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Some time ago someone posted this link on HN http://www.arandomnumber.com/ http://www.arandomnumber.com/ I wonder whether number choice will fallo Benford's La
by crocowhile 17y ago
Some time ago someone posted this link on HN http://www.arandomnumber.com/ http://www.arandomnumber.com/
I wonder whether number choice will fallo Benford's Law.
- ahlatimer 17y agoI have a feeling that would actually show a Gaussian distribution, perhaps with a peak in the lower digits (1-10 or so). So, you would see more number start with a 4 or 5 than a 1, or it would at least lack the logarithmic distribution that Benford's law has.