Talk:Quadrat special primes
task clarification
I think the word quadrat needs to be defined in this context.
If it means integers raised to the 2nd power, then:
- the prime 2 + 12 = 3.
Thus:
3 would be the 2nd quadrat special prime.
7 would be the 3rd quadrat special prime,
11 would be the 4th quadrat special prime,
47 would be the 5th quadrat special prime, ··· -- Gerard Schildberger (talk) 17:25, 28 March 2021 (UTC)
- Correction in Ring
I corrected code and output in Ring Programming Language as you suggested.--CalmoSoft (talk) 18:37, 28 March 2021 (UTC)