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Prime Tuple Database
Prime p0= 545098690659098369 starts a
Tuple of 12 consecutive primes, which form 6 twin primes (TPT).
dn: 0 2 76 2 52 2 4 2 22 2 58 2 (?)
an: 0 2 78 80 132 134 138 140 162 164 222 224
All 12 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 224
Found by: phoenicis
db: batch=56, k=12, 76 52 4 22 58
dn: 0 2 76 2 52 2 4 2 22 2 58 2 (?)
an: 0 2 78 80 132 134 138 140 162 164 222 224
All 12 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 224
Found by: phoenicis
db: batch=56, k=12, 76 52 4 22 58
| SPT(16) | 545098618354999663 | 0 28 48 54 70 84 114 120 154 160 190 204 220 226 246 274 | -72304098706 |
| SPT(14) | 545098621026803981 | 0 102 120 128 198 200 210 218 228 230 300 308 326 428 | -69632294388 |
| SPT(14) | 545098623393473689 | 0 22 60 64 82 88 94 138 144 150 168 172 210 232 | -67265624680 |
| SPT(14) | 545098639156734629 | 0 14 50 110 114 120 150 182 212 218 222 282 318 332 | -51502363740 |
| SPT(14) | 545098644889725539 | 0 44 62 74 78 84 114 158 188 194 198 210 228 272 | -45769372830 |
| SPT(14) | 545098688835318923 | 0 26 78 84 126 140 156 158 174 188 230 236 288 314 | -1823779446 |
| SPT(14) | 545098763636430683 | 0 30 36 44 50 84 86 108 110 144 150 158 164 194 | 72977332314 |
| SPT(20) | 545098770372577859 | 0 8 32 50 60 78 110 140 152 194 228 270 282 312 344 362 372 390 414 422 | 79713479490 |
| SPT(14) | 545098774594269769 | 0 30 42 100 102 108 202 210 304 310 312 370 382 412 | 83935171400 |
| TPT(12) | 545098778250259367 | 0 2 162 164 294 296 390 392 474 476 492 494 | 87591160998 |
| TPT(12) | 545098793273696351 | 0 2 138 140 156 158 180 182 186 188 198 200 | 102614597982 |
©2024 Tomáš Brada