Composite squarefree numbers n such that the ratios (n - 1/3)/(p - 1/3) are integers for each prime p dividing n.

A226364

Composite squarefree numbers n such that the ratios (n - 1/3)/(p - 1/3) are integers for each prime p dividing n.

Terms

    a(0) =308267a(1) =1420467a(2) =1445995a(3) =46874667a(4) =153810067a(5) =324218667a(6) =355724747a(7) =393253747a(8) =471957547a(9) =618729307a(10) =886489707a(11) =901990059a(12) =1062803467a(13) =1525582667a(14) =1735517355a(15) =4306362667a(16) =4815895467a(17) =6528285867a(18) =6634856107a(19) =11460166667a(20) =12364885867a(21) =13330858667a(22) =20628538667

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