Prime p₀= 114963515901454153 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 48 18 4 6 14 28 8 28 14 6 4 18 48 (?)
a_n: 0 48 66 70 76 90 118 126 154 168 174 178 196 244
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: 244
Found by: RFGuy_KCCO
db: batch=67, k=14, 48 18 4 6 14 28 8

SPT(14)	114963346134515743	0 18 40 60 76 78 88 288 298 300 316 336 358 376	-169766938410
SPT(14)	114963356626683661	0 46 48 70 76 78 90 106 118 120 126 148 150 196	-159274770492
SPT(14)	114963368441516593	0 78 96 118 126 144 148 186 190 208 216 238 256 334	-147459937560
SPT(14)	114963376541180957	0 20 32 66 84 96 102 104 110 122 140 174 186 206	-139360273196
SPT(14)	114963418139929573	0 34 58 60 90 100 126 148 174 184 214 216 240 274	-97761524580
SPT(14)	114963478928325733	0 10 46 58 60 76 84 160 168 184 186 198 234 244	-36973128420
SPT(14)	114963518316327257	0 90 110 140 174 224 252 272 300 350 384 414 434 524	2414873104
SPT(14)	114963568346288047	0 16 64 150 154 162 166 180 184 192 196 282 330 346	52444833894
SPT(14)	114963575037555917	0 32 56 60 80 102 116 126 140 162 182 186 210 242	59136101764
SPT(14)	114963576265346761	0 36 40 42 60 96 102 106 112 148 166 168 172 208	60363892608
TPT(12)	114963593175983129	0 2 12 14 30 32 42 44 48 50 138 140	77274528976