42 pack?

Unknown

1 cover, 10 cover, 42...daken pack?

...

BUT WHAT IS THE QUESTION!

...

If that was an intentional joke, Devs. +1. I enjoyed it.

Clintman

I am pretty sure they were not trying to answer the question of what is the answer to life, the universe and everything with a card pack.

Nonce Equitaur 2

With the 42 pack, you've got a 1 - (1 - .061)^42 ... 92.888 % chance of getting a Daken cover. That's better than the 10 pack, which only has a 1 - (1 - .061)^10 ... 46.7% chance of giving a Daken cover.

Here's a million random tries at the 10 pack, with the first number being the number of Daken covers, and the second is the number of times that outcome occurred.
{{0, 533196}, {1, 346253}, {2, 101092}, {3, 17329}, {4, 1973}, {5, 149}, {6, 8}}

And a million random 42 packs. Most likely outcome is 2 Daken covers, then 3, then 1, then 4, then 0.
{{0, 71156}, {1, 193691}, {2, 258780}, {3, 223993}, {4, 142082}, {5, 69333}, {6, 28065}, {7, 9399}, {8, 2670}, {9, 670}, {10, 134}, {11, 23}, {12, 3}, {13, 1}

Unknown

... and yet with all those chances I just bought a 42 pack AND a 10 pack afterwards... And NOT. A. SINGLE. CLASSIC. DAKEN.

Nonce Equitaur 2

ttc33 wrote:

... and yet with all those chances I just bought a 42 pack AND a 10 pack afterwards... And NOT. A. SINGLE. CLASSIC. DAKEN.

The odds of that happening are only 3.78% ... more likely is that they haven't put Daken into the Daken packs yet. You should submit a ticket.

Unknown

Nonce Equitaur 2 wrote:

With the 42 pack, you've got a 1 - (1 - .061)^42 ... 92.888 % chance of getting a Daken cover. That's better than the 10 pack, which only has a 1 - (1 - .061)^10 ... 46.7% chance of giving a Daken cover.

Here's a million random tries at the 10 pack, with the first number being the number of Daken covers, and the second is the number of times that outcome occurred.
{{0, 533196}, {1, 346253}, {2, 101092}, {3, 17329}, {4, 1973}, {5, 149}, {6, 8}}

And a million random 42 packs. Most likely outcome is 2 Daken covers, then 3, then 1, then 4, then 0.
{{0, 71156}, {1, 193691}, {2, 258780}, {3, 223993}, {4, 142082}, {5, 69333}, {6, 28065}, {7, 9399}, {8, 2670}, {9, 670}, {10, 134}, {11, 23}, {12, 3}, {13, 1}

Literally one in a million chance of getting 13 dakens. Finally, a chance to use "literally" literally! oh wait...

Thanks for doing the maths. I didn't want to pull up R =p or my calculator.

Unknown

Nonce Equitaur 2 wrote:

ttc33 wrote:

... and yet with all those chances I just bought a 42 pack AND a 10 pack afterwards... And NOT. A. SINGLE. CLASSIC. DAKEN.

The odds of that happening are only 3.78% ... more likely is that they haven't put Daken into the Daken packs yet. You should submit a ticket.

Thanks, I just did that.

Bainee

I just bought 2 ten packs and got 3 Dakens. So they are definitely in the packs.

Unknown

Bainee your good luck has almost convinced me this is worth buying lol

Unknown

Bainee wrote:

I just bought 2 ten packs and got 3 Dakens. So they are definitely in the packs.

Shortly after I bought the game wouldn't let me buy another one, as it said the "comic store was offline". It didn't had any problems letting me buy the HP though. So, like 15 min later the comic store "opened" and I managed to get a Daken on a new pack. So I think it was something BEFORE the closure.

Bainee

ttc33 wrote:

Bainee wrote:

I just bought 2 ten packs and got 3 Dakens. So they are definitely in the packs.

Shortly after I bought the game wouldn't let me buy another one, as it said the "comic store was offline". It didn't had any problems letting me buy the HP though. So, like 15 min later the comic store "opened" and I managed to get a Daken on a new pack. So I think it was something BEFORE the closure.

I got mine before the closure as well.

Clintman

pasquali617 wrote:

Bainee your good luck has almost convinced me this is worth buying lol

If you already have 1 of each cover you can buy 1 cover for 1,250. You can get 3x covers for 3,750. You can buy 6 for 7,500. He got 3 for 7600. That is not lucky at all.

Clintman

Nonce Equitaur 2 wrote:

With the 42 pack, you've got a 1 - (1 - .061)^42 ... 92.888 % chance of getting a Daken cover. That's better than the 10 pack, which only has a 1 - (1 - .061)^10 ... 46.7% chance of giving a Daken cover.

Here's a million random tries at the 10 pack, with the first number being the number of Daken covers, and the second is the number of times that outcome occurred.
{{0, 533196}, {1, 346253}, {2, 101092}, {3, 17329}, {4, 1973}, {5, 149}, {6, 8}}

And a million random 42 packs. Most likely outcome is 2 Daken covers, then 3, then 1, then 4, then 0.
{{0, 71156}, {1, 193691}, {2, 258780}, {3, 223993}, {4, 142082}, {5, 69333}, {6, 28065}, {7, 9399}, {8, 2670}, {9, 670}, {10, 134}, {11, 23}, {12, 3}, {13, 1}

^^ This is why the girls won't go out with you.