Simon's Cat Posted March 5, 2014 Report Posted March 5, 2014 one another? is there a cap on its effect? or u can stack with 8 ws card? Quote
Dus Posted March 5, 2014 Report Posted March 5, 2014 From what I know When you have more than one card with the same effect it rolls. So let's say you have 4 Whitesmith Card, you attack a monster Card A didn't proc it goes to Card B didn't proc It goes to Card C procured so it stops there and on your next attack It goes back to Card A again. So Basically It doesn't give you 40% Chance it gives you 4x 10% Chance of breaking the armor Quote
Sensation Posted March 5, 2014 Report Posted March 5, 2014 From what I know When you have more than one card with the same effect it rolls. So let's say you have 4 Whitesmith Card, you attack a monster Card A didn't proc it goes to Card B didn't proc It goes to Card C procured so it stops there and on your next attack It goes back to Card A again. So Basically It doesn't give you 40% Chance it gives you 4x 10% Chance of breaking the armor You're correct on this if people are looking for verification. Your chances are higher, but they aren't additive. 4x 10% doesn't make it 40%, sounds weird but it is how it is.. This kind of math has been too long for me to explain nicely and correctly and I'd have to catch up on it again ;p Quote
qperteplex Posted March 5, 2014 Report Posted March 5, 2014 You're correct on this if people are looking for verification. Your chances are higher, but they aren't additive. 4x 10% doesn't make it 40%, sounds weird but it is how it is.. This kind of math has been too long for me to explain nicely and correctly and I'd have to catch up on it again ;p Never knew that o.o Does the same apply to other cards like LOD and VR or strip cards as well? Quote
ChainBreak Posted March 5, 2014 Report Posted March 5, 2014 (edited) You get 4 times the same 10% chance, so the chance for failing with your attack on 4 cards is ~65.6% so about ~34.4% success chance for one attack. edit: if you're interested on the calculation: chance for success : c = 0.1 chance for fail : p = 1 - 0.1 = 0.9 number of cards : n = 4 calculation for chance to fail: p^n = 0.9 ^ 4 = ~0.656 = 65.6% calculation for chance to succeed: 1 - (p^n) = 1 - 0.656 = 0.344 = 34.4% Edited March 5, 2014 by ChainBreak Quote
Vinor Posted March 5, 2014 Author Report Posted March 5, 2014 Ok that makes sense. Thanks for the info Quote
