This is a list of the 556-560 26 dimensional even lattices of det 3
with no norm 6 roots. There are also 121 with norm 6 roots,
corresponding to the 121 even 25 dimensional lattices of det 2, which
have an index 2 sublattice equal to the 25 dimensional lattice of
determiannt 2 plus a lattice generated by a norm 6 vector. . There are
4 or 5 ambiguities in these tables, mostly where 1 line might possibly
correspond to 2 lattices rather than 1 lattice.  So the total number
of 26 dimensional even lattices of det 3 is in the range 677-681.  The
lines give the height (= number of roots/6), the Dynkin diagram
arranged into orbits under the automorphism group, and the order of
the automorphism group modulo the reflection group and -1, and
occasionally a comment about a possible ambiguity (or error...).

To do: 
resolve 5 ambiguities.
check mass formula.

  0 None 634023936   (^3D_4(2).3)
  1 a2  138568320    (2.3^6.M12)
  1 a1^3  756000
  2 a1^3a2  241920
  2 a1^6  11520
  2 a3  244823040
  3 a1^6a2  2160
  3 a1^9  648
  4 a1^12  192
  4 a1^12  27648
  4 a1^6a2^2  480
  4 a1^6a3  23040
  4 a1^9a2  108
  4 a1^2a1^7a2  336
  4 a2^4 186624
  4 d4  55180984320
  5 a1^12a2  240
  5 a1^4a1^8a2 a2 48
  5 a1^6a2^3  72
  5 a1a1^8a2^2  16
  5 a1^9a3  432
  6 a1^4a1^8a2^2 32
  6 a1^4a1^8a3  192
  6 a1^2a1^10a3  240
  6 a1^3a1^12a2 432
  6 a1^6a2^2a3  96
  6 a1^6a2a2^3 12
  6 a1^2a1^4a2^4 48
  6 a1^8a4  40320
  6 a1a1^4a1^4a2a2^2 8
  6 a1^9a2^3  18
  6 a1a1^8a2a3  32
  7 a1^11a4  660
  7 a1^3a2^6  24
  7 a1a1^2a1^3a2^3a3  6
  7 a1a1^5a2^5 5
  7 a1^6a2^2a2^3 12
  7 a1a1^2a1^2a1^4a2^2a3  4
  7 a1^9a2a2^3 108
  7 a1^3a1^3a1^3a2a2^3  6
  7 a2^7  2160
  8 a1^12a2^2a3  48
  8 a1^4a1^8a3^2  64
  8 a1^12d4  6912
  8 a1^14a4  336
  8 a1^18a3  2160
  8 a1^3a2a2^4a3  24
  8 a1^3a2^2a2^3a3  6
  8 a1^3a2a2^6 12
  8 a1^2a1^4a2^2a3^2 a3 4
  8 a1^2a1^4a2^2a3^2 a3 8
  8 a1^2a1^4a2^4a3  16
  8 a1a1a1^2a1^2a2a2a2^2a3  2
  8 a1^2a1^2a1^2a2^2a2^2a3  4
  8 a1^6a2a2^2a2^3  6
  8 a1^6a2^6  24
  8 a1^6a3^3  192
  8 a1^8a2^2a4  32
  8 a1a1^2a1^6a2^3a3  12
  8 a1^3a1^3a1^3a2^3a3  6
  8 a1^3a1^6a2a3a3  12
  8 a2^6a3  240
  9 a1a1^2a2^2a2^2a3^2 2
  9 a1a1^2a2a2a2^2a2^2a3 a3 2
  9 a1a1^4a2^4a4 a4 8
  9 a1a1a1a1a1a1a2a2a2a3a3  1
  9 a1^2a1^4a2a2^2a3^2 4
  9 a1^2a1^4a2a2^4a3  4
  9 a1^3a1^3a2^2a2^3a3  6
  9 a1^6a2^3a2^4  24
  9 a1^3a1^3a2a3^3  6
  9 a1a1a1^6a2^3a4  6
  9 a2^9  216
 10 a1^2a2^4a3a4  16
 10 a1^2a2^3a2^3a4  6
 10 a1a1^2a2a2^2a3a3a3  2
 10 a1^3a2^3a3^3  6
 10 a1a1^2a2a2^2a3a3^2  4 (?might be 2 lattices a1^3a2^3a3^3 with groups 6,12)
 10 a1a1^2a2a2^2a2^2a3^2  2
 10 a1a1^2a2a2^2a2^2a3a3  2
 10 a1a1^2a2a2^4a3a3  4
 10 a1a1^2a1^2a2a2^2a3a4  2  (corrected by Megarbane 2016)
 10 a1a1^4a2a2^4a4  4
 10 a1a1a1^2a1^2a2^2a3a3a3 2
 10 a1^2a1^4a2^2a3a3^2 8
 10 a1^6a2^2a3^3 24
 10 a1^2a1^2a1^2a2^2a2^2a3^2  4
 10 a1^2a1^4a2^4a3a3  8
 10 a1^6a2^4d4  48
 10 a1a1^2a1^3a3a3^3  12   (corrected by Thomas Megarbane)
 10 a1^2a1^2a1^4a2^2a3a4  4
 10 a1^4a1^4a3^2a4  16
 10 a1^9a2^2a5  144
 10 a1^9a2^3d4  108
 10 a1^3a1^3a1^3a2a3^3  6
 10 a2a2^9  108 (?Might be 2 lattices a2^10 with groups 1080,120)
 10 a2^2a2^2a3^3 24
 10 a2^6d4  4320
 11 a1a1a2a2^2a3^2a4  2
 11 a1^2a2a2^2a2^2a3a4  2
 11 a1a1a1a2a2a3a3a3a3 1
 11 a1^3a2a2a3a3^3 3
 11 a1a1^2a2a2a2^2a3a3^2 2
 11 a1a1^2a2a2a2^2a3a3^2 2
 11 a1a1a1a1a1a2a2a3a3a4  1
 11 a1a1a1a1^2a2^2a3^2a4  2
 11 a1a1a1a1a1a2a2a2a2a3a4  1
 11 a1^2a1^3a2^6a4  12
 11 a1^6a2^4a5  12
 11 a2^3a3a3^3  6
 11 a2a2^6a3^2 6
 12 a1^12a3^2d4  96
 12 a1^16d5  11520
 12 a1a1a2a2a3a3a3a4  1
 12 a1^2a2^2a3a3^2a4  4
 12 a1a1a2a2a2a2a3a3a4  1
 12 a1^2a2a2a2^2a3^2a4  2
 12 a1^2a2^2a2^2a3^2a4  4
 12 a1^2a2^4a3^2a4  8
 12 a1^3a2^3a3a3d4  6
 12 a1a1a1a2a2^2a3a3a3^2 2
 12 a1a1^2a2^2a2^2a3a5  4
 12 a1a1^2a2a2^4a3d4  4
 12 a1a1^2a2a3a3a3a3^2 2
 12 a1^4a2^2a3a4^2  4
 12 a1^2a1^2a2^2a3a4^2  4
 12 a1^2a1^2a2a2a2^2a4^2 2
 12 a1a1^2a1^2a2a2^2a3^2a4  2
 12 a1a1^2a1^2a2a3a3^2a4  2
 12 a1a1^2a1^2a2a3a3^2a4  2
 12 a1^2a1^4a2^2a3^2d4 d4 8
 12 a1^6a2^2a3a3^3  12
 12 a1^6a2^3a3a5  12
 12 a1a1^5a2^5a5  10
 12 a1^2a1^4a3^3d4  48
 12 a1^2a1^4a3a3^2a3^2 8
 12 a1^2a1^6a3^3a4  12
 12 a1a1^8a3^2a5  16
 12 a2^2a2^4a3a3^2 8 (?Might be 2 lattices a2^6a3^3 with groups 12,24)
 12 a2^7a5  42
 12 a3^6 192
 12 a3^6  24
 13 a1a1a2a2a2a3a3a3a4  1
 13 a1a1a2a2a2a3a3a3a4  1
 13 a1^2a2a2^2a3a3^2a4  2
 13 a1a1a2a3a3a3a3a4  1
 13 a1^2a2a3^4a4  4
 13 a1a1a1a2a2a2a3a3a5  1
 13 a1a1^2a2a2^2a3^2a5  2
 13 a1a1a1a1a2a2a2a3a4a4  1
 13 a1a1a1a1a2a3a3a4a4  1
 13 a1^4a2a3^2a4^2  4
 13 a1^3a1^3a2a4^3  6
 13 a1a2^2a3^2a4^2  2
 13 a1a2a2a2a2a3a4a4  1     (Typo corrected by Megarbane 2016)
 13 a2^13  5616
 13 a2^8a5  48
 13 a2a3^6  12
 14 a1^2a2^2a3^2a4d4  2
 14 a1^2a2^2a3^2a3^2a4  4
 14 a1^2a2a2^2a3a4a5  2
 14 a1^2a2^2a2^2a3a4d4  2   (Typo corrected by Megarbane 2016)
 14 a1^2a3a3^2a3^2a4  2
 14 a1a1^2a2^2a3a3^2a5  2
 14 a1a1^2a2^2a3a3^2a5  4
 14 a1^3a2^3a3^3d4  6
 14 a1^3a2^3a4^3  3
 14 a1a1^2a2a3^4d4  4
 14 a1a1^2a2a3a4a4^2  2
 14 a1^3a3^4a5  24
 14 a1a1^2a3^2a3^2a5  4
 14 a1^3a3a3^3a5  6
 14 a1^4a2^2a4^2d4  8
 14 a1^4a2^6d5  48
 14 a1a1a1^2a3a3a3a4^2 2
 14 a1a1^2a1^2a2^2a3a4a5  2
 14 a1a1^2a1^2a2^2a3a4a5  2
 14 a1a1^4a2^4a4a5  8
 14 a1a1^2a1^2a2a3^2a4d4  2
 14 a1^6a2^3a3a6  12
 14 a1^3a1^3a2a3^3a5  3
 14 a1^6a3a4^3  12
 14 a1a2a2^2a3^2a4^2  2
 14 a1a2a2^2a3a3a4^2  2
 14 a1a2a3a3a3a4a4  1
 14 a1a2a3a3^2a4^2  2
 14 a2^2a3^2a3^2d4  4
 14 a2^2a3a4^3  12
 14 a2^4a3a3^4 24
 14 a2a2^2a2^2a3a3a5  2
 14 a2^7a6  42
 14 a2a3^4a5  8
 14 a3^3a3^4 24 (?Might be 2 lattices a3^7 with groups 42,56)
 15 a1a1a2a2a3a3a4a5  1
 15 a1a1a2a2a3a3a4a5  1
 15 a1a1a2a2a3a3a4a5  1
 15 a1a1a3a3a3a4a5  1
 15 a1a1a1a2a2a3a4a4a4  1
 15 a1a1^2a2a2^2a3^2a6  2
 15 a1^3a2a2^3a4^3 6
 15 a1a1a1a3a3a4a4a4  1
 15 a1a1a1^2a2^2a4^2a5  2
 15 a1a2a2a3a3a3a4a4  1
 15 a1a2a2^2a4^2a5  2
 15 a2a2^2a3a4a4^2  1
 15 a2a2^3a3^3a5 3
 16 a1^2a2^2a3a4d4^2  2
 16 a1^2a2a2^2a3a4a6  2
 16 a1^2a2a2^2a4a5d4  2
 16 a1a1a2a3a3a3a4a5  1
 16 a1a1a2a3a3a3a4a5  1
 16 a1^2a2a3a3^2a4a5  2
 16 a1^2a3^2a3^2a4d4  2
 16 a1a2^3a3a4^2d4   (Accidentally omitted: found by Megarbane 2016)
 16 a1^2a3a4a4a4^2  2
 16 a1a1^2a2^2a3a3a5d4  2
 16 a1a1^2a2^2a3a3^2a6  2
 16 a1a1^2a2a3^2a5^2  2
 16 a1^3a2a4^3d4  6
 16 a1a1^2a3a3^2a5d4  4
 16 a1a1^2a3a3^4a5  4
 16 a1^2a1^2a2^2a3a3^2d5  4
 16 a1a1a1a1a2a3a4a4a5  1
 16 a1^4a3^4d5  32
 16 a1^2a1^4a3^2a5^2  4
 16 a1^6a3^3d4^2 12
 16 a1^9a5d4^2  72
 16 a1a2a2a3a4a4a5  1
 16 a1a2a2a3a4a4a5  1
 16 a1a2^3a3^3d5  6
 16 a1a2a3a3a4a4d4  1
 16 a1a2a3a3a4^2d4  2
 16 a1a3^2a4^2a5  4
 16 a2^2a3a3a4a4^2 2  (Maybe a2^2 should be exchanged with a2a2 in 
 16 a2a2a3^2a4a4^2 2   these two...)
 16 a2^2a3^3d4d4 12
 16 a2^4d4^3 432
 16 a2^2a2^4a5^2  4
 16 a2a2^6a5d4  12
 16 a2a3^3a5d4  6
 16 a2a3^4a6  8
 16 a3^3a4^3 3
 16 a3^3a5^2 48
 16 a3^6d4  48
 17 a1a1a2a2a3a3a4a6  1
 17 a1a1a2a3a4a5a5  1
 17 a1^2a2a3a4a5^2  2
 17 a1a1a3a3a3a4a6  1
 17 a1a1a1a2a4a4a4a5  1
 17 a1^3a2a4^3a5  3
 17 a1a1a1^2a2^2a4^2a6  2    (Corrected by Megarbane 2016)
 17 a1a2a3a3a4a4a5  1
 17 a1a2a3^2a4^2a5  2
 17 a1a4^5  5
 17 a2a2a2a3a3a5a5  1
 17 a2a2^2a3^2a5^2  2
 17 a2a2^3a3^3a6  3
 17 a2a3^3a4^3  6
 17 a3^5a6  10
 17 a3a4^3a5  3
 18 a1^2a2^2a3a3^2a7  4
 18 a1a1a2a2a3a4a4d5  1
 18 a1^2a2a2^2a4a6d4  2
 18 a1^2a2^2a2^2a4^2d5  4
 18 a1a1a2a3a3a4a5d4  1
 18 a1^2a3^2a4^2d5  4
 18 a1^2a3^2a4a5a5 2
 18 a1^2a3^2a4a5^2 4
 18 a1a1^2a2a3^2a5a6  2
 18 a1a1a1a2a3a5a5d4  1
 18 a1^3a3^3a6d4  3
 18 a1^3a3a4^3a5  6
 18 a1a1^2a3a5a5^2 4
 18 a1^4a2^4a4a7  8
 18 a1^3a1^3a2a5^3  6
 18 a1a2a2a3a4a4a6  1
 18 a1a2a2a4a4a5d4  1
 18 a1a2a4^2a5a5  2
 18 a1a3a3a4a4a6  1
 18 a1a3a3^2a4^2a5  2
 18 a1a3a4a4a5d4  1
 18 a2^2a3a3^2a4d5 2
 18 a2^2a3a3^2a5^2 4
 18 a2^3a5^3 6
 18 a2^2a2^2a3a5a6  2
 18 a2a3a4a4a4a5  1
 19 a1a1a2a3a4a5a6  1
 19 a1a1a2a3a4a5a6  1
 19 a1a1a2a3a4a5a6  1
 19 a1a1a2a3a4a5a6  1
 19 a1a2a2a3a3a4a7  1
 19 a1a2a3a3a4a4a6  1
 19 a1a3a4a4a5a5  1
 19 a1a3a4a4a5a5  1
 19 a2^2a4a4^2a6 2
 19 a2a2^3a5^3 6
 20 a1^2a2a4^2a5d5 2
 20 a1a1a3a3a4a5a6  1
 20 a1^2a3a3^2a7d4  4
 20 a1^2a3a4^2d4d5  2
 20 a1^2a3a4a5^2d4  1
 20 a1a1a1a2a3a4a4a7  1
 20 a1a1a1a3a3a4a5d5  1
 20 a1a1^2a3a5^2a6  2
 20 a1^3a3a5d4^3 6
 20 a1^2a1^2a2^2a5^2d5  4
 20 a1^4a3^2d4^2d5  8
 20 a1^4a3a5^2d5  8
 20 a1a1^4a3^2a5a7  4
 20 a1^6a3^4d6  48
 20 a1a2^2a3a5d4d5  2
 20 a1a2^2a4^2a6d4  2
 20 a1a2a4a4a5a6  1
 20 a1a3a3a3^2a5d5  2
 20 a1a3a4a4a6d4  1
 20 a1a4^2a5d4^2  2
 20 a2^2a3^2a4d4d5 2
 20 a2a2^2a5^2a6 2
 20 a2^4a3^3d6  24
 20 a2^4a3a6^2  4
 20 a2a3a3a4a5d5  1
 20 a2a3a3a5a5a5  1
 20 a2a3a3a5a5^2  2
 20 a2a3^2a6d4^2  2
 20 a2a4a4^2a5d4  2
 20 a3^2a4^2a7  4
 20 a3^2a5a6d4  2
 20 a3^4d4^3 24
 20 a3a5^2d4^2  8
 21 a1a1a2a3a4a6a6  1
 21 a1^2a4^4a6  4
 21 a1a1a4a5a5a6  1
 21 a1a2a3a4a5a7  1
 21 a1a3a4a4a5a6  1
 21 a1a4^2a6^2  2
 21 a2a2a3a5a5a6  1
 21 a2a3^2a4^2a7  2
 21 a2a5^4  4
 22 a1^2a2a3^2a6a7  2
 22 a1a1a2a3a5a7d4  1
 22 a1a1a2a4a4a6d5  1
 22 a1^2a3a3^2a4a8 2
 22 a1^2a3a5a5a7 2
 22 a1^2a4a6^2d4  2
 22 a1a1^2a5^2a6d4 2
 22 a1a2a3^2a4^2d6  2
 22 a1a2a3a5a6d5  1
 22 a1a2a4^2a6^2  2
 22 a1a3a3a4a5a7  1
 22 a1a4a4a4a5d5  1
 22 a2^10e6  720
 22 a2^2a4^2a7d4  2
 22 a2^2a5a5^3 12
 22 a2^3a5^3d4  6
 22 a2^6a8d4  12
 22 a2a3a3a4a6d5  1
 22 a2a4^2a5a7  2
 22 a3^2a6^2d4  4
 22 a3a3^2a4^2a7  2
 22 a3a4a5a5d5  1
 22 a4a4a4a5a6  1
 23 a1a1^2a2a6a6^2 2
 23 a1^3a4^3a8  3
 23 a1a2a3a4a6a7  1
 23 a1a4a5a5a7  1
 23 a2a2a3a3a5a8  1
 23 a2a2a3a5a6a6  1
 23 a2a5a5a5a6  1
 23 a2a5^3a6  3
 23 a3a6^3  6
 24 a1^2a2a3a6d5^2 2
 24 a1a1a3a5a6a7  1
 24 a1^2a5a5a7d4 2
 24 a1a1^2a2^2a5a7d5 2
 24 a1a1^2a3^2a5d4d6  1
 24 a1a2^2a4a5d5^2  2
 24 a1a2a3a6^2d5  2
 24 a1a2a4a4a7d5  1
 24 a1a2a4a4a8d4  1
 24 a1a2a5a6d4d5  1
 24 a1a3a4^2a5d6  2
 24 a1a3a4a5a7d4  1
 24 a1a3a4a5d5d5  1
 24 a1a4^2a5a8  2
 24 a1a4a6a7d4  1
 24 a2^2a3a5^2d6  4
 24 a2^2a3a7d4d5  2
 24 a2^4d5^3 24
 24 a2a4^2a6a7  2
 24 a2a4^2a6a7  2
 24 a3^2a3^2a7d5 4
 24 a3^6e6  24
 24 a3a4a5a6d5  1
 24 a3a5a5^2a6  2
 24 a4^2d4d5^2  4
 24 a4^3d4d6  6
 24 a4a5^2d4d5  2
 25 a1^2a2a6^2a7  2
 25 a1a1a3a4a6a8  1
 25 a1a4a5a6a7  1
 25 a2a2^2a5^2a8  1
 25 a2a3a4a7a7  1
 26 a1^2a4^2a8d5  2
 26 a1^2a4^2a4^2e6 4
 26 a1a1a4a5a6d6  1
 26 a1^3a4^3a9  6
 26 a1a3a5a7a7  1
 26 a1a5a6a6d5  1
 26 a2^2a3a3a5a9  1
 26 a2a2a3a5a6d6  1
 26 a2a2a5a6a8  1
 26 a2a3a6a7d5  1
 26 a2a5^3d6  3
 26 a3a3a5a5a8  1
 26 a3a4a6^2d5  2
 26 a5^2a7d5  2
 27 a1a4a4a5a9  1
 27 a1a4a6a6a7  1
 27 a2a3a5a6a8  1
 27 a5^3a8  3
 28 a1^2a3^2d5^2d6  4
 28 a1a1a3a4a6a9  1
 28 a1a1a3a7a7d5  1
 28 a1^2a7d4^2d6  4
 28 a1a3a3^2a9d5  2
 28 a1a3a4^2a5d7  2
 28 a1a3a5d4d5d6  1
 28 a1a3a6a8d5  1
 28 a1a5a7d5^2 2
 28 a1a5a8d4d5  1
 28 a2^2a5a5d4e6  2
 28 a2^4a5^2d7  8
 28 a2a4a6d5d6  1
 28 a2a5^3e6  6
 28 a2a6a7d4d5  1
 28 a3^3d4^2d7  12
 28 a3a4^2a7d6  2
 28 a4^2a7a8  2
 28 a5a6a7d5  1
 28 a5a9d4^2  4
 28 a7^3 24
 28 d4^2d5^3 12
 28 d4^4e6  144
 29 a1a1a6a7a8  1
 29 a2a2a5a6a9  1
 29 a2a3^2a8^2  2
 29 a4a6a7^2  2
 29 a5a5a6a8  1
 30 a1a1a2a7a9d4  1
 30 a1^2a5a7a9  1
 30 a1a2a7^2d6  2
 30 a1a4a6a7d6  1
 30 a2a3a5a8d6  1
 30 a2a4^2a10d4  2
 30 a2a5a8^2  2
 30 a3a3a6a6e6  1
 30 a3a7a7^2  2
 31 a1a3a4a6a10  1
 32 a1^2a3a7d6^2 2
 32 a1a1a4a7d5e6  1
 32 a1^4a7^2e6  8
 32 a1a4a4a10d5  1
 32 a1a4a5a7d7  1
 32 a1a4a9d5d5  1
 32 a2^2a5a9d6  2
 32 a2a4a6d5d7  1
 32 a2a6a8a8  1
 32 a2a6a8^2  2
 32 a3a5^2d6^2  2
 32 a4^2d5d5e6 2
 32 a4a6a9d5  1
 32 a4a8d5d6  1
 32 a5a5a6a9  1
 32 a5a5a8d6  1
 32 a6^2d4d7  2
 32 a7^3d4  6
 32 a8d5^3  3
 33 a1a5a7a10  1
 33 a2a5a8a9  1
 34 a1a8a9d5  1
 34 a2^2a5^2a11  4
 34 a3a6a10d5  1
 34 a5^2a8e6  2
 34 a5^2a8e6  2
 35 a2a5a6a11  1
 36 a1^2a5^2d5d8  2
 36 a1^2a7a11d4  2
 36 a1a1a7a8d7  1
 36 a1a4^2a9d7  2
 36 a1a5d5d6d7  1
 36 a3^2a7d4d8  2
 36 a3^2d6^2e6  4
 36 a3a6a9e6  1
 36 a4a6^2d8  2
 36 a6a6d6e6  1
 36 a7d5d6^2  2
 36 a8^3  1
 37 a1a4a9a10  1
 37 a2a8^3  6
 37 a7^2a10  2
 38 a1a7a10d6  1
 38 a2a5a11d6  1
 38 a2a8a9d6  1
 38 a3a3a8a11  1
 38 a3a5^2a12  2
 40 a1a6a12d5  1
 40 a2^2a11d4e6  2
 40 a2a2a8d7e6  1
 40 a2^4e6^3 24
 40 a2a10d5d7  1
 40 a5^3d4e7  6
 40 a8d4e6^2 2
 41 a2a3a8a12  1
 41 a6a8a11  1
 42 a5a9a11  1
 42 a6^3e7  3
 42 a9a9e6  1
 44 a1a13d5^2 2
 44 a1a7d5^2e7  2
 44 a1a9d6d8  1
 44 a2a6a8d9  1
 44 a3a7d7d8  1
 44 a3d7^3  6
 44 a5^2d6d9  2
 44 a6a10d8  1
 44 a8a11d6  1
 44 d5^2d8e6  2
 44 d5^3d9  6
 45 a2a11^2  2
 46 a1^2a9a13  2
 46 a2a8^2e7  2
 47 a5a6a14  1
 48 a12d6e6  1
 48 a1a4a13d7  1
 48 a3a9d6e7  1
 52 a1a9d5d10  1
 52 a5^2d10e6  2
 52 a5a14e6  1
 52 a5d7e6e7  1
 53 a2a8a15  1
 54 a6a12e7  1
 57 a11a14  1
 60 a2a14d9  1
 60 a7d7d11  1
 60 a9d9e7  1
 60 d9^2e6  2
 62 a11a15  1
 62 a2a17d6  1
 64 a11e7^2  2
 68 a3a11d12  1
 76 a11d7e8  1
 76 d13e6^2  2
 76 e6^3e8  6
 77 a6a20  1
 78 a18e7  1
 92 a11d15  1
117 a26  1