Prime p₀= 836368009066356583 starts a Symmetric tuple of 18 consecutive primes (SPT).
d_n: 0 18 16 2 30 54 4 66 14 16 14 66 4 54 30 2 16 18 (?)
a_n: 0 18 34 36 66 120 124 190 204 220 234 300 304 358 388 390 406 424
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: 424
Found by: RFGuy_KCCO
db: batch=73, k=18, 18 16 2 30 54 4 66 14 16

STPT(12)	836366175768621467	0 2 12 14 30 32 72 74 90 92 102 104	-1833297735116
SPT(16)	836367006511466371	0 58 60 106 190 196 208 222 256 270 282 288 372 418 420 478	-1002554890212
SPT(20)	836367087227730287	0 6 12 32 36 62 66 92 102 116 126 140 150 176 180 206 210 230 236 242	-921838626296
SPT(16)	836367419274989101	0 10 12 22 30 42 58 66 112 120 136 148 156 166 168 178	-589791367482
SPT(16)	836367449125037597	0 14 42 50 60 92 152 162 224 234 294 326 336 344 372 386	-559941318986
SPT(16)	836367915350111423	0 14 90 104 114 138 164 198 206 240 266 290 300 314 390 404	-93716245160
SPT(16)	836368025880598633	0 6 16 30 70 90 118 130 144 156 184 204 244 258 268 274	16814242050
SPT(16)	836368266518481461	0 36 56 90 98 108 120 128 168 176 188 198 206 240 260 296	257452124878
SPT(16)	836368443971475113	0 6 86 108 128 150 234 254 270 290 374 396 416 438 518 524	434905118530
SPT(16)	836368520413440559	0 12 24 52 54 90 94 124 138 168 172 208 210 238 250 262	511347083976
SPT(16)	836368719849032413	0 10 28 106 120 136 208 270 316 378 450 466 480 558 576 586	710782675830