PSA: 10-pack has a 1/3 chance of having the featured char
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Here were the numbers from the first time they gave out drop rates from an a old post of mine...
"At 14.29% drop rate with 10 drops your chance of getting no thors is roughly 21.39% (85.71% ^ 10) or 78.61% of getting atleast 1."
So it went from damn near 80% chance of getting featured hero (after it was no longer guaranteed) to just over 1/3 now, for the people who were wondering how it's evolved over time
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We can do his all day folks, somebody please stop us! We can't stop ourselves...0 -
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Arogntbastrd wrote:Here were the numbers from the first time they gave out drop rates from an a old post of mine...
"At 14.29% drop rate with 10 drops your chance of getting no thors is roughly 21.39% (85.71% ^ 10) or 78.61% of getting atleast 1."
So it went from damn near 80% chance of getting featured hero (after it was no longer guaranteed) to just over 1/3 now, for the people who were wondering how it's evolved over time0 -
Twysta wrote:Great thread.
NCSTL must feel a bit sheepish now.
Just not heavily invested in a forum for a game i've stopped playing(thanks true healing!) Dont have anything to add. Not really gonna crunch numbers for a game I've stopped playing so if proven wrong...meh so be it...wouldn't be the first time.0 -
Spoit wrote:Arogntbastrd wrote:Here were the numbers from the first time they gave out drop rates from an a old post of mine...
"At 14.29% drop rate with 10 drops your chance of getting no thors is roughly 21.39% (85.71% ^ 10) or 78.61% of getting atleast 1."
So it went from damn near 80% chance of getting featured hero (after it was no longer guaranteed) to just over 1/3 now, for the people who were wondering how it's evolved over time
May haps, this was from the first time they added the little button where you could see the percentages. I don't know what the drop rates were when they first undid the guaranteed covers so it's entirely possible there was something between guaranteed and this0 -
Great info. It's amazing how much math I've forgotten over the 20 or so years since I last had any sort of math class.
Question: Would the chance of getting a specific color for a three color character be just 1/3 of that percentage, approx 12%, or is it more complicated than that? I'm guess the latter.
BTW, I've only ever opened 2 ten packs, the awards from seasons 2 and 3, and have gotten 19 2*s and 1 X-Force Wolverine, so basically 20 2*s. And I thought they were pushing roster diversity...0 -
Thepenismightier wrote:Great info. It's amazing how much math I've forgotten over the 20 or so years since I last had any sort of math class.
Question: Would the chance of getting a specific color for a three color character be just 1/3 of that percentage, approx 12%, or is it more complicated than that? I'm guess the latter.
It depends. Given the information we have, I can't really tell you much about rates for individual covers. If it's just a straight-up 1/3 chance once the cover has been determined, then yeah, I think it'd be about 12% for a certain color... But there might be more complex things going on behind the curtain.0 -
So assuming colors are evenly distributed it's 1/3 of the drop rate for the cover. For simplicity let's call this individual color drop rate "turkey sandwich"
So chance of not getting turkey sandwich is 1- turkey sandwich. Let's call this variable corn
So the chance of buying a ten pack and not getting atleast one of the color you're looking for is corn^10
Comes out to ~13.74% chance of getting atleast one of a specific color from a 10 pack assuming drop rate for character is 4.4 and 3 colors have an equal chance, so turkey sandwich is (1/3)*4.40 -
Arogntbastrd wrote:So assuming colors are evenly distributed it's 1/3 of the drop rate for the cover. For simplicity let's call this individual color drop rate "turkey sandwich"
So chance of not getting turkey sandwich is 1- turkey sandwich. Let's call this variable corn
So the chance of buying a ten pack and not getting atleast one of the color you're looking for is corn^10
Comes out to ~13.74% chance of getting atleast one of a specific color from a 10 pack assuming drop rate for character is 4.4 and 3 colors have an equal chance, so turkey sandwich is (1/3)*4.4
stop trying to do math, someone started a new meme thread which needs you.0 -
Math and I are homeboys, how dare you0
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Spoit wrote:Arogntbastrd wrote:Here were the numbers from the first time they gave out drop rates from an a old post of mine...
"At 14.29% drop rate with 10 drops your chance of getting no thors is roughly 21.39% (85.71% ^ 10) or 78.61% of getting atleast 1."
So it went from damn near 80% chance of getting featured hero (after it was no longer guaranteed) to just over 1/3 now, for the people who were wondering how it's evolved over time
That said, wasn't the very first time a cap themed event that had him at like 22% or something? I forget the exact numbers, but I thought it was something around 20%.0 -
They did it for a random Thor event. Then it went away for a while. So what you're referring to might have been once it went permanent
Please, Mr. Bastrd is my father. Or at least I assume. I've never met him... papa?!0 -
mohio wrote:
That said, wasn't the very first time a cap themed event that had him at like 22% or something? I forget the exact numbers, but I thought it was something around 20%.
I remember that. Cos I bought the packs then, and thought that it was okay value.
The super soldier packs have only 1 type of 3*, which is Steve Rogers. And yes it was around 21%. But because you only get one type of cover, you are guaranteed that any golden bling bling gives you a Steve Rogers.
Compared to the 4% rates now, the 4% looks miniscule.0 -
I'm missing only a handful of 3* cards now, 5 I think, and all 3 4* toons. (I've tossed IW thrice now thinking how poorly the forum rates her). Anyway, my statistical question is this: what are the chances of getting more than one of the cards I'm missing in a 10 pack? Been trying to figure how many slots I should have open before I commit to that big click.
0 right? Considering both will only contain 2* cards... heh, no really, rather curious.
Missing toons are lazy cap, the hood, im40, cmags n lazy thor.
Never having taken statistics, I doubt my answer would be right even with the formula given...0 -
squirrel1120 wrote:I'm missing only a handful of 3* cards now, 5 I think, and all 3 4* toons. (I've tossed IW thrice now thinking how poorly the forum rates her). Anyway, my statistical question is this: what are the chances of getting more than one of the cards I'm missing in a 10 pack? Been trying to figure how many slots I should have open before I commit to that big click.
Chance you draw at least one missing character: 1-(1-7.5%)^10 = 55%.
Chance you draw exactly one missing character: .925^9 * .075 * 10 = 37.2%.
Therefore the chance you draw two or more missing characters is 18%. Of that 18%, there's a roughly 1 in 7 chance that your multiples are of the same character (it's higher than that due to the unequal chances of drawing 4*s, but I'm feeling lazy about calculating exactly what it is), so it's about a 15% chance you'll need at least two roster slots, something like that.0 -
That is handy info to have. Thanks!0
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