Prime p₀= 49637491013363933 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 54 2 28 30 6 20 10 20 6 30 28 2 54 (?)
a_n: 0 54 56 84 114 120 140 150 170 176 206 234 236 290
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: 290
Found by: Egon olsen
db: batch=65, k=14, 54 2 28 30 6 20 10

TPT(12)	49637467919903117	0 2 60 62 72 74 132 134 144 146 174 176	-23093460816
TPT(12)	49637468584449971	0 2 30 32 36 38 66 68 108 110 120 122	-22428913962
SPT(16)	49637474117307877	0 10 22 36 40 42 66 154 162 250 274 276 280 294 306 316	-16896056056
SPT(14)	49637474297502823	0 34 58 70 88 118 186 268 336 366 384 396 420 454	-16715861110
SPT(16)	49637475768550073	0 6 20 24 56 96 98 104 210 216 218 258 290 294 308 314	-15244813860
SPT(16)	49637480425403209	0 22 34 40 78 82 100 108 124 132 150 154 192 198 210 232	-10587960724
TPT(12)	49637500608050219	0 2 12 14 138 140 168 170 228 230 258 260	9594686286
SPT(14)	49637505118695041	0 8 48 56 60 72 86 132 146 158 162 170 210 218	14105331108
SPT(14)	49637520167175103	0 4 28 64 70 106 126 238 258 294 300 336 360 364	29153811170
SPT(14)	49637524687052117	0 44 72 74 96 140 156 170 186 230 252 254 282 326	33673688184
SPT(14)	49637525516313187	0 22 40 70 94 102 112 144 154 162 186 216 234 256	34502949254