Known smallest n-digit prime 14-tuplets

base prime + di are 14 primes
Pattern d : d = 0, 2, 6, 8, 12, 18, 20, 26, 30, 32, 36, 42, 48, 50
digits base prime
2 11
17 21817283854511261
18 841262446570150721
19 1006587882969594041
20 12870536149631655611
21 113615698477681825541
22 1002444587200837485821
23 10055220043672675256501
24 100008072415673650072961
25 1000002426931990556579621
26 10000209517500842983588361
27 100000078161958306735468181
28 1000001260719657168875217431
29 10000000113706548513642919961
30 100000001000754177673926741281
31 1000000001044178961179268851051
35 10000000000001275924044876917671361
40 1000000000000000014210159036148101380471
Pattern d : d = 0, 2, 8, 14, 18, 20, 24, 30, 32, 38, 42, 44, 48, 50
digits base prime
17 79287805466244209
19 2714623996387988519
20 10756418345074847279
21 107329639491855415469
22 1031255030191165294349
23 10003848104012245357709
24 100053333719330243767349
25 1000017034517150689514309
26 10000585796855787955816829
27 100000195772967601395018569
28 1000000564176249760644574889
29 10000000165954671018737715959
30 100000002035131598446115103869
32 10000000000230457050743926861679
35 10000000000009283441665311798539399
40 1000000000000000000349508508460276218889