Prime p₀= 112948242533017783 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 28 2 28 78 14 18 148 18 14 78 28 2 28 (?)
a_n: 0 28 30 58 136 150 168 316 334 348 426 454 456 484
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: 484
Found by: RFGuy_KCCO
db: batch=67, k=14, 28 2 28 78 14 18 148

SPT(14)	112948173415706593	0 18 24 54 94 96 118 186 208 210 250 280 286 304	-69117311190
SPT(14)	112948193128929601	0 36 42 46 48 66 88 150 172 190 192 196 202 238	-49404088182
SPT(14)	112948193933136487	0 30 46 60 66 94 150 190 246 274 280 294 310 340	-48599881296
TPT(12)	112948195403486669	0 2 78 80 120 122 378 380 420 422 462 464	-47129531114
SPT(14)	112948212189020633	0 60 68 78 138 144 200 204 260 266 326 336 344 404	-30343997150
SPT(14)	112948222271104271	0 32 42 56 62 80 90 98 108 126 132 146 156 188	-20261913512
SPT(16)	112948254182188861	0 22 28 30 42 126 130 172 216 258 262 346 358 360 366 388	11649171078
SPT(14)	112948272109156273	0 4 76 96 108 136 144 160 168 196 208 228 300 304	29576138490
SPT(14)	112948278793449311	0 2 42 50 56 72 86 156 170 186 192 200 240 242	36260431528
SPT(14)	112948305328281587	0 2 54 86 104 120 132 134 146 162 180 212 264 266	62795263804
SPT(16)	112948313915506681	0 6 30 58 66 72 76 162 196 282 286 292 300 328 352 358	71382488898