it did. If a player never improves that much when all is said and done, then adding straight potential to the socre would overvalue potential.
So what do I do? Here's my formula.
I take a persons potential, divide it by 2, then subtract 1. That's the number I think a player can OPTIMALLY improve. Meaning that's what I think is the best case scenario. Anything more than that would be extraordinary.
So, if I draft a player with A potential it would go like this.
11/2 = 5.5. 5.5-1 = 4.5. So I would think, at best, he could improve 4 to 5 categories worth of attributes. If I'm using his potential conservatively, I'd go for 2 or 3 increases.
for a player with b potential.
8/2 = 4. 4 - 1 =3. So I'd figure in 3 attribute changes.
C:
5/2 = 2.5. 2.5 - 1 = 1.5. Between 1 and 2 attribute changes.
Below C I figure he won't improve.
So, if I'm trying to determine whether to draft a player with D potential, or a player with A potential, if the player with A potentials ratings + 4 is still less than the player with D potentials ratings, there's no point in drafting the player with A potential. He'll never be a better player.
Obviously, there are other things to take into consideration. For example, if you need him to contribute now, the fact that he might be the better player 3 years down the road might not matter. Also, all players might not reach optimum improvement.
Is my formula correct? Honestly, I have no idea. I don't have numerical evidence to support this. It's just my guess.
Before this training camp I'm going to record everyone's ratings. Then compare them to their post-tc ratings. I'm going to calculate all the teams net improvements during tc, and I'll post which teams had the best and worst tc's.
I'll also figure out the mean and range of players improvements with A potential, B potential, and so forth. So I know an average of what the improve, a min and a max.
I'll share with you the best/worst trainng camps. However, you ain't getting your hands on my improvement data. That's called competitive advantage biatches