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  • (3, 5, 7, 11, 15, 17, 27, 51, X7) positive base --> 2
  • (3, 5, 7, 11, 15, 17, 27, 51, X7) negative base --> 2
  • (3, 5, 7, 11, 15, 17, 27, 51, X7) nexus --> 2
  • (3, 5, 7, 11, 15, 17, 27, 51, X7) neganexus --> 2
  • E positive base --> 5
  • 1E positive base --> X
  • (E, 1E) negative base --> 2
  • (E, 1E) nexus --> 6
  • (E, 1E) neganexus --> 2
  • 91 positive base --> 10
  • 91 negative base --> 10
  • 91 nexus --> 11
  • 91 neganexus --> 11
  • 31 positive base --> 51
  • 35 negative base --> 51

both are 51, however...

  • 31 negative base --> 14 (small, between 10 and 16)
  • 35 positive base --> 12 (small, between 10 and 16)
  • 57 positive base --> 3X
  • 5E negative base --> 3X

both are 3X, however...

  • 57 negative base --> 5 (very small, ≤6)
  • 5E positive base --> 3 (very small, ≤6)
  • 67 positive base --> 1X
  • 85 positive base --> 1X
  • 67 negative base --> 2
  • 85 negative base --> 2

(67 and 85 are the only two numbers between 51 and X7 such that negrep(2) is prime, besides, the only two numbers between 51 and X7 such that posrep(2) is prime are 75 and 8E)

  • 103 cyclotomic positive base --> 2 when divided by GCD
  • 103 cyclotomic negative base --> 1X
  • 123 cyclotomic positive base --> 1X
  • 123 cyclotomic negative base --> 2 when divided by GCD
  • 12E positive base --> 214 (large)
  • 12E negative base --> E (very small)
  • 131 positive base --> 5 (very small)
  • 131 negative base --> 201 (large)
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