[Let it be understood that all emirps come in pairs, say (p, q) where the number of (decimal) integer digits of p and of q are identical, but p < q. Since, in the following, we are dealing with record large integers, I will state the value of q, the larger of the pair, notwithstanding the fact that p is roughly the same size. I leave it as an exercise for my readers to figure out, should they so choose, the corresponding smaller values of each pair.]
Gamer "Gelly Gelbertson" provided 10^10056+10^6692+10^5872+1, a 10057-digit term in my own OEIS A393530. Mykola Kamenyuk gave us the 11120-digit 117954861*10^11111+1 and (a primo-proof later) 190907571*10^11111+1. More recently, in the YouTube comments, @wuudturner provided the 12346-digit 79191501*10^12338+1 and @vgdominion4049, the 20001-digit 10^20000+518406362*10^9996+1.
I doubt that this is the end of it and I will replace this paragraph with further updates. Email me if you spot any errors or have anything to add.
