The smallest of three consecutive primes p1 < p2 < p3, where p2-p1, p3-p2, and p3-p1 are all perfect squares.

A161533

The smallest of three consecutive primes p1 < p2 < p3, where p2-p1, p3-p2, and p3-p1 are all perfect squares.

Terms

    a(0) =623071a(1) =779377a(2) =1744891a(3) =2055853a(4) =2906887a(5) =3168721a(6) =3540793a(7) =4177573a(8) =4245643a(9) =4245679a(10) =4309957a(11) =4449127a(12) =4833271a(13) =4858981a(14) =5541187a(15) =5550583a(16) =5710531a(17) =5710567a(18) =5856931a(19) =6013591a(20) =6789637a(21) =6855493a(22) =7024627a(23) =7162339a(24) =7340383a(25) =7614847a(26) =8143501

External references