Prime p₀= 1048964818926450589 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 28 20 46 6 14 34 2 52 2 34 14 6 46 20 28 (?)
a_n: 0 28 48 94 100 114 148 150 202 204 238 252 258 304 324 352
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 352
Found by: stoneageman
db: batch=76, k=16, 28 20 46 6 14 34 2 52

SPT(16)	1048963605287255017	0 12 16 24 52 84 100 156 220 276 292 324 352 360 364 376	-1213639195572
SPT(16)	1048963920402779947	0 4 70 76 112 180 184 192 244 252 256 324 360 366 432 436	-898523670642
SPT(16)	1048964391035583593	0 18 54 90 110 116 138 146 168 176 198 204 224 260 296 314	-427890866996
STPT(12)	1048964450311952177	0 2 24 26 54 56 120 122 150 152 174 176	-368614498412
SPT(16)	1048964586086716363	0 28 60 108 114 124 138 150 214 226 240 250 256 304 336 364	-232839734226
SPT(16)	1048964645914183561	0 16 40 58 72 78 96 106 132 142 160 166 180 198 222 238	-173012267028
SPT(16)	1048964956800005939	0 18 42 78 80 84 134 150 152 168 218 222 224 260 284 302	137873555350
SPT(18)	1048965836887413997	0 16 90 132 136 142 172 210 300 322 412 450 480 486 490 532 606 622	1017960963408
SPT(16)	1048966202252053739	0 8 12 24 44 92 104 114 188 198 210 258 278 290 294 302	1383325603150
SPT(16)	1048966472458012063	0 30 96 124 174 184 190 196 258 264 270 280 330 358 424 454	1653531561474
SPT(16)	1048966587242740181	0 30 78 86 108 116 122 126 152 156 162 170 192 200 248 278	1768316289592