Prime p₀= 87504865011393887 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 2 12 10 26 16 30 14 30 16 26 10 12 2 (?)
a_n: 0 2 14 24 50 66 96 110 140 156 182 192 204 206
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: 206
Found by: gaballus
db: batch=67, k=14, 2 12 10 26 16 30 14

SPT(16)	87504780923448583	0 16 28 34 48 58 106 148 156 198 246 256 270 276 288 304	-84087945304
TPT(12)	87504789141209549	0 2 48 50 228 230 282 284 300 302 312 314	-75870184338
SPT(14)	87504817718962451	0 2 26 30 56 86 92 126 132 162 188 192 216 218	-47292431436
TPT(12)	87504828973741589	0 2 12 14 42 44 90 92 222 224 252 254	-36037652298
SPT(14)	87504844766087369	0 12 14 54 74 90 102 140 152 168 188 228 230 242	-20245306518
SPT(14)	87504852204813229	0 4 18 30 70 72 84 118 130 132 172 184 198 202	-12806580658
SPT(14)	87504876457155569	0 20 38 80 98 110 128 150 168 180 198 240 258 278	11445761682
SPT(16)	87504887660730271	0 40 90 106 112 118 138 162 166 190 210 216 222 238 288 328	22649336384
SPT(14)	87504888529465453	0 16 36 54 60 78 90 154 166 184 190 208 228 244	23518071566
SPT(14)	87504894963152609	0 42 48 50 62 122 134 138 150 210 222 224 230 272	29951758722
SPT(14)	87504903019524559	0 4 24 30 78 84 108 154 178 184 232 238 258 262	38008130672