Palindromes mod 11

There are several palindromes which are divisible by 11:

$\color{magenta} 1$ $\color{#CEBB00} 4$ $\color{cyan} 7$ $\color{cyan} 7$ $\color{#CEBB00} 4$ $\color{magenta} 1$ $\equiv$ $0$ $(11)$

$\color{magenta} 8$ $\color{#CEBB00} 2$ $\color{cyan} 3$ $\color{cyan} 3$ $\color{#CEBB00} 2$ $\color{magenta} 8$ $\equiv$ $0$ $(11)$

How many 6 digits palindromes are not divisible by 11?

Clarification: A palindrome is a number that can be read from right to left as well as from left to right