For sure you already know the
L=Σ10^(-n!), for n=1 to ∞
constant is a decimal fraction with a 1 in each decimal
place corresponding to a factorial ,
and zeros everywhere
1], where n!=1,2,6,24,120,720...
Based in this definition, I
produce the following new definition producing a sequence of integers:
NL(n)= Σ10^(i!-1), for i=1
to n; for n=1 to ∞.
the first three prime NL numbers
Q2. Redo Q1 for R(NL). R(NL) means "the reverse of NL".