The problem asks to find two possible values for the sequence of letters ABCDE, where A, B, C, D, and E stand for different digits.

From the image, it looks like there is a subtraction puzzle laid out like this:

  A B A A B
-     C B C
---------
  D C E 1

This is a cryptarithmetic puzzle where the letters represent unique digits. The task is to find two possible digit values that satisfy this subtraction equation.

Let's work through this:

We know:

1. $A, B, C, D, E$ are distinct digits.
2. The subtraction must hold true.
3. The result of the subtraction is $D C E 1$.

Let me work out the possible digit combinations for $A, B, C, D, E$. I'll attempt to find two valid solutions.It appears that no valid solutions were found using the brute-force search for the given subtraction puzzle. Let me analyze the structure again to ensure everything is interpreted correctly, and attempt an alternative method to solve for the digit values.It seems that the refined approach also did not yield valid solutions. This indicates that the puzzle likely requires further constraints or a different method of reasoning.

Would you like me to attempt a manual analysis or explore other approaches to solving this cryptarithmetic problem, such as applying constraints on possible digit choices based on the structure of the puzzle?