Quote (Dude012 @ Jan 11 2016 02:03pm)
Idk but isn't "fun math exercise" as simple as :
5S = 1/5 (20%)
6S = 2/6 (33.33%)
Am I missing something here or did you just wake up? :huh:
Well its not just 1/5
It is yes/no, or linked/not linked. So a 5 link is (1/2)^5 (think of flipping a coin 5 times, where you need 5 heads in a row to 5 link an item). But with a 6 link it becomes more complicated because the order becomes important. Getting 5 links in 6 sockets is easy (think g-g-g-g g-g) , getting a 5 linked item is less common. So it becomes a permutation issue where you factor in the order and both possible acceptable outcomes.
But to me it has to be more complicated because 1/32 chance for a 5 link seems small (then again each roll is not dependent on the last). Plus its not just about getting 5 yesses in a row, its about those 5 also being in a group of 5 as well (ie 5 links per fuse, not the last 3 of the first fuse and the first 2 of the second)
Lastly youd have to decide whether the difference if there even is any is worth the slim possibility of a 6 link, and the inherent cost of getting 6 sockets
Math in a poe thread, Fml right? lol
Tldr: i got a 0 link one time on a 6 socket and im still mad
This post was edited by IsolationYears on Jan 11 2016 12:15pm