Prime p₀= 473788851010437593 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 36 6 18 40 2 88 2 40 18 6 36 14 (?)
a_n: 0 14 50 56 74 114 116 204 206 246 264 270 306 320
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: 320
Found by: arkiss
db: batch=70, k=14, 14 36 6 18 40 2 88

SPT(16)	473788757716172711	0 42 86 96 156 200 206 242 246 282 288 332 392 402 446 488	-93294264882
SPT(14)	473788767826650961	0 18 76 126 172 178 198 280 300 306 352 402 460 478	-83183786632
SPT(14)	473788801334935753	0 6 24 36 46 64 66 88 90 108 118 130 148 154	-49675501840
SPT(14)	473788817454606637	0 40 54 112 132 210 240 256 286 364 384 442 456 496	-33555830956
SPT(14)	473788822801123351	0 40 70 88 90 162 172 198 208 280 282 300 330 370	-28209314242
SPT(14)	473788838783611859	0 30 32 60 68 252 278 354 380 564 572 600 602 632	-12226825734
SPT(14)	473788857524051779	0 34 40 52 64 78 90 112 124 138 150 162 168 202	6513614186
TPT(12)	473788858018667909	0 2 18 20 42 44 102 104 132 134 222 224	7008230316
SPT(14)	473788860639482671	0 22 70 72 90 96 106 126 136 142 160 162 210 232	9629045078
SPT(14)	473788871768507507	0 6 32 114 120 164 176 240 252 296 302 384 410 416	20758069914
SPT(16)	473788889012558089	0 12 22 54 60 90 124 202 222 300 334 364 370 402 412 424	38002120496