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# *̣̥☆·͙̥‧❄ | ༶･･ᗰદ૨૨ʏ ᘓમ૨ıડτന੨ડ･･༶ | Giveaway | ❄‧·͙̥̣☆*̣̥

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Oh No..
am I too late ? :'(

hi ayaya :3
Thank you :3
Youre Late ?
Me Too
I did a bit of math. Only six out of 73 persons are going to win the prize and each person has the chance to win only 1 out of 6 prizes.

(1/6 * 6/73) = 1/73 which is approximately 1.37%, please correct me if I'm wrong.

Edit : I am wrong, this calculation is for the steam prize. A good explanation below by Firmatorenio.
primrose

#### piruchan wrote:

I did a bit of math. Only six out of 73 persons are going to win the prize and each person has the chance to win only 1 out of 6 prizes.

(1/6 * 6/73) = 1/73 which is approximately 1.37%, please correct me if I'm wrong.
meaning you have to be damn lucky to win the giveaway. GG

#### piruchan wrote:

I did a bit of math. Only six out of 73 persons are going to win the prize and each person has the chance to win only 1 out of 6 prizes.

(1/6 * 6/73) = 1/73 which is approximately 1.37%, please correct me if I'm wrong.
You wrote it like, there are 6 winners chosen and then, between them you have a 1/6 chance to win a prize, but granted, you can win more than one. That is not quite right.
More correct will be if you just divide 6 by 73 and get a pretty nice chance of 8.21%.

Edit: well, if you were counting a chance to win one exact prize, then you're right. But there are six same prizes (unless you want to win that Steam one) and to divide by six more there's no point. yeah, i know, my english is terrible
If you tried to count the chance to win the Steam prize, then you are correct.
Me !

Scrangger40z

#### Firmatorenio wrote:

You wrote it like, there are 6 winners chosen and then, between them you have a 1/6 chance to win a prize, but granted, you can win more than one. That is not quite right.
More correct will be if you just divide 6 by 73 and get a pretty nice chance of 8.21%.

Edit: well, if you were counting a chance to win one exact prize, then you're right. But there are six same prizes (unless you want to win that Steam one) and to divide by six more there's no point. yeah, i know, my english is terrible
If you tried to count the chance to win the Steam prize, then you are correct.
Yep, after some thought, I realize I was wrong. I forget that those six prizes are the same, which means winning one is winning everything. Thanks for the correction!

It's still a small number tough.....
Stand Here :v /
Kmegan

#### Ayasel wrote:

I'm not really interested in the giveaway, especially since I hardly ever post anything at the forums but I like your name. lel.
o/
I put you on the list anyways since you been active~
also thanks, like your name too
Hm, well... Thank you. Good luck and Merry Christmas, Dear addicted members of osu!

#### Ayaya wrote:

Yeah just noticed that, 75% of that page are Indo xD
it's 75% 99% LOL

*ruuunn
I'd Like to enter please TheUnexpected6
Hello i'm glunt
Thank you :3

Oh i'm late ._.
ayaya!!1
Hi, if I win I'd like to forward the gift to another friend of mine if possible!

Thanks~

I think i am able to participate .

Thank you and Merry Christmas!

I think i am late..
Topic Starter

#### piruchan wrote:

I did a bit of math. Only six out of 73 persons are going to win the prize and each person has the chance to win only 1 out of 6 prizes.

(1/6 * 6/73) = 1/73 which is approximately 1.37%, please correct me if I'm wrong.
You wrote it like, there are 6 winners chosen and then, between them you have a 1/6 chance to win a prize, but granted, you can win more than one. That is not quite right.
More correct will be if you just divide 6 by 73 and get a pretty nice chance of 8.21%.

Edit: well, if you were counting a chance to win one exact prize, then you're right. But there are six same prizes (unless you want to win that Steam one) and to divide by six more there's no point. yeah, i know, my english is terrible
If you tried to count the chance to win the Steam prize, then you are correct.
Both are wrong, since there is only 67 people (sign up is over but people are not reading) so it's 11.17% of winning.
The steam prize would actually be unpredictable since it's only for 1 of the winners and how many of the winners that wants it

#### [ Mephisto ] wrote:

Thanls, I'll remove

>.<

ayaya!!1
@.@

#### Ayaya wrote:

Both are wrong, since there is only 67 people (sign up is over but people are not reading) so it's 11.17% of winning.
The steam prize would actually be unpredictable since it's only for 1 of the winners and how many of the winners that wants it
Well, I didn't look in the actual post, I just looked at what was given to me in the post I replied to
I don't even know why I cared so much about counting chances, it's a giveaway after all.

Merry Christmas, by the way
Topic Starter