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Sudoku Binary puzzle!

Question

While I was relaxing on the sunny shores, a messenger brought me a letter from an eyeball giant who is apparently stuck on a sudoku puzzle. Since she has no eyestalks, she invariably sucks at math, being forced to use a binary system for calculus.
Here is the puzzle in question, a great eyeball giant with as many as 16 eyes!

5A 3 26 D
CD0 5 F93B2
2 4B D8 A
1 7 B 5E
9C7E F
7B 63FC A
0 61 9 D
E 0 D 5B 4
2 7 4DF
F D6BE
40 1 8
5 3F 8 2 0C
3 87D A
8 C7 6 F 50
4 D 5A B3 C E
A 1 F 9
Edited by brainlessPete

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Re-posting using Courier font and some added spaces.

5 A 3 2 6 D
C D 0 5 F 9 3 B 2
2 4 B D 8 A
1 7 B 5 E
9 C 7 E F
7 B 6 3 F C A
0 6 1 9 D
E 0 D 5 B 4
2 7 4 D F
F D 6 B E
4 0 1 8
5 3 F 8 2 0 C
3 8 7 D A
8 C 7 6 F 5 0
4 D 5 A B 3 C E
A 1 F 9

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OK I've worked on this for a while.

Convinced it has no solution.

BTW it's Hex, not binary.

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Bonanova, as you say you believe it has no solution, I infer that you believe you know what the problem is! All I can tell is that there's a 16x16 grid (Thanks to your reformatting!). Perhaps it could be viewed as a 4x4 grid of 4x4 cells (without lines). I can't tell how it relates to Sudoku, which I think of as a 9x9 grid. What is your interpretation of the problem? At least I can learn from that :-)

Of course, we could see each hex digit as a 2x2 bit matrix, but I don't see that that helps, either...

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The objective of this puzzle is to solve this hexadecimal sudoku. Instead of 1-9 digits in 9x9 grid it uses 0-F digits in 16x16 grid.

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Thanks K-man! I get it now! (blushing in shame at my obtusity).

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Good to know it can be solved. I'll keep working to solve it myself.

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I'm wondering if the solution is unique. It will be interesting to see if another solution presents itself.

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