Iksdjvan wrote: » That is incorrect... every time you roll a dice you have a 1 in 6 chance of getting a 1 but when you role them consecutively you multiply those chances so 1 in 6 becomes one in 36 chances that you have to avoid rolling a 1... multiply that out the chances of avoiding rolling a one is one in 8,082 decillion ...
blynk_NZ wrote: » Did you know, rolling a dice 10 times, you have the same chance to roll 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, As you are to rill 3, 5, 5, 6, 1, 3, 4, 3, 1, 6
Maat1985 wrote: » Iksdjvan wrote: » Because if it is truly random then how is it that after over 50 runs through the teir 2 catalyst I can fill up every class catalyst except for 1... the one I need... if it's truly random why haven't I gotten a single teir 2 mystic catalyst but filled every other class? FOR THE SIMPLE FACT THAT IT IS 100% TRULY RANDOM...... what you have previously gotten on any run does not in any way influence what you will get next time..... each class has a 1 in 6 six chance of being pulled. everytime you run it there is a 1 in six chance.... if you roll a dice (6 options) it is entirely possible that you roll it 50 times and never get a 1 for example... it is also possible that you roll a 5 40 times.... both are unlikely examples and would indicate a particular streak of good or bad luck depending on what result it is you want but both are entirely and equally possible. this is the joys of 100% random......
Iksdjvan wrote: » Because if it is truly random then how is it that after over 50 runs through the teir 2 catalyst I can fill up every class catalyst except for 1... the one I need... if it's truly random why haven't I gotten a single teir 2 mystic catalyst but filled every other class?
Iksdjvan wrote: » Actually the odds just on running through the quest 50 times with one out of 7 outcomes not occurring is 0.(add 47 zeroes here) 7 % or if you prefer me to literally write it out... 0.000000000000000000000000000000000000000000000007% with a few numbers after the seven if you really want to be precise... but that is only on it happening during one quest not on multiple dates... which decreases the odds exponentially... math is so fun right? Lol
Appleisgod wrote: » 1÷7 = 0.142857 (14.3%) chance of getting what you want Take 14.3% and divide it by 50 and then you get 0.00286= 0.286% (0.143÷50=0.00286) Just about 3 in a 1000 chance
Iksdjvan wrote: » So let's concede that your calculation is correct... what are the odds that 3 of those players are the same person? Because I know for a fact ( I think it's more but I'm being generous) that this has happened to me 3 times in less than 7 months of play time... so with about 52 of those events each year means that generously speaking 270 players each year have this happen how likely is it to happen 3 times to one player?
GbSarkar wrote: » blynk_NZ wrote: » Did you know, rolling a dice 10 times, you have the same chance to roll 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, As you are to rill 3, 5, 5, 6, 1, 3, 4, 3, 1, 6 That's not true actually