Consider the set of all integers from
0 to 99 written as a 3-digit numbers, i.e. adding leading zeroes to numbers
below 100.

We get 10^3 triplets with all
decimal digits equally appearing, averaging 4.5 .

Thus a sum of 3000*4.5 = **13500** is reached.

In the next thousand each triplet is
prefixed by a digit 1, rending the accrued sum
of **14500**.

Add 90 (accounting for 2000-2014) to
reach

the final result:13,500+14,500+90 = **28090.**