Prime p₀= 176877857438616149 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 88 2 6 18 6 4 6 18 6 2 88 14 (?)
a_n: 0 14 102 104 110 128 134 138 144 162 168 170 258 272
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: 272
Found by: ChelseaOilman
db: batch=67, k=14, 14 88 2 6 18 6 4

SPT(14)	176877786009776029	0 10 12 40 70 90 138 154 202 222 252 280 282 292	-71428840120
SPT(14)	176877803616176569	0 12 30 60 100 154 184 228 258 312 352 382 400 412	-53822439580
SPT(14)	176877807190374149	0 12 30 72 90 114 122 132 140 164 182 224 242 254	-50248242000
TPT(12)	176877815118620309	0 2 72 74 78 80 108 110 168 170 222 224	-42319995840
SPT(14)	176877815810759341	0 40 48 66 76 90 150 178 238 252 262 280 288 328	-41627856808
SPT(14)	176877856786281683	0 6 14 44 114 116 138 146 168 170 240 270 278 284	-652334466
SPT(14)	176877875304495581	0 32 60 98 110 116 152 156 192 198 210 248 276 308	17865879432
SPT(14)	176877888586763009	0 24 50 60 78 128 162 170 204 254 272 282 308 332	31148146860
SPT(14)	176877889443618271	0 58 72 82 100 108 112 138 142 150 168 178 192 250	32005002122
TPT(12)	176877894772984877	0 2 90 92 180 182 222 224 234 236 390 392	37334368728
SPT(14)	176877906790139161	0 40 52 70 106 120 126 172 178 192 228 246 258 298	49351523012