Prime p₀= 233890557994552357 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 12 48 20 16 6 2 6 16 20 48 12 10 (?)
a_n: 0 10 22 70 90 106 112 114 120 136 156 204 216 226
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: 226
Found by: Sammey19
db: batch=69, k=14, 10 12 48 20 16 6 2

SPT(14)	233890458060264631	0 10 30 66 72 142 192 250 300 370 376 412 432 442	-99934287726
SPT(14)	233890503283460311	0 28 30 40 46 60 96 142 178 192 198 208 210 238	-54711092046
SPT(16)	233890504983519971	0 60 68 90 108 132 152 170 210 228 248 272 290 312 320 380	-53011032386
SPT(14)	233890510076771461	0 16 30 42 46 58 70 78 90 102 106 118 132 148	-47917780896
SPT(14)	233890514196242707	0 46 52 60 90 114 126 160 172 196 226 234 240 286	-43798309650
SPT(14)	233890551592644577	0 36 42 100 114 124 144 232 252 262 276 334 340 376	-6401907780
SPT(14)	233890565639946751	0 16 60 70 82 100 118 180 198 216 228 238 282 298	7645394394
SPT(14)	233890584917028671	0 2 20 32 56 78 86 132 140 162 186 198 216 218	26922476314
SPT(14)	233890622471557889	0 32 50 74 90 92 132 320 360 362 378 402 420 452	64477005532
SPT(14)	233890642060721287	0 4 6 10 82 120 126 130 136 174 246 250 252 256	84066168930
TPT(12)	233890648866509099	0 2 12 14 78 80 90 92 168 170 180 182	90871956742