Prime p₀= 123473189878880389 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 58 6 6 8 16 24 26 24 16 8 6 6 58 (?)
a_n: 0 58 64 70 78 94 118 144 168 184 192 198 204 262
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 262
Found by: paulteo
db: batch=67, k=14, 58 6 6 8 16 24 26

SPT(14)	123473133976894939	0 42 58 154 160 250 252 340 342 432 438 534 550 592	-55901985450
SPT(14)	123473136230732923	0 34 46 60 66 120 144 220 244 298 304 318 330 364	-53648147466
SPT(14)	123473140976037551	0 6 20 66 86 98 108 230 240 252 272 318 332 338	-48902842838
SPT(14)	123473155347340471	0 18 60 66 78 100 166 252 318 340 352 358 400 418	-34531539918
TPT(12)	123473169143270579	0 2 12 14 78 80 90 92 120 122 162 164	-20735609810
SPT(14)	123473179004573051	0 12 90 162 222 288 290 348 350 416 476 548 626 638	-10874307338
SPT(14)	123473195636609999	0 38 42 78 102 104 108 134 138 140 164 200 204 242	5757729610
SPT(14)	123473205875611567	0 10 40 54 66 70 72 94 96 100 112 126 156 166	15996731178
SPT(14)	123473207535386833	0 18 34 40 76 124 166 258 300 348 384 390 406 424	17656506444
TPT(12)	123473227286004611	0 2 30 32 96 98 120 122 138 140 156 158	37407124222
SPT(14)	123473229806410681	0 40 60 82 130 136 150 172 186 192 240 262 282 322	39927530292