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13. Table 101-110

v k t λ µ rf sg comments
102 16 6 5 2 417 –184 ?
85 75 70 75 084 –517 ?
102 17 3 2 3 084 –117 ?
84 70 69 70 017 –184 ?
102 29 19 6 9 268 –533 ?
72 62 51 50 433 –368 ?
102 31 13 8 10 168 –333 ?
70 52 48 48 233 –268 ?
102 32 24 14 8 817 –284 ?
69 61 44 52 184 –917 ?
102 33 11 10 11 068 –133 T12
68 46 45 46 033 –168
102 33 13 12 10 317 –184 T11 for m=2
68 48 44 48 084 –417 T10 for m=2
102 34 17 0 17 099 –172 T8(i) for 2-(3,2,17) T10 for m=17 T12
67 50 49 34 162 –199 T8(ii) for 2-(3,2,17) T11 for m=17
102 34 12 10 12 084 –217 ?
67 45 44 44 117 –184 ?
102 35 21 8 14 184 –717 ?
66 52 44 40 617 –284 ?
102 35 13 12 12 133 –168
66 44 42 44 068 –233 T12
102 37 19 14 13 333 –268 ?
64 46 39 42 168 –433 ?
102 39 29 16 14 533 –368 ?
62 52 36 40 268 –633 ?
102 43 29 14 21 185 –816 ?
58 44 35 30 716 –285 ?
102 46 41 20 21 451 –550 ?
55 50 29 30 450 –551 ?
102 47 34 21 22 351 –450 ?
54 41 28 29 350 –451 ?
102 48 24 21 24 085 –316 T10 for m=3 T12
53 29 28 27 216 –185 T11 for m=3
102 48 29 22 23 251 –350 ?
53 34 27 28 250 –351 ?
102 49 26 23 24 151 –250 ?
52 29 26 27 150 –251 ?
102 49 35 26 21 717 –284 ?
52 38 23 30 184 –817 ?
102 50 25 24 25 051 –150 T5 T12
51 26 25 26 050 –151
102 50 26 25 24 217 –184 T11 for m=3
51 27 24 27 084 –317 T10 for m=3
102 50 33 32 17 163 –198 T11 for m=17
51 34 17 34 098 –173 T10 for m=17
104 11 7 2 1 339 –264 ?
92 88 81 84 164 –439 ?
104 14 4 1 2 164 –239 ?
89 79 76 77 139 –264 ?
104 22 13 3 5 265 –438 ?
81 72 63 63 338 –365 ?
104 24 6 4 6 091 –212 T8(i) for 2-(13,4,2) T10 for m=2 T12
79 61 60 60 112 –191 T11 for m=2
104 25 7 6 6 139 –164 T4 T11 for m=2
78 60 58 60 064 –239 T10 for m=2
104 25 10 9 5 513 –190 ?
78 63 57 63 090 –613 ?
104 26 7 5 7 090 –213 ?
77 58 57 57 113 –190 ?
104 27 18 1 9 190 –913 does not exist by AbsBd
76 67 57 51 813 –290 does not exist by AbsBd
104 27 8 7 7 138 –165 ?
76 57 55 57 065 –238 ?
104 28 16 6 8 264 –439 ?
75 63 54 54 339 –364 ?
104 31 13 12 8 512 –191 T8(ii) for 2-(13,4,2) T11 for m=2
72 54 48 54 091 –612 T10 for m=2 T12
104 36 24 13 12 439 –364 ?
67 55 42 45 264 –539 ?
104 39 15 14 15 064 –139 ?
64 40 39 40 039 –164 ?
104 41 31 10 20 191 –1112 does not exist by AbsBd
62 52 40 32 1012 –291 does not exist by AbsBd
104 42 36 15 18 364 –639 ?
61 55 36 35 539 –464 ?
104 44 37 15 21 278 –825 ?
59 52 35 31 725 –378 ?
104 47 28 19 23 178 –525 ?
56 37 31 29 425 –278 ?
104 48 24 20 24 091 –412 T10 for m=2 T12
55 31 30 28 312 –191 T11 for m=2
104 49 27 22 24 165 –338 ?
54 32 28 28 238 –265 ?
104 49 42 25 21 726 –377 ?
54 47 25 31 277 –826 ?
104 50 25 23 25 078 –225 ?
53 28 27 27 125 –178 ?
104 50 28 24 24 239 –264 ?
53 31 26 28 164 –339 ?
104 50 31 25 23 426 –277 ?
53 34 25 29 177 –526 ?
104 50 40 28 20 1013 –290 does not exist by AbsBd
53 43 22 32 190 –1113 does not exist by AbsBd
104 51 26 25 25 126 –177 T4 T6
52 27 25 27 077 –226
104 51 27 26 24 313 –190 T11 for m=2
52 28 24 28 090 –413 T10 for m=2
104 51 38 37 13 252 –1101 T11 for m=13
52 39 13 39 0101 –262 T10 for m=13
105 14 2 1 2 090 –114 T8(i) for 2-(15,3,1) T12
90 78 77 78 014 –190
105 18 12 3 3 349 –355 ?
86 80 70 72 255 –449 ?
105 20 4 3 4 084 –120 T8(i) for 2-(21,5,1) T12
84 68 67 68 020 –184
105 20 8 7 3 514 –190 T8(ii) for 2-(15,3,1) T11 for m=3
84 72 66 72 090 –614 T10 for m=3 T12
105 24 8 7 5 320 –184 T8(ii) for 2-(21,5,1) T9 for pg(5,5,5)
80 64 60 64 084 –420 T12
105 28 8 6 8 090 –214 T12
76 56 55 55 114 –190
105 28 20 11 6 720 –284 ?
76 68 53 60 184 –820 ?
105 30 10 5 10 098 –56 T8(i) for 2-(7,3,5) T10 for m=5 T12
74 54 53 50 46 –198 T8(ii) for 2-(7,5,10) T11 for m=5
105 31 14 7 10 177 –427 ?
73 56 51 50 327 –277 ?
105 32 16 9 10 256 –348 ?
72 56 49 50 248 –356 ?
105 32 24 11 9 535 –369 ?
72 64 48 52 269 –635 ?
105 33 16 11 10 335 –269 ?
71 54 47 50 169 –435 ?
105 34 12 11 11 135 –169 T4
70 48 46 48 069 –235
105 34 14 13 10 414 –190 T11 for m=5
70 50 45 50 090 –514 T10 for m=5 T12
105 34 20 19 7 135 –199 T11 for m=7
70 56 42 56 099 –145 T10 for m=7
105 35 14 7 14 099 –75 T10 for m=7
69 48 47 42 65 –199 T11 for m=7
105 35 12 11 12 069 –135 ?
69 46 45 46 035 –169 ?
105 36 24 7 15 190 –914 ?
68 56 46 40 814 –290 ?
105 36 20 9 14 184 –620 ?
68 52 45 42 520 –284 ?
105 36 16 11 13 169 –335 ?
68 48 44 44 235 –269 ?
105 37 24 11 14 269 –535 ?
67 54 43 42 435 –369 ?
105 38 36 11 15 369 –735 ?
66 64 42 40 635 –469 ?
105 38 26 13 14 354 –450 ?
66 54 41 42 350 –454 ?
105 39 26 15 14 439 –365 ?
65 52 39 42 265 –539 ?
105 40 16 14 16 084 –220 T12
64 40 39 39 120 –184
105 40 24 17 14 524 –280 ?
64 48 37 42 180 –624 ?
105 40 32 20 12 1014 –290 ?
64 56 35 45 190 –1114 ?
105 41 20 19 14 69 –195 T11 for m=7
63 42 35 42 095 –79 T10 for m=7
105 42 18 15 18 090 –314 T8(i) for 2-(15,7,3) T12
62 38 37 36 214 –190
105 42 36 19 15 727 –377 ?
62 56 34 40 277 –827 ?
105 43 20 17 18 155 –249 ?
61 38 35 36 149 –255 ?
105 44 20 19 18 220 –184
60 36 33 36 084 –320 T12
105 44 24 23 15 96 –198 T8(ii) for 2-(7,3,5) T11 for m=5
60 40 30 40 098 –106 T8(i) for 2-(7,5,10) T10 for m=5 T12
105 48 24 23 21 314 –190 T8(ii) for 2-(15,7,3)
56 32 28 32 090 –414 T12
105 48 32 24 20 620 –284 ?
56 40 27 33 184 –720 ?
105 50 38 19 28 190 –1014 ?
54 42 31 24 914 –290 ?
106 48 42 21 22 453 –552 ?
57 51 30 31 452 –553 ?
106 49 35 22 23 353 –452 ?
56 42 29 30 352 –453 ?
106 50 30 23 24 253 –352 ?
55 35 28 29 252 –353 ?
106 51 27 24 25 153 –252 ?
54 30 27 28 152 –253 ?
106 52 26 25 26 053 –152 T3 T5 T12
53 27 26 27 052 –153
108 10 3 0 1 168 –239 ?
97 90 87 88 139 –268 ?
108 11 3 2 1 232 –175 ?
96 88 85 88 075 –332 ?
108 14 10 0 2 269 –438 ?
93 89 80 80 338 –369 ?
108 15 11 2 2 351 –356 ?
92 88 78 80 256 –451 ?
108 16 10 4 2 433 –274 ?
91 85 76 80 174 –533 ?
108 17 7 6 2 515 –192 ?
90 80 74 80 092 –615 ?
108 19 9 0 4 186 –521 ?
88 78 72 70 421 –286 ?
108 20 12 2 4 268 –439 ?
87 79 70 70 339 –368 ?
108 21 13 4 4 350 –357 ?
86 78 68 70 257 –450 ?
108 22 12 6 4 432 –275 ?
85 75 66 70 175 –532 ?
108 23 9 8 4 514 –193 ?
84 70 64 70 093 –614 ?
108 24 6 3 6 099 –38 T8(i) for 2-(9,3,3) T10 for m=3 T12
83 65 64 63 28 –199 T11 for m=3
108 25 8 5 6 163 –244 ?
82 65 62 63 144 –263 ?
108 25 15 8 5 527 –280 ?
82 72 61 66 180 –627 ?
108 26 8 7 6 227 –180 T11 for m=3
81 63 60 63 080 –327 T10 for m=3
108 27 9 0 9 0104 –93 T8(i) for 2-(4,2,9) T10 for m=3 T12
80 62 61 54 83 –1104 T8(ii) for 2-(4,3,18) T11 for m=3
108 27 7 6 7 080 –127 ?
80 60 59 60 027 –180 ?
108 28 17 2 9 192 –815 ?
79 68 59 54 715 –292 ?
108 28 12 5 8 180 –427 ?
79 63 58 57 327 –280 ?
108 29 23 4 9 280 –727 ?
78 72 57 54 627 –380 ?
108 30 10 4 10 0102 –65 ?
77 57 56 52 55 –1102 ?
108 30 27 6 9 368 –639 ?
77 74 55 54 539 –468 ?
108 31 15 6 10 184 –523 ?
76 60 54 52 423 –284 ?
108 31 29 8 9 456 –551 ?
76 74 53 54 451 –556 ?
108 32 18 8 10 266 –441 ?
75 61 52 52 341 –366 ?
108 32 29 10 9 544 –463 ?
75 72 51 54 363 –644 ?
108 33 11 8 11 096 –311 ?
74 52 51 50 211 –196 ?
108 33 19 10 10 348 –359 ?
74 60 50 52 259 –448 ?
108 33 27 12 9 632 –375 ?
74 68 49 54 275 –732 ?
108 34 13 10 11 160 –247 ?
73 52 49 50 147 –260 ?
108 34 18 12 10 430 –277 ?
73 57 48 52 177 –530 ?
108 34 23 14 9 720 –287 ?
73 62 47 54 187 –820 ?
108 34 28 16 8 1015 –292 ?
73 67 46 56 192 –1115 ?
108 35 13 12 11 224 –183 ?
72 50 47 50 083 –324 ?
108 35 15 14 10 512 –195 ?
72 52 46 52 095 –612 ?
108 35 17 16 9 88 –199 T8(ii) for 2-(9,3,3) T11 for m=3
72 54 45 54 099 –98 T10 for m=3 T12
108 35 19 18 8 116 –1101 T11 for m=2
72 56 44 56 0101 –126 T10 for m=2
108 35 23 22 6 174 –1103 T11 for m=2
72 60 42 60 0103 –184 T10 for m=2
108 36 18 0 18 0105 –182 T8(i) for 2-(3,2,18) T10 for m=2 T12
71 53 52 36 172 –1105 T8(ii) for 2-(3,2,18) T11 for m=2
108 36 16 4 16 0104 –123 does not exist by N4
71 51 50 40 113 –1104
108 36 15 6 15 0103 –94 T10 for m=3
71 50 49 42 84 –1103 T11 for m=3
108 36 14 8 14 0101 –66 T10 for m=2
71 49 48 44 56 –1101 T11 for m=2
108 36 13 10 13 095 –312 ?
71 48 47 46 212 –195 ?
108 37 27 6 16 195 –1112 does not exist by AbsBd
70 60 48 40 1012 –295 does not exist by AbsBd
108 37 23 8 15 191 –816 ?
70 56 47 42 716 –291 ?
108 37 19 10 14 183 –524 ?
70 52 46 44 424 –283 ?
108 37 15 12 13 159 –248 ?
70 48 45 46 148 –259 ?
108 38 29 10 15 279 –728 ?
69 60 45 42 628 –379 ?
108 38 22 12 14 265 –442 ?
69 53 44 44 342 –365 ?
108 38 15 14 13 223 –184 ?
69 46 43 46 084 –323 ?
108 39 33 12 15 367 –640 ?
68 62 43 42 540 –467 ?
108 39 23 14 14 347 –360 ?
68 52 42 44 260 –447 ?
108 40 35 14 15 455 –552 ?
67 62 41 42 452 –555 ?
108 40 22 16 14 429 –278 ?
67 49 40 44 178 –529 ?
108 41 35 16 15 543 –464 ?
66 60 39 42 364 –643 ?
108 41 19 18 14 511 –196 ?
66 44 38 44 096 –611 ?
108 42 33 18 15 631 –376 ?
65 56 37 42 276 –731 ?
108 43 29 20 15 719 –288 ?
64 50 35 42 188 –819 ?
108 44 23 22 15 87 –1100 ?
63 42 33 42 0100 –97 ?
108 44 30 29 10 203 –1104
63 49 28 49 0104 –213 does not exist by N4
108 45 25 10 25 0104 –153 does not exist by N4
62 42 41 28 143 –1104
108 45 20 17 20 092 –315 ?
62 37 36 35 215 –192 ?
108 46 22 19 20 156 –251 ?
61 37 34 35 151 –256 ?
108 46 38 16 22 281 –826 ?
61 53 36 32 726 –381 ?
108 46 36 24 16 1014 –293 does not exist by AbsBd
61 51 30 40 193 –1114 does not exist by AbsBd
108 47 22 21 20 220 –187 ?
60 35 32 35 087 –320 ?
108 47 27 26 16 115 –1102 ?
60 40 28 40 0102 –125 ?
108 48 32 8 32 0105 –242 does not exist by N3
59 43 42 20 232 –1105
108 48 24 18 24 099 –68 T10 for m=2 T12
59 35 34 30 58 –199 T11 for m=2
108 49 29 20 24 181 –526 ?
58 38 32 30 426 –281 ?
108 50 32 22 24 263 –444 ?
57 39 30 30 344 –363 ?
108 51 33 24 24 345 –362 ?
56 38 28 30 262 –445 ?
108 51 43 26 22 727 –380 ?
56 48 26 32 280 –827 ?
108 52 26 24 26 081 –226 T10 for m=2 T12
55 29 28 28 126 –181 T11 for m=2
108 52 32 26 24 427 –280 ?
55 35 26 30 180 –527 ?
108 53 27 26 26 127 –180 T4 T6 T11 for m=2
54 28 26 28 080 –227 T10 for m=2 M7
108 53 29 28 24 59 –198 T11 for m=2
54 30 24 30 098 –69 T10 for m=2 M7
108 53 35 34 18 173 –1104 T8(ii) for 2-(4,2,9) T11 for m=2
54 36 18 36 0104 –183 T8(i) for 2-(4,3,18) T10 for m=2 T12 M7
110 10 1 0 1 099 –110 T1 T8(i) for 2-(11,2,1) T12
99 90 89 90 010 –199 T8(ii) for 2-(11,10,9)
110 19 15 4 3 444 –365 ?
90 86 73 76 265 –544 ?
110 19 10 9 2 810 –199 T8(ii) for 2-(11,2,1)
90 81 72 81 099 –910 T8(i) for 2-(11,10,9) T12
110 20 4 2 4 099 –210 T10 for m=2 T12
89 73 72 72 110 –199 T11 for m=2
110 21 5 4 4 144 –165 T4 T11 for m=2
88 72 70 72 065 –244 T10 for m=2
110 23 7 4 5 165 –244 ?
86 70 67 68 144 –265 ?
110 25 21 4 6 365 –544 ?
84 80 64 64 444 –465 ?
110 29 13 12 6 710 –199 T11 for m=2
80 64 56 64 099 –810 T10 for m=2 T12
110 30 9 6 9 099 –310 T12
79 58 57 56 210 –199
110 31 25 0 12 199 –1310 does not exist by N5 does not exist by AbsBd
78 72 58 48 1210 –299 does not exist by AbsBd
110 39 18 17 12 610 –199
70 49 42 49 099 –710 T12
110 40 16 12 16 099 –410 T8(i) for 2-(11,5,4) T10 for m=2 T12
69 45 44 42 310 –199 T11 for m=2
110 40 34 15 14 544 –465 ?
69 63 42 45 365 –644 ?
110 41 34 7 20 199 –1410 does not exist by AbsBd
68 61 46 35 1310 –299 does not exist by AbsBd
110 42 20 16 16 244 –265 ?
67 45 40 42 165 –344 ?
110 44 22 11 22 0105 –114 T10 for m=11 T12
65 43 42 33 104 –1105 T11 for m=11
110 44 18 17 18 065 –144 ?
65 39 38 39 044 –165 ?
110 45 32 13 22 195 –1014 does not exist by AbsBd
64 51 40 33 914 –295 does not exist by AbsBd
110 46 40 15 22 285 –924 ?
63 57 38 33 824 –385 ?
110 46 28 18 20 265 –444 ?
63 45 36 36 344 –365 ?
110 49 25 24 20 510 –199 T8(ii) for 2-(11,5,4) T11 for m=2
60 36 30 36 099 –610 T10 for m=2 T12
110 50 25 20 25 099 –510 T10 for m=5 T12
59 34 33 30 410 –199 T11 for m=5
110 50 43 22 23 455 –554 ?
59 52 31 32 454 –555 ?
110 51 29 22 25 177 –432 ?
58 36 31 30 332 –277 ?
110 51 36 23 24 355 –454 ?
58 43 30 31 354 –455 ?
110 52 31 24 25 255 –354 ?
57 36 29 30 254 –355 ?
110 52 46 27 22 825 –384 ?
57 51 26 33 284 –925 ?
110 53 28 25 26 155 –254 ?
56 31 28 29 154 –255 ?
110 53 31 26 25 333 –276 ?
56 34 27 30 176 –433 ?
110 53 40 29 22 915 –294 ?
56 43 24 33 194 –1015 ?
110 53 46 31 20 1311 –298 does not exist by AbsBd
56 49 22 35 198 –1411 does not exist by AbsBd
110 54 27 26 27 055 –154 T5 T12
55 28 27 28 054 –155
110 54 29 28 25 411 –198 T11 for m=5
55 30 25 30 098 –511 T10 for m=5
110 54 32 31 22 105 –1104 T11 for m=11
55 33 22 33 0104 –115 T10 for m=11


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