Prime p₀= 79005077772919 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 4 24 30 2 10 32 28 32 10 2 30 24 4 (?)
a_n: 0 4 28 58 60 70 102 130 162 172 174 204 228 232
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: 232
Found by: amargo133
db: batch=60, k=14, 4 24 30 2 10 32 28

SPT(14)	78994946555929	0 4 34 70 78 120 144 148 172 214 222 258 288 292	-10131216990
SPT(14)	78995655621583	0 4 30 60 78 94 100 108 114 130 148 178 204 208	-9422151336
SPT(14)	78996478086209	0 8 14 54 60 98 140 162 204 242 248 288 294 302	-8599686710
SPT(14)	78997860640463	0 14 18 20 48 84 98 150 164 200 228 230 234 248	-7217132456
SPT(14)	78998322167291	0 42 48 62 72 92 98 150 156 176 186 200 206 248	-6755605628
SPT(14)	79003680285913	0 4 18 28 34 48 64 144 160 174 180 190 204 208	-1397487006
TPT(12)	79009618139987	0 2 12 14 132 134 150 152 174 176 210 212	4540367068
SPT(14)	79010838789079	0 10 30 40 42 54 60 64 70 82 84 94 114 124	5761016160
SPT(16)	79013068369223	0 14 20 24 48 80 98 114 200 216 234 266 290 294 300 314	7990596304
STPT(10)	79014734649647	0 2 30 32 42 44 54 56 84 86	9656876728
SPT(14)	79018222383427	0 10 12 42 46 52 66 196 210 216 220 250 252 262	13144610508