Prime p₀= 70790117739197837 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 30 20 10 14 18 42 28 42 18 14 10 20 30 (?)
a_n: 0 30 50 60 74 92 134 162 204 222 236 246 266 296
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: 296
Found by: Paul
db: batch=67, k=14, 30 20 10 14 18 42 28

SPT(14)	70790082439153619	0 14 20 62 68 98 138 164 204 234 240 282 288 302	-35300044218
SPT(14)	70790085334410517	0 4 52 54 66 82 106 150 174 190 202 204 252 256	-32404787320
SPT(16)	70790089312232099	0 8 12 24 90 102 192 264 398 470 560 572 638 650 654 662	-28426965738
SPT(14)	70790101443728879	0 18 72 90 98 108 132 200 224 234 242 260 314 332	-16295468958
SPT(14)	70790106315298439	0 18 20 24 42 98 104 108 114 170 188 192 194 212	-11423899398
SPT(14)	70790114567788027	0 24 34 66 90 130 180 250 300 340 364 396 406 430	-3171409810
SPT(14)	70790125716733321	0 12 28 30 42 48 66 82 100 106 118 120 136 148	7977535484
SPT(14)	70790142662637031	0 18 28 30 60 72 78 82 88 100 130 132 142 160	24923439194
SPT(14)	70790149403621393	0 26 44 48 56 96 104 180 188 228 236 240 258 284	31664423556
TPT(12)	70790153032420637	0 2 12 14 72 74 90 92 102 104 114 116	35293222800
SPT(14)	70790175462633779	0 18 48 54 74 98 102 140 144 168 188 194 224 242	57723435942