Multipliers and base[]
I presumed that the multiplier was an integer percent (170%, 230%, etc) as that is how they are displayed on the ultimate ability. However, it is impossible for ATK[1] (525) to satisfy both ATK[6] (525 * 1.7 = 892.5 ≈ 893) and ATK[8] (525 * 2.3 = 1207.5 ≈ 1207) for the YAT-99: FFX (Card) batch.
So I thought, what if the multiplier is displayed rounded, but it's actual value is something like 229.9%? Or what if the base was not necessarily an integer?
| Card | ATK[1] | ATK[6] | (ATK[6]-0.5)/ATK[1] | (ATK[6]+0.5)/ATK[1] | ATK[8] | (ATK[8]-0.5)/ATK[1] | (ATK[8]+0.5)/ATK[1] |
|---|---|---|---|---|---|---|---|
| YAT-99: FFX | 525 | 893 | 1.7 | 1.7019047619048 | 1207 | 2.2980952380952 | 2.3 |
| YAT-99: FFX | 524.5 | 893 | 1.7016205910391 | 1.7035271687321 | 1207 | 2.300285986654 | 2.302192564347 |
| YAT-99: FFX | 525.5 | 893 | 1.6983824928639 | 1.7002854424358 | 1207 | 2.2959086584206 | 2.2978116079924 |
| Lebreau: FFXIII (Card) | 65 | - | - | - | 149 | 2.2846153846154 | 2.3 |
Task: Find the AL[1-10] multiplier min/max such that it satisfies all abilities that do not have fixed value (e.g. Anniversary Tome 888). For fast learners, simply ignore the missing values. --BryghtShadow (talk) 02:05, 23 January 2019 (UTC)