What is your expected time for #105?
I was using 4x Tesla V100 for it. Here is a table with expected times:
|------+-------------------+-------------------|-------------------|
| bits | 4x V100 | 100x V100 | 27648x V100 |
|------+-------------------+-------------------|-------------------|
| 100 | 2d 19:52:51 | 02:42:54 | 00:00:35 |
| 105 | 16 days | 15:21:34 | 00:03:19 |
| 110 | 90 days | 3d 14:53:14 | 00:18:51 |
| 115 | 1 year 147 days | 20 days | 01:46:39 |
| 120 | 7 years 341 days | 116 days | 10:03:23 |
| 125 | 44 years 323 days | 1 year 290 days | 2d 08:53:15 |
| 130 | 253 years | 10 years 57 days | 13d 09:48:19 |
| 135 | 1,436 years | 57 years 166 days | 75d 20:24:23 |
| 140 | 8,125 years | 325 years | 1 year 64 days |
| 145 | 45,964 years | 1,838 years | 6 years 237 days |
| 150 | 260,011 years | 10,400 years | 37 years 225 days |
| 155 | 1,470,848 years | 58,833 years | 212 years |
| 160 | 8,320,376 years | 332,815 years | 1,203 years |
|------+-------------------+-------------------|-------------------|
Looks like a "world record" would be 120 bits.
Edit: added timings for the fastest (June 2019) top500 supercomputer - Summit.