$ python3 n_point.py --list-validated
Continued (dim, kappa) classes validated against an independent computation
(dim = n - 3 is the cone dimension; m = number of subtractions on the axis):
  dim 1 (n=4)  kappa =  -3/2  m=2: n=4, interval contains the Gamma closed form (validation/closed_form/)
  dim 1 (n=4)  kappa =  -1/2  m=1: n=4, interval contains the Gamma closed form (validation/closed_form/)
  dim 2 (n=5)  kappa =  -7/4  m=2: n=5 with two subtractions per continued axis, interval contains the 3F2 continuation (validation/closed_form/)
  dim 2 (n=5)  kappa =  -3/2  m=2: n=5 with two subtractions per continued axis, interval contains the 3F2 continuation (validation/closed_form/)
  dim 2 (n=5)  kappa =  -6/5  m=2: n=5 with two subtractions per continued axis, interval contains the 3F2 continuation (validation/closed_form/)
  dim 2 (n=5)  kappa =  -1/3  m=1: n=5 with P(1,3)=+1/3, interval contains the 3F2 continuation (validation/closed_form/)
  dim 2 (n=5)  kappa =  -1/5  m=1: n=5 with P(1,3)=+1/5, interval contains the 3F2 continuation (validation/closed_form/)
  dim 3 (n=6)  kappa =  -1/2  m=1: n=6 continued point, interval contains the holonomic reference value (validation/n6/)
  dim 4 (n=7)  kappa =  -1/2  m=1: n=7 continued point, interval contains the Arb ball of an independent contour computation; the two enclosures overlap on an interval that fixes 6 digits (validation/n7/)
Any other continued (dim, kappa) class puts a run in the ASSUMPTION grade (README.md; KNOWN_LIMITATIONS.md item 1).
# exit code 0
