Largest known non-pandigital prime

It was proven in 2019 that there are infinitely many s not .J. Maynard, Primes with restricted digits The largest known prime of this kind seems to be equal to \(10^{1888529}-10^{944264}-1\); it has been discovered in 2021.https://primes.utm.edu/primes/lists/short.txtPrimePage Primes: 10^1888529-10^944264-1
== Decimal Expansion ==
See /decimal.
== Records ==
Missing digit(s)	Prime number 	Year found	Number of digits
0 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
1 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
2 	\(684 \times 10^{1,127,118}+1\)	2017 	1,127,121
3 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
5 	\(684 \times 10^{1,127,118}+1\)	2017 	1,127,121
6 	\(2 \times 10^{1,059,002}−1\) 	2013 	1,059,003
7 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
8 	\(653 \times 10^{1,435,026}−1\)	2014 	1,435,029
9 	\(684 \times 10^{1,127,118}+1\)	2017 	1,127,121
 	\(7 \times 10^{902,708}+1\) 	2013 	902,709
0, 2, 4, 6 and 8	\(2 \times 10^{1,059,002}−1\) 	2013 	1,059,003
== Sources ==
Category:Numbers
Category:Class 2
Category:Class 3
Category:Numerical records
Category:Prime numbers
Category:Numbers with 1000 to 1000000 digits
Category:Lower class 3
Category:Dynamic googolisms