Using PFGW 3.7.5 this number is found to be PRP in bases 2, 3, 5, 7, 11, 13, and 37.
It is also Fermat and Lucas PRP.

p=-2*3*5*7*13*19*29*37*43*127*367*733*1709*7687*15373*Bern(15372)/(61*103913*3630433)

Bern(15372) is a Bernoulli number with denominator 16512611241110412750120279390.

The decimal expansion of p can be obtained using Pari/GP:
-16512611241110412750120279390*bernfrac(15372)/(61*103913*3630433)

To be completed...