Let N = 111 ... 1222 ... 2, i.e. 1999 digits of digit 1 followed by 1999 digits of 2.
Express N as a product of four integers, none of them equal to 1.
P*Q*R*S
= 11..................1122.................22
1999 digits 1999 digits
where:
P = 2
Q=3
R = 166..............667
1997 sixes
S = 11..............11
1999 1s
Edited on July 10, 2022, 9:46 pm