on a random string of digits number 123 appears every 1000 digits, 221 every995digits

[raaaid]

well statistics are pretty crazy i found the flaw

i left the computer just half hour calculating, when i returned from a coffe in the bar i assumed it would be the right result but leaving it 3 hours gave out number 221 appears every 1000 digits as it should

hell computers are stone age, so slow

[MadBlaster]

Originally Posted by WTE_Galway

Actually you are both wrong.

For example, given a set of real numbers {1,2,3 ... 10000}

The string 123 occurs 11 times {123, 1123, 1230, 2123, 3123, 4123, 5123, 6123, 7123, 8123, 9123} as does the string 223 {223, 1223, 2223, 2230, 3223, 4223, 5223, 6223, 7223, 8223, 9223}.

Thus the probability is 1:1000 for 1000 real numbers but 11:10,000 for 10,000 real numbers.

The probability changes with sample size, getting larger as the set of reals being sampled gets larger.

You need to work out probabilities for a population rather than a sample.

You can of course manipulate the sample size to get aberrant results. For example the set of reals {1,2,3 ... 1200} has two elements containing the string 123 and only one element containing the string 223. This results from ad hoc manipulation of set size to get the results you want.

We should leave that sort of non-scientific ad hoc data manipulation to conspiracy theorists and climate change deniers

Correction. Your set {1,2,3 ... 10000} is actually a finite subset of Natural Numbers. Moreover, your subset excludes zero, but your derivations include zero??? Keep drinking the Kool-Aid son of Al Gore. Btw, it has recently been reported that the manpig got a D in the natural sciences class!

edit:
Well, I'll cut some slack about the zero. But raaaids function a= Math.GetRandomNumber(10) does it generate 0-9 or 1-10? I'm assuming 0-9.