Was just wondering why the store discount doesn't fully stack with the legend-bundle discount? To my calculations, it should be 40% off (25 from the sale and 15 from the bundle discount). Was there a conscious decision to only offer a 21% discount over the 25%, for those already with the bundle discount? Just curious if that was intentional, or if it's a bug.
Also yes, I'm a greedy goblin that wants the best price, because then I get to keep more of my shiny money.
Was just wondering why the store discount doesn't fully stack with the legend-bundle discount? To my calculations, it should be 40% off (25 from the sale and 15 from the bundle discount). Was there a conscious decision to only offer a 21% discount over the 25%, for those already with the bundle discount? Just curious if that was intentional, or if it's a bug.
Also yes, I'm a greedy goblin that wants the best price, because then I get to keep more of my shiny money.
Cheers,
- Guy
Discounts are stacked multiplicatively, not additively. You are taking 25% off of the already discounted price.
This is how discounts are calculated: (100% - 15%) * (100% - 25%) = 63.75% = (100% - 36.25%) The discount would be 36.25%.
And to double check my work, I paid $19.12. 19.12 / 29.99 ~ 63.75458 And it seems like my math is correct.
Hello ddb team,
Was just wondering why the store discount doesn't fully stack with the legend-bundle discount? To my calculations, it should be 40% off (25 from the sale and 15 from the bundle discount). Was there a conscious decision to only offer a 21% discount over the 25%, for those already with the bundle discount? Just curious if that was intentional, or if it's a bug.
Also yes, I'm a greedy goblin that wants the best price, because then I get to keep more of my shiny money.
Cheers,
- Guy
Discounts are stacked multiplicatively, not additively. You are taking 25% off of the already discounted price.
This is how discounts are calculated:
(100% - 15%) * (100% - 25%) = 63.75% = (100% - 36.25%)
The discount would be 36.25%.
And to double check my work, I paid $19.12.
19.12 / 29.99 ~ 63.75458
And it seems like my math is correct.
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Hey GammaRay,
Uhhhh ok, thanks for the clarification, makes sense.
;D