Not a mathematician, but I'm sure the probability of them all being below 384 is going to be in the order of 0.000000001% if not less :)
Not a mathematician, but I'm sure the probability of them all being below 384 is going to be in the order of 0.000000001% if not less :)
Sure, if they were actually sampling 384 bits. Sounds like they sampled a lot less than that; maybe someone though "384 bits" meant "in the range [0, 383]" or whatever.
10 times the amount of digits is the possible number space.
smaller than 384 means 384 numbers (including 0) divided by the amount of possible numbers (see above) imho
It's a 384-bit curve, so between 0 and 2^384 which has about 115 decimal digits.