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Prime Tuple Database

Prime p0= 470181688634921983 starts a Symmetric tuple of 14 consecutive primes (SPT).
dn: 0 66 4 6 42 68 10 2 10 68 42 6 4 66 (?)
an: 0 66 70 76 118 186 196 198 208 276 318 324 328 394
All 14 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 394
Found by: Cealor
db: batch=70, k=14, 66 4 6 42 68 10 2
TPT(12)4701815954905916510 2 18 20 60 62 120 122 240 242 270 272-93144330332
SPT(14)4701816161937949930 24 34 54 66 70 154 186 270 274 286 306 316 340-72441126990
SPT(16)4701816266376408730 28 48 60 76 90 130 138 238 246 286 300 316 328 348 376-61997281110
SPT(14)4701816491460953210 8 42 68 80 140 152 168 180 240 252 278 312 320-39488826662
TPT(12)4701816681502454210 2 66 68 126 128 138 140 186 188 198 200-20484676562
SPT(14)4701816846431729390 8 38 50 108 110 114 218 222 224 282 294 324 332-3991749044
SPT(14)4701816960257457970 30 84 130 150 174 184 186 196 220 240 286 340 3707390823814
SPT(14)4701817015156051970 2 24 42 56 74 122 144 192 210 224 242 264 26612880683214
SPT(14)4701817213751980510 16 36 46 52 60 70 102 112 120 126 136 156 17232740276068
SPT(14)4701817248508898510 20 38 48 90 140 150 200 210 260 302 312 330 35036215967868
SPT(14)4701817382802949390 28 48 64 70 84 94 174 184 198 204 220 240 26849645372956


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