There r like 10k players on venus at least 7k of em have been to CTF and all got a few tickets, which gives me a minimal chance of winning >_<
so technically, each player of the 7000 gets a 0.0142% per each ticket used to win one of the 6 items. (1/7000)(100) = 0.0142%
knowing that there r 6 prizes, he gets a 0.0852% total of winning (0.0142%)(6) = 0.0852%
So, assuming that I opened 40 tickets, I get a 0.568% of wining one of the 6 items ( means I get a 3.04% in total to win), which is relatively small, AlbelNox said he opened about 500 tickets, which gives him a 7.1% to win one of the 6 items (means he gets 42.6% in total to win), which is an extreemly good chance. (lets all jinx him so maybe he won't win)
Assuming albel actually wins, lets measure the amount of gold he spent on these tickets compared to the price of the SOX he is gon win(mentioning that he bought all of the 500 tickets) tickets range from 400 ~ 4 mill (400k, 800k, 1 mil, 2 mil, 3mil and 4 mil, these r the most common prices I think) in the stall network.
In order for me to calculate an average price, I will have to know the exact prices of each of the 500 tickets he bought, add them togather and divide by 500....so, forget about that, lets assume the average is 2.5 mil (unless u know a more accurate method to get an average for variables)
(500)(2,500,000) = 1,250,000,000 <---- the approximate price for the tickets, the actual number shud be around this (I am guessing less)
a lvl 76 SOS +5 weaker than a 85+5, so unless Albel wins a SOM or SUN, given that there r only 2 SOMs and only one SUN he gets a 21% in total (knowing that Albel already has a couple of +7 2h, also I am not really sure how strong is a 76 SOM + compared to a lvl 85 +)
still, doesn't mean he's gon win, a guy who only used on ticket can still win it, the question is, is it really worth it risking 1 bill for a 21% for wining when a a guy with 1% can win?
Edit: by "ticket" I mean subscription card and
Edit: by "items" I mean SOX prizes
Edit: plz correct me if there r any mathematical mistakes







