Prime p₀= 109511777150101103 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 38 30 28 2 42 10 146 10 42 2 28 30 38 (?)
a_n: 0 38 68 96 98 140 150 296 306 348 350 378 408 446
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: 446
Found by: LCB001
db: batch=67, k=14, 38 30 28 2 42 10 146

SPT(14)	109511710650992327	0 44 74 80 84 90 104 126 140 146 150 156 186 230	-66499108776
TPT(12)	109511721035538377	0 2 12 14 24 26 90 92 132 134 180 182	-56114562726
SPT(14)	109511728377865501	0 58 72 102 142 160 162 226 228 246 286 316 330 388	-48772235602
SPT(22)	109511743176552173	0 48 56 80 108 140 144 150 164 248 254 270 276 360 374 380 384 416 444 468 476 524	-33973548930
SPT(14)	109511745909727313	0 38 80 110 138 168 206 210 248 278 306 336 378 416	-31240373790
SPT(14)	109511772841992337	0 4 12 34 36 42 90 166 214 220 222 244 252 256	-4308108766
SPT(14)	109511796747931301	0 20 50 72 78 92 128 132 168 182 188 210 240 260	19597830198
SPT(14)	109511797257960787	0 22 40 42 60 96 106 120 130 166 184 186 204 226	20107859684
SPT(14)	109511812897363229	0 20 38 48 68 92 108 152 168 192 212 222 240 260	35747262126
SPT(14)	109511813476337401	0 30 42 48 82 100 138 142 180 198 232 238 250 280	36326236298
SPT(16)	109511821705070333	0 8 20 26 38 50 66 86 90 110 126 138 150 156 168 176	44554969230