Hypotenuses of special Pythagorean triples constructed from twin primes as follows: {u, w}={p,p+2}; side a=2p(p+2), side b=(p+2)^2-p^2 and the terms of sequence are values of c=a(n)=p^2+(p+2)^2=phi(a/2)+1+sigma(a/2)+1.

A063533

Hypotenuses of special Pythagorean triples constructed from twin primes as follows: {u, w}={p,p+2}; side a=2p(p+2), side b=(p+2)^2-p^2 and the terms of sequence are values of c=a(n)=p^2+(p+2)^2=phi(a/2)+1+sigma(a/2)+1.

Terms

    a(0) =34a(1) =74a(2) =290a(3) =650a(4) =1802a(5) =3530a(6) =7202a(7) =10370a(8) =20810a(9) =23330a(10) =38090a(11) =45002a(12) =64802a(13) =73730a(14) =78410a(15) =103970a(16) =115202a(17) =145802a(18) =159050a(19) =194690a(20) =242210a(21) =352802a(22) =373250a(23) =426890a(24) =544970a(25) =649802a(26) =720002a(27) =763850a(28) =824330a(29) =871202

External references