[0.88] Dual Blade

I demand all 10511 digits.

They're a lot lower now. Redemptions now NPC for 28k, used to be 250k.

I call that confirmation.

5th anniversary Cake elixir
A legendary potion.\nRecovers all HP and MP.
HP: 50%
MP: 50%

I lol'd.

Awesome patch though.

I demand all 10511 digits.



I call that confirmation.

Those 10511 digits would be 0. O_o

Those 10511 digits would be 0. O_o

Not if you have a program that can calculate it. o_0

for all you know, the probability might be constant for all outcomes, and the cs will pump out 400m per bag on average and make nx:meso ratio to 1:130

Not if you have a program that can calculate it. o_0

no, they'd be 0s
it's a 0.000000000......(10511 times)....47moredigitshere

Not if you have a program that can calculate it. o_0

Whaaaa?

10^(-10511) = 0.00000000...(insert a ton of 0s here )...00001
4.7*10^(-10511) = 0.00000000...(insert a ton of 0s here )...000047

Why are you guys so smart? I'm not keeping up with these calculations

Also, I think this is worth noting, the drpq boxes have had their probabilities changed.

Bowman:
Barisetter 2.00% → 1.16%

What is that? I've never seen or heard of it before :S

Mm I see a new couples ring? Can anyone scrounge up a pic of it? Or is it entirely new to any MS?

Whaaaa?

10^(-10511) = 0.00000000...(insert a ton of 0s here )...00001
4.7*10^(-10511) = 0.00000000...(insert a ton of 0s here )...000047

I meant after the 47. D:

Or invert it to get a 1 out of x.

Mm I see a new couples ring? Can anyone scrounge up a pic of it? Or is it entirely new to any MS?

Also L>this effect. I want to know if it's worth getting.

I meant after the 47. D:

Or invert it to get a 1 out of x.

1/(2.11617701458811551534785318325266184295464466994354... x 10^10510)

1 over a digit with 10511 decimal places


(Obtained from : 1/(e^24200 sqrt(2 pi))

Uhm...

So on average, how much should one expect to get after buying a unique sack?

Uhm...

So on average, how much should one expect to get after buying a unique sack?

750m, go big or go home

Uhm...

So on average, how much should one expect to get after buying a unique sack?

What we think: 4m
What we know: Zilch

What we think: 4m
What we know: Zilch

Oh. So essentially, these sacks are gacha in the form of mesos...

4.7 * 10^(-10511) xD

It's more likely to pass 10,510 10% scrolls in a row than it is to get 750mil from a unique sack.

well looks like ill be getting 750mil

I hadn't seen the miraculous chaos scrolls or the golden hammer before. This patch will be very interesting, especially since I hardly consider myself prepared.

im so sad i dont wanna lag or dual blade i dont wanna gms will be real