3 ms·
Yes, but if we turn it around, if digitally delicate is not the majority, then the majority of primes are one digits' edit distance away from another, i.e. all
by kzrdude 6y ago
Yes, but if we turn it around, if digitally delicate is not the majority, then the majority of primes are one digits' edit distance away from another, i.e. all but one digit is shared with another prime.
- dnautics 6y agothat shouldn't be surprising, because of pi(n).