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Screenshot of the grid.

How is this 4x4 grid of red, colored? The only hint I'll give is that

$a = 97$.

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First we notice that:

Every square is colored with R=n+100, G=n, B=n where n is some integer Labeled square

Then we realize that

n is not arbitrary integers, but ASCII values. Converting to ASCII, we get the following word square: 

arcs
real
cave
sled

In response, I anagram the solution:

Lad-clear crevasse

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    $\begingroup$ Solved without the hint but took my time anagramming ;( $\endgroup$
    – Avi
    Oct 4, 2021 at 21:00

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