Prime p₀= 1611426559595973983 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 36 12 8 22 36 20 36 4 36 20 36 22 8 12 36 (?)
a_n: 0 36 48 56 78 114 134 170 174 210 230 266 288 296 308 344
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 344
Found by: biodoc
db: batch=78, k=16, 36 12 8 22 36 20 36 4

SPT(16)	1611424532348927419	0 22 30 40 54 84 118 138 184 204 238 268 282 292 300 322	-2027247046564
SPT(16)	1611424623102081743	0 20 26 36 98 138 146 156 158 168 176 216 278 288 294 314	-1936493892240
SPT(16)	1611424771103186651	0 110 126 188 210 230 276 278 318 320 366 386 408 470 486 596	-1788492787332
SPT(16)	1611424929385773757	0 12 40 72 94 156 222 234 322 334 400 462 484 516 544 556	-1630210200226
SPT(16)	1611425845149554653	0 10 76 88 90 118 148 150 154 156 186 214 216 228 294 304	-714446419330
SPT(16)	1611425996695543993	0 60 84 126 138 160 184 186 238 240 264 286 298 340 364 424	-562900429990
SPT(16)	1611426654453797437	0 40 72 84 130 156 174 240 256 322 340 366 412 424 456 496	94857823454
TPT(14)	1611426794639956037	0 2 42 44 84 86 102 104 120 122 132 134 144 146	235043982054
STPT(10)	1611426992686609097	0 2 24 26 42 44 60 62 84 86	433090635114
TPT(14)	1611427023545284271	0 2 18 20 60 62 240 242 258 260 300 302 336 338	463949310288
TPT(14)	1611427139254242797	0 2 12 14 84 86 102 104 114 116 240 242 300 302	579658268814