7-limit intervals of low Hahn badness

If we define Hahn badness as the size of an interval in cents times
the fourth power of the Hahn lattice distance from the origin, we can
produce a finite comma list by bounding badness and complexity. I
bounded badness by 10000 and Tenney distance (log2 of Tenney height)
by 100 for 7-limit intervals within an octave, and sorted them by
increasing badness. It seems there are 57 of them; I list the
interval, the Hahn distance, the size in cents, and the Hahn badness.
It's pretty much the same as things I've done before; note again that
2401/2400 is way down there in the badness basement, below the 7-limit
consonances; it's the ratio of two other commas (49/48 and 50/49)
which themselves have a very low Hahn badness. This comma just rules
the 7-limit.

2401/2400 4 .721197 184.626504
8/7 1 231.174094 231.174094
7/6 1 266.870906 266.870906
6/5 1 315.641287 315.641287
5/4 1 386.313714 386.313714
4/3 1 498.044999 498.044999
50/49 2 34.975615 559.609837
49/48 2 35.696812 571.148993
7/5 1 582.512193 582.512193
10/7 1 617.487807 617.487807
3/2 1 701.955001 701.955001
36/35 2 48.770381 780.326102
8/5 1 813.686286 813.686286
5/3 1 884.358713 884.358713
12/7 1 933.129094 933.129094
4375/4374 7 .395756 950.209846
7/4 1 968.825906 968.825906
126/125 3 13.794767 1117.376095
25/24 2 70.672427 1130.758830
21/20 2 84.467193 1351.475096
16/15 2 111.731285 1787.700564
15/14 2 119.442808 1911.084932
225/224 4 7.711523 1974.149886
250047/250000 9 .325441 2135.221096
1029/1024 4 8.432720 2158.776390
64/63 3 27.264092 2208.391436
35/32 2 155.139620 2482.233925
10/9 2 182.403712 2918.459394
28/25 2 196.198479 3139.175660
9/8 2 203.910002 3262.560028
128/125 3 41.058858 3325.767531
1728/1715 4 13.073569 3346.833747
6144/6125 5 5.362046 3351.278958
78125000/78121827 15 .070314 3559.669541
3136/3125 5 6.083244 3802.027259
420175/419904 8 1.116953 4575.040111
25/21 2 301.846520 4829.544326
28/27 3 62.960904 5099.833214
81/80 4 21.506290 5505.610137
875/864 4 21.902045 5606.923640
60/49 2 350.616902 5609.870429
49/40 2 351.338099 5621.409585
65625/65536 7 2.349477 5641.093458
5764801/5760000 8 1.442395 5908.048130
256/245 3 76.034473 6158.792329
360/343 3 83.745996 6783.425691
32/25 2 427.372572 6837.961156
9/7 2 435.084095 6961.345524
64/49 2 462.348187 7397.570993
21/16 2 470.780907 7532.494517
281484423828125/281474976710656 19 .058104 7572.206073
49/36 2 533.741811 8539.868979
48/35 2 546.815381 8749.046089
245/243 5 14.190522 8869.076548
25/18 2 568.717426 9099.478816
3955078125/3954653486 15 .185885 9410.418727
343/320 3 120.164006 9733.284449