| k9method62 | 5940 128 STNFS k=1 | 14450 192 STNFS k=1 | 25340 257 STNFS k=1 |
| k9method66 | 5890 128 STNFS k=1 | 12730 192 STNFS k=1 | 29320 256 STNFS k=1 |
| k9method67 | 4764 129 STNFS-G k=1 | 12570 192 STNFS-G k=1 | 23260 256 STNFS-G k=1 |
| k9methodLZZW | 5314 128 STNFS k=1 | 12800 192 STNFS k=1 | 21800 256 STNFS k=1 |
| k10method53 | 5306 128 SexTNFS k=2 | 12250 192 SexTNFS k=2 | 21450 258 SexTNFS k=2 |
| k10method624 | 4695 128 SexTNFS k=2 | 9825 192 SexTNFS k=2 | -------------- |
| k10method63 | 5720 128 STNFS k=1 | 13630 192 SexTNFS k=2 | 28500 256 SexTNFS k=2 |
| k10method66 | 5104 142 STNFS k=1 | 14180 192 STNFS k=1 | 30380 256 STNFS k=1 |
| k11method62 | 5412 128 STNFS k=1 | 14990 192 STNFS k=1 | 24860 256 STNFS k=1 |
| k11method620 | 5258 128 STNFS k=1 | 10140 192 STNFS k=1 | 17400 256 STNFS k=1 |
| k11method66 | 3896 128 STNFS-G k=1 | 14630 192 STNFS k=1 | 27700 258 STNFS k=1 |
| BN | 5534 128 SexTNFS k=2 | 13120 192 SexTNFS k=3 | 25310 256 SexTNFS k=3 |
| k12method53 | 5138 130 SexTNFS k=2 | 9962 193 STNFS k=1 | 26590 256 SexTNFS k=2 |
| k12method64 | 6120 134 SexTNFS k=2 | 12550 192 SexTNFS k=2 | 24220 256 SexTNFS k=3 |
| k12method66 | 5525 128 SexTNFS k=2 | 14960 192 SexTNFS k=2 | 26120 256 SexTNFS k=2 |
| k12method67 | 5340 128 STNFS k=1 | 14750 192 SexTNFS k=2 | 20120 256 SexTNFS k=2 |
| k13method62 | 4565 128 STNFS-G k=1 | 13690 192 STNFS k=1 | 28830 256 STNFS-G k=1 |
| k13method66 | 4083 154 STNFS-G k=1 | 8472 192 STNFS-G k=1 | 18940 256 STNFS-G k=1 |
| k14method63 | 5348 128 STNFS k=1 | 13330 192 STNFS k=1 | 25590 257 SexTNFS k=2 |
| k14method66 | 4906 154 STNFS k=1 | 11180 192 STNFS-G k=1 | 27980 256 STNFS-G k=1 |
| k15method53 | 6495 145 STNFS k=1 | 13520 192 STNFS k=1 | 27560 256 STNFS k=1 |
| k15method62 | -------------- | 12210 201 exTNFS-Conj k=5 | 20050 256 exTNFS-Conj k=5 |
| k15method620 | 7650 158 STNFS k=1 | 12270 192 STNFS k=1 | 21330 256 STNFS k=1 |
| k15method66 | 5736 138 STNFS k=1 | 14150 192 STNFS k=1 | 26980 256 STNFS k=1 |
| k15method67 | -------------- | 12030 206 STNFS-G k=1 | 23040 256 STNFS-G k=1 |
| k15methodDCC | 5745 139 STNFS k=1 | 13940 192 STNFS-G k=1 | 26980 256 STNFS-G k=1 |
| k16method66 | 5608 146 exTNFS-Conj k=4 | 10090 192 exTNFS-Conj k=4 | 18940 256 exTNFS-Conj k=4 |
| k16methodKSS | 5281 142 STNFS k=1 | 13360 192 STNFS k=1 | 23760 257 SexTNFS-G k=2 |
| k17method62 | 5152 183 STNFS k=1 | 11270 193 STNFS-G k=1 | 20560 256 STNFS-G k=1 |
| k17method66 | 5914 149 STNFS-G k=1 | 10110 192 STNFS-G k=1 | 25600 256 STNFS-G k=1 |
| k18method624 | 7929 152 SexTNFS k=2 | 13330 192 SexTNFS k=2 | 23650 256 SexTNFS k=2 |
| k18method63 | -------------- | 14620 192 STNFS k=1 | 16990 287 SexTNFS k=2 |
| k18method67 | 7243 156 STNFS-G k=1 | 11630 193 STNFS-G k=1 | 21320 258 STNFS-G k=1 |
| k18methodKSS | 6401 156 STNFS k=1 | 12180 192 STNFS k=1 | 26060 257 SexTNFS-G k=2 |
| k19method62 | 5754 145 STNFS-G k=1 | 11290 194 STNFS-G k=1 | 20800 256 STNFS-G k=1 |
| k19method66 | 6041 233 STNFS-G k=1 | 8180 241 STNFS-G k=1 | 12060 258 STNFS-G k=1 |
| k20method64 | 7640 151 SexTNFS k=2 | 14660 192 SexTNFS k=2 | 26960 257 SexTNFS k=2 |
| k20method66 | 7013 161 exTNFS-Conj k=4 | 10970 195 exTNFS-Conj k=5 | 19930 256 exTNFS-Conj k=5 |
| k21method62 | -------------- | -------------- | 20570 264 exTNFS-Conj k=7 |
| k21method66 | 7135 171 exTNFS-Conj k=3 | 10720 207 exTNFS-Conj k=3 | 25560 256 STNFS-G k=1 |
| k21method67 | -------------- | -------------- | 19910 273 exTNFS-Conj k=7 |
| k22method63 | 7280 161 STNFS k=1 | 14600 193 STNFS k=1 | 27410 257 STNFS-G k=1 |
| k22method66 | 7901 197 STNFS-G k=1 | 11830 223 STNFS-G k=1 | 18170 256 STNFS-G k=1 |
| k23method62 | -------------- | 10250 192 STNFS-G k=1 | 21650 256 STNFS-G k=1 |
| k23method66 | -------------- | 9614 205 STNFS-G k=1 | 19290 256 STNFS-G k=1 |
| k24method66 | 7642 167 STNFS k=1 | 13340 192 STNFS k=1 | 24440 256 STNFS-G k=1 |
| k24method67 | -------------- | 13750 200 STNFS k=1 | 26930 258 STNFS-G k=1 |
| k25method62 | -------------- | 13130 210 exTNFS-Conj k=5 | 20880 259 STNFS-G k=1 |
| k25method66 | -------------- | -------------- | 29990 257 STNFS-G k=1 |
| k26method624 | -------------- | 12180 212 STNFS k=1 | 18850 256 STNFS k=1 |
| k26method63 | -------------- | 12440 203 SexTNFS-G k=2 | 23670 256 SexTNFS-G k=2 |
| k26method66 | 7758 209 STNFS-G k=1 | 11610 234 STNFS-G k=1 | 16040 257 STNFS-G k=1 |
| k27method62 | -------------- | -------------- | 22250 313 exTNFS-Conj k=3 |
| k27method66 | 7638 175 exTNFS-Conj k=3 | 11840 218 exTNFS-Conj k=3 | 15980 256 STNFS-G k=1 |
| k27method67 | -------------- | -------------- | 24770 322 exTNFS-Conj k=3 |
| k27methodBLS | 7697 175 exTNFS-Conj k=3 | 11540 215 exTNFS-Conj k=3 | 16100 257 STNFS-G k=1 |
| k28method53 | -------------- | -------------- | 21950 266 STNFS k=1 |
| k28method64 | -------------- | 14280 207 SexTNFS k=2 | 25480 258 SexTNFS k=2 |
| k28method66 | -------------- | -------------- | 20260 261 exTNFS-Conj k=7 |
| k29method62 | -------------- | -------------- | 18580 257 STNFS-G k=1 |
| k29method66 | -------------- | -------------- | 18650 268 STNFS-G k=1 |
| k30method53 | -------------- | -------------- | 25740 263 STNFS k=1 |
| k30method63 | -------------- | -------------- | -------------- |
| k30method66 | -------------- | -------------- | 22990 270 exTNFS-Conj k=6 |
| k30method67 | -------------- | -------------- | 27760 293 exTNFS-Conj k=6 |
| k31method62 | -------------- | -------------- | 18650 266 STNFS-G k=1 |
| k31method66 | -------------- | -------------- | 23900 257 STNFS-G k=1 |
| k32method613 | -------------- | 14870 281 exTNFS-Conj k=4 | 19440 260 exTNFS-Conj k=4 |
| k32method66 | -------------- | 13010 210 exTNFS-Conj k=4 | 19330 257 exTNFS-Conj k=4 |
| k48method66 | -------------- | -------------- | 27570 320 STNFS k=1 |
| KSS54 | -------------- | -------------- | 31580 388 STNFS-G k=1 |
| k3MNT | 4211 128 SexTNFS k=3 | 9371 192 SexTNFS k=3 | 16090 256 exTNFS-Conj k=3 |
| k4MNT | 4344 128 SexTNFS k=4 | 10520 192 exTNFS-Conj k=4 | 19040 256 exTNFS-Conj k=4 |
| k6MNT | 4140 128 SexTNFS k=3 | 9792 192 SexTNFS k=6 | 21010 256 SexTNFS k=6 |
| FM1 | 6064 128 STNFS-G k=1 | 13100 192 STNFS-G k=1 | 22580 256 STNFS-G k=1 |
| FM2 | 6072 128 STNFS-G k=1 | 13430 194 STNFS-G k=1 | 22550 256 STNFS-G k=1 |
| FM3 | 6064 129 STNFS k=1 | 13420 193 STNFS-G k=1 | 22540 256 STNFS-G k=1 |
| FM4 | 4128 128 STNFS-G k=1 | 14080 193 STNFS-G k=1 | TODO |
| FM5 | 5520 128 STNFS-G k=1 | 13100 194 STNFS-G k=1 | 22100 256 STNFS-G k=1 |
| FM6 | 4784 128 STNFS-G k=1 | 13100 199 STNFS-G k=1 | 21900 258 STNFS-G k=1 |
| FM7 | 5648 128 STNFS-G k=1 | 13100 194 STNFS-G k=1 | 22380 256 STNFS-G k=1 |
| FM8 | 5584 128 STNFS-G k=1 | 13100 195 STNFS-G k=1 | 22320 257 STNFS-G k=1 |
| FM9 | 4624 128 STNFS-G k=1 | 12140 193 STNFS-G k=1 | 21740 257 STNFS-G k=1 |
| FM10 | 5580 128 STNFS k=1 | 14940 192 STNFS-G k=1 | 28440 257 STNFS-G k=1 |
| FM11 | 4608 140 STNFS-G k=1 | 13680 196 STNFS-G k=1 | 25810 256 STNFS-G k=1 |
| FM12 | 4608 137 STNFS-G k=1 | 13680 194 STNFS-G k=1 | 26350 256 STNFS-G k=1 |
| FM13 | 4460 162 STNFS-G k=1 | 12930 199 STNFS-G k=1 | 20800 258 STNFS-G k=1 |
| FM14 | 5577 129 STNFS-G k=1 | 12930 200 STNFS-G k=1 | 20630 258 STNFS-G k=1 |
| FM15 | 4461 139 STNFS-G k=1 | -------------- | TODO |
| FM16 | 5034 129 STNFS-G k=1 | -------------- | TODO |
| FM17 | 4989 129 STNFS-G k=1 | 10500 192 STNFS-G k=1 | 25330 310 STNFS-G k=1 |
| FM18 | 5340 181 STNFS-G k=1 | 12560 197 STNFS-G k=1 | 20960 260 STNFS-G k=1 |
| FM19 | 4874 128 STNFS-G k=1 | 13230 218 STNFS-G k=1 | 17910 257 STNFS-G k=1 |
| FM20 | 4482 128 STNFS-G k=1 | 13190 219 STNFS-G k=1 | 17870 259 STNFS-G k=1 |
| FM21 | 7680 185 STNFS-G k=1 | 12060 194 STNFS-G k=1 | 28320 257 STNFS-G k=1 |
| FM22 | -------------- | 11900 210 STNFS-G k=1 | 26180 256 STNFS-G k=1 |
| FM23 | -------------- | 12580 194 STNFS-G k=1 | 29470 256 STNFS-G k=1 |
| FM24 | -------------- | 12260 219 STNFS-G k=1 | -------------- |
| FM25 | -------------- | 14760 193 STNFS-G k=1 | -------------- |
| FM26 | -------------- | 13820 205 STNFS-G k=1 | 25200 256 STNFS-G k=1 |
| FM27 | -------------- | 11480 202 STNFS-G k=1 | 17960 257 STNFS-G k=1 |