Prime p₀= 1961163120443450939 starts a Tuple of 14 consecutive primes, which form 7 twin primes (TPT).
d_n: 0 2 40 2 34 2 40 2 16 2 28 2 52 2 (?)
a_n: 0 2 42 44 78 80 120 122 138 140 168 170 222 224
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: 224
Found by: Marcel-Berlin
db: batch=80, k=14, 40 34 40 16 28 52

SPT(16)	1961161622367387863	0 38 66 156 164 216 230 290 324 384 398 450 458 548 576 614	-1498076063076
SPT(16)	1961161681081106753	0 6 20 36 96 116 120 138 176 194 198 218 278 294 308 314	-1439362344186
STPT(10)	1961161950559087817	0 2 60 62 102 104 144 146 204 206	-1169884363122
SPT(16)	1961162029014631679	0 20 32 42 48 54 78 120 122 164 188 194 200 210 222 242	-1091428819260
STPT(10)	1961162174963021999	0 2 42 44 90 92 138 140 180 182	-945480428940
SPT(16)	1961162330836787167	0 4 40 46 52 66 94 222 244 372 400 414 420 426 462 466	-789606663772
SPT(16)	1961163516660018743	0 14 36 48 66 74 78 150 224 296 300 308 326 338 360 374	396216567804
SPT(16)	1961163545762536693	0 4 6 30 84 130 160 174 250 264 294 340 394 418 420 424	425319085754
SPT(20)	1961163793400971987	0 106 174 204 214 256 276 280 282 354 412 484 486 490 510 552 562 592 660 766	672957521048
SPT(16)	1961163798455079263	0 38 44 96 114 126 140 180 194 234 248 260 278 330 336 374	678011628324
SPT(16)	1961163798587255797	0 16 34 36 112 126 142 150 166 174 190 204 280 282 300 316	678143804858