Good Morning! Can we get a promotion list that is like a year out (or a few months)? Even a general plan would work. I like to start planning on which promotions I need to save up my monies for!
@Tecton @Sarapis. Thanks a lot. I know currently it is post at the end of each month, but that doesnt help me that much!
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EDIT: in fact, if money were tight for me, where they'd likely lose money would be if they had an unexpected/new kind of promotion I was interested enough to take part in, but which blindsided me. I'd miss out on the promotion, and they'd miss out on my money. If I didn't already have so many mounts (and if any of the horses had been Legendsteeds with an "extraordinarily powerful" rating and a heavy curb weight), the Bridles would have been a good example of something like that.
Results of disembowel testing | Knight limb counter | GMCP AB files
But if you bought them and gave them to someone else, it was an increased effect. So I bought a crapload of them for Earionduil and he gave them back to me >.>
Num - Chance
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Latest update: 9/26/2015 better character name handling in GoldTracker, separation of script and settings, addition of gold report and gold distribute aliases.
In this case, the mystery is that someone has the same birthday as @Jonathin, not merely that a birthday happens to be shared.
The difference between the two is that, as the number of people grows, the probability of the latter eventually reaches 1, while the former, the probability never quite reaches 1.
This is because the latter is a pigeon hole problem, or something like that. I'm a programmer, not a math major, so I basically understand this from sets and maps, and even then, most of the time I pretend these problems don't exist because someone else already did an adequate job of solving them for me, yay. Being a programmer is awesome.
The former, however, is kind of like playing a dice game and seeing if you get a certain result. In this case, the dice is technically some weird 365.24ish sided dice, but we'll stick with 365 sides for simplicity, and be mega biased against leap year birthdays.
This means that every person rolls this dice, and it's completely and totally possible you could have a billion people roll the dice, and never get the same result. Well, it would be possible if it were totally random, but birthdays are actually more chaos theory random than pure random, or something like that. Again, programmer, not math major.
Because of this, we can find the chance that someone has the same birthday by subtracting the chance that no one does from 1. The chance no one does is (364/365)^n where n is the population (excluding the person in question, aka @Jonathin).
If n is 70, the chance is around 17.5%, rather than 99.9%.
You guys over complicated the whole thing.
You don't need any silly paradoxes.
You just have to realize that the active forum community is tiny.