Sequences considered so far:
const
move_type_0 = 0 # non-connecting
move_type_2 = 2 # 2-opt
move_type_3 = 3 # 3-opt
move_type_4 = 4 # 4-opt
move_type_5 = 5 # 5-opt
const
TO_00 = 0 # unknown or unmaintained sequence
TO_1234 = 1
TO_1243 = 2 # 2-opt
# descendants of TO_1234
TO_123456 = 3
TO_123465 = 4
TO_125634 = 5 # 3-opt
TO_126534 = 6 # 3-opt
# descendants of TO_1243
TO_124356 = 7
TO_124365 = 8 # 3-opt
TO_125643 = 9 # 3-opt
TO_126543 = 10
# descendants of TO_123456
TO_12345678 = 11
TO_12345687 = 12
TO_12347856 = 13
TO_12348756 = 14
TO_12783456 = 15
TO_12873456 = 16
# descendants of TO_123465
TO_12346578 = 17
TO_12346587 = 18
TO_12347865 = 19
TO_12348765 = 20
TO_12783465 = 21 # 4-opt
TO_12873465 = 22 # 4-opt
# descendants of TO_125634
TO_12563478 = 23
TO_12563487 = 24 # 4-opt
TO_12785634 = 25
TO_12875634 = 26 # 4-opt
TO_12567834 = 27
TO_12568734 = 28 # 4-opt
# descendants of TO_126534
TO_12653478 = 29
TO_12653487 = 30 # 4-opt
TO_12657834 = 31 # 4-opt
TO_12658734 = 32
TO_12786534 = 33 # 4-opt
TO_12876534 = 34
# descendants of TO_124356
TO_12435678 = 35
TO_12435687 = 36
TO_12437856 = 37 # 4-opt
TO_12438756 = 38 # 4-opt
TO_12784356 = 39 # 4-opt
TO_12874356 = 40 # 4-opt
# descendants of TO_124365
TO_12436578 = 41
TO_12436587 = 42 # 4-opt
TO_12437865 = 43 # 4-opt
TO_12438765 = 44
TO_12784365 = 45
TO_12874365 = 46 # 4-opt
# descendants of TO_125643
TO_12564378 = 47
TO_12564387 = 48 # 4-opt
TO_12567843 = 49
TO_12568743 = 50 # 4-opt
TO_12785643 = 51 # 4-opt
TO_12875643 = 52
# descendants of TO_126543
TO_12654378 = 53
TO_12654387 = 54
TO_12657843 = 55 # 4-opt
TO_12658743 = 56 # 4-opt
TO_12786543 = 57
TO_12876543 = 58
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