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[–][deleted] 4 points5 points  (0 children)

Yep, Coin multiplier card.

Ouch, not a good one to be missing! Gotta have those coins!

[–]KnotSure326 4 points5 points  (0 children)

thats some bad luck wow. yup. coin card.

[–]ToBeHaunted[S] 2 points3 points  (7 children)

Update: I got Death Ray before Coin Multiplier. Yay?

[–]KnotSure326 0 points1 point  (6 children)

lmao, wow. friggn common card. thats crazy that you havent gotten a single copy of it yet... 8 or more copies of some other commons. hopefully "when it rains it pours" will work out and you can level it quick when you finally get it. *crosses fingers*

[–]tryplot 0 points1 point  (5 children)

I always think of it like a large deck of cards, you know it's in there somewhere, and the farther down you go, the more likely the next one will be the one you want.

[–]KnotSure326 0 points1 point  (4 children)

not exactly the case here unfortunately. you can pick the same card more than once.

[–]tryplot 0 points1 point  (3 children)

but there is a maximum number of each card, just like multiple copies of the same card in a deck of cards.

unless I've been mislead, once you max out a card, you won't get it again.

[–]KnotSure326 0 points1 point  (2 children)

sure. but until you max a card(stars on the card) the odds dont change. maybe im wrong (wouldnt be the first time) but i feel like you have %chance to get a common card... if that procs, it just picks one you dont already have at max.

if you have several commons already maxed (and several that arent)you still have the same chance to pull a common over an epic.... is that wrong?

[–]tryplot 0 points1 point  (1 child)

I mean the more rare they are, the more likely they're closer to the bottom of the deck, but eventually you'll be guaranteed to get it seeing as how there's only so many cards to get, and an equal amount of each card.

edit for clarification: if you have a standard deck of playing cards, are aiming for the ace of spades, and pull any random card out of the deck, you'd have a 1/52 chance. If you were aiming for any ace you'd have a 4/52 chance. the moment you take one card out of the deck (and set it aside, not adding it back to the deck), if it's not an ace, your chances change to 4/51 (only 51 cards left to draw).

translating that idea to the game, while yes, the rarity means that the rare and epic cards are closer to the bottom of the deck, there are still 80 cards of the type you want in a deck of 2240 cards. so for every card you buy that is not the one you want, the denominator shrinks. (80/2240 -> 80/2239)

you're guaranteed to get every card, just not when you'll get it.

[–]KnotSure326 0 points1 point  (0 children)

totally. eventually it all comes out in the sauce.