Prime p₀= 151762954357520123 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 70 12 8 6 10 26 10 6 8 12 70 8 (?)
a_n: 0 8 78 90 98 104 114 140 150 156 164 176 246 254
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: 254
Found by: [B@P] Daniel
db: batch=67, k=14, 8 70 12 8 6 10 26

SPT(14)	151762860482729761	0 12 52 82 100 130 132 178 180 210 228 258 298 310	-93874790362
SPT(14)	151762872244125787	0 10 22 40 46 60 112 120 172 186 192 210 222 232	-82113394336
SPT(14)	151762909292645513	0 18 30 44 84 90 98 120 128 134 174 188 200 218	-45064874610
SPT(14)	151762917826894457	0 2 6 30 44 56 62 84 90 102 116 140 144 146	-36530625666
TPT(12)	151762921756847549	0 2 78 80 108 110 120 122 150 152 168 170	-32600672574
SPT(14)	151762937443161323	0 14 26 60 66 68 86 138 156 158 164 198 210 224	-16914358800
SPT(14)	151762967207524633	0 58 90 100 120 174 178 210 214 268 288 298 330 388	12850004510
SPT(14)	151762974941301121	0 30 40 66 82 102 112 126 136 156 172 198 208 238	20583780998
SPT(16)	151762978071758881	0 28 36 46 48 58 60 72 76 88 90 100 102 112 120 148	23714238758
SPT(14)	151762979109130157	0 20 54 74 84 104 164 300 360 380 390 410 444 464	24751610034
TPT(12)	151762990388828849	0 2 30 32 42 44 60 62 90 92 132 134	36031308726