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This is unbelievable
He manage to win 3 times in a row althought his chance of winning is very little.
The odds of winning 14% odds three times in a row when exactly three rolls are looked at is roughly 0.038% (assuming 100% luck) which is really not all that low. If he were to roll 102 times then the chances of this happening would be roughly 3.8% of this happening (also assuming 100% luck). Most people on dice sites will end up making large numbers of rolls.
Not sure where you learned your maths wrt to joint probabilities but the probability of N
independent events X,Y,Z,... (written P(X,Y,Z,...)) is the product of their individual probabilities. Ie, P(X,Y,Z) = P(X)*P(Y)*P(Z). Probabilities are represented as mass ranging from 0-1 and 14% is represented 0.14. Now:
>>> 0.14*0.14*0.14
0.0027440000000000008
If you want to use "percent" notation then that's: 0.2744%
So, I have no idea how you came up with 0.038% or what you mean by "assuming 100% luck" and I know you love to post a lot no matter little you understand the topic, but maybe you want to brush up on this stuff before you go making up numbers. Here's a good place to start:
https://en.wikipedia.org/wiki/Joint_probability_distributionThen there's the qualitiative analysis, I love that you say that something which happens once in 380000 times is "really not all that low". I mean, no one really knows where you got your 0.038% but apparantely for you 1 in 380K is really quite frequent.
