Prime p₀= 1794570201906258409 starts a Symmetric tuple of 18 consecutive primes (SPT).
d_n: 0 70 30 14 18 6 52 18 14 208 14 18 52 6 18 14 30 70 (?)
a_n: 0 70 100 114 132 138 190 208 222 430 444 462 514 520 538 552 582 652
All 18 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 652
Found by: Orange Kid
db: batch=79, k=18, 70 30 14 18 6 52 18 14 208

SPT(16)	1794567960954580397	0 32 36 50 56 102 110 126 236 252 260 306 312 326 330 362	-2240951678012
SPT(16)	1794568275837784943	0 60 74 108 156 188 216 224 240 248 276 308 356 390 404 464	-1926068473466
SPT(16)	1794568683233201947	0 4 16 24 30 54 66 84 112 130 142 166 172 180 192 196	-1518673056462
SPT(16)	1794568930676624119	0 24 28 70 84 94 108 118 174 184 198 208 222 264 268 292	-1271229634290
SPT(16)	1794569385384806449	0 34 48 52 58 70 72 84 118 130 132 144 150 154 168 202	-816521451960
SPT(16)	1794569963464890727	0 12 40 42 66 76 114 126 190 202 240 250 274 276 304 316	-238441367682
SPT(16)	1794570472498632217	0 6 76 174 210 226 244 246 250 252 270 286 322 420 490 496	270592373808
STPT(10)	1794570964555533551	0 2 30 32 78 80 126 128 156 158	762649275142
SPT(16)	1794571026497365411	0 22 40 72 136 142 148 208 210 270 276 282 346 378 396 418	824591107002
SPT(16)	1794571044600703147	0 10 36 52 60 70 72 76 186 190 192 202 210 226 252 262	842694444738
SPT(16)	1794571198844818777	0 4 12 84 96 102 120 130 186 196 214 220 232 304 312 316	996938560368