Announcement February Super Lottery :)

As part of Valentine's day celebration, the next lottery (February 14th) will start with a 30,000 jackpot instead of the usual 6,000.

> Ticket price will remain the same.
> Each player can buy up to 5 tickets.

Regards,
Gamez Administration

 

Nice. Do we have a greater chance of winning? XD

 

i wish i could get the higher price

 

Wowwwwwww.....
Cant wait.....

 

You chance of winning remains the same. However, if you get even one number right, your reward will be greater than in regular lotteries.

 

That's nice. Thanks

 

Sounds better. :›

 

ty sir lautaro. i hope we can win this xD

 

The lottery has started, ticket sales are open now.

 

Not really, since the amount of people participating (hence winning) is greater and the prize is distributed into smaller shares. That's fine since the pool is bigger, however on the Christmas lotteries it was not enough to even make up for the ticket cost.

 

Nice jackpot

 

When you select your 1st number, you have 20 numbers to choose from, and......a 1 in 20 chance of picking the right one.
(Mathematically, 1 in 20 is represented by the numerical fraction1/20 or 0.050000.)

When you select your 2nd number, you have 19 numbers to choose from, and......a 1 in 19 chance of picking the right one.
(Mathematically, 1 in 19 is represented by the numerical fraction1/19 or 0.052632.)

When you select your 3rd number, you have 18 numbers to choose from, and......a 1 in 18 chance of picking the right one.
(Mathematically, 1 in 18 is represented by the numerical fraction1/18 or 0.055556.)

When you select your 4th number, you have 17 numbers to choose from, and......a 1 in 17 chance of picking the right one.
(Mathematically, 1 in 17 is represented by the numerical fraction1/17 or 0.058824.)

In order to win, you have to pick the first number right AND the second number right AND the third number right, etc. In the language of statistics, AND usually means to multiply.
So, to figure out your odds of winning, multiply together all of the fractional odds of picking a given number correctly, as stated by the red fractions above.

1/20 × 1/19 × 1/18 × 1/17 = 1/116280

So, at this point, your odds of winning are 1 in 116280. But, since you can choose your winning numbers in any order, your chances of winning are somewhat better than this. Your chance betters by the number of different ways that a sequence of 4 numbers can be written down, which for 4 numbers is 4! (4 factorial) or 24. Divide 116280 by 24 to account for this, to get 4845.

In other words, there are 24 different ways that the 4 numbers you choose can be filled out on your lottery ticket--if you choose your 4 numbers correctly, any of these ways will make a winning ticket.



That's it! You have a
1 in 4,845
chance of winning the lottery.

From the webmath calculator :3.

 

Wow, Nice jackpot.

 

@Qty also remember each user can buy up to 5 tickets, not just one.

 

@Lautaro yeah if they have credits to spent on it. I can only afford one ticket xD.(i am poor sir) if i won these i will be rich xD

 

You can afford a ticket by voting.

 

WOW x2 nice

 

i cant wait for it

 

Can i ask ? Number 22 in lottery ? I think 1-20..

 

they said its the hidden number . but i have this in my memo each number that i need to buy
12 5 22 20
but 22 does not exist