Card stacking calculation bug
Posted: Tue Apr 18, 2023 4:53 pm
Hello there,
the title could be click-baity or the whole post redundant rather, since I haven't actually tested it yet. Since there is always variance in the dmg dealt, it is not the most convenient to test. If the web Ragnarok calculators reflect their results in the game as well, then I'd assume that the card stacking formular, in some cases, is bugged.
One of my calculations involved a Mace[4] vs Lord Knight Seyren [MVP].
Mace[4] /w:
3x Abysmal Knight + 1x Hydra
performs better than
2x AK + 1x Hydra +1x Vadon
Even though:
3x Abysmal Knight + 1x Hydra:
(1+(0,25+0,25+0,25))*(1+(0,2)) = 2,1
2x AK + 1x Hydra +1x Vadon:
(1+(0,25+0,25))*(1+(0,2))*(1+(0,2)) = 2,16
Unless I'm wrong about the formular and/or the stacking being incorrect merely on the RO calc websites, I'd be happy about a fix or a confirmation that the stacking actually functions correctly on the server. I might also be completely missing something in terms of how the stacking calculations work in general.
Best regards
the title could be click-baity or the whole post redundant rather, since I haven't actually tested it yet. Since there is always variance in the dmg dealt, it is not the most convenient to test. If the web Ragnarok calculators reflect their results in the game as well, then I'd assume that the card stacking formular, in some cases, is bugged.
One of my calculations involved a Mace[4] vs Lord Knight Seyren [MVP].
Mace[4] /w:
3x Abysmal Knight + 1x Hydra
performs better than
2x AK + 1x Hydra +1x Vadon
Even though:
3x Abysmal Knight + 1x Hydra:
(1+(0,25+0,25+0,25))*(1+(0,2)) = 2,1
2x AK + 1x Hydra +1x Vadon:
(1+(0,25+0,25))*(1+(0,2))*(1+(0,2)) = 2,16
Unless I'm wrong about the formular and/or the stacking being incorrect merely on the RO calc websites, I'd be happy about a fix or a confirmation that the stacking actually functions correctly on the server. I might also be completely missing something in terms of how the stacking calculations work in general.
Best regards