Seal-Clon

False versions of their statements
Seal A = A is a clone. C and E are lying.
Seal B = D is a clone. A is lying.
Seal C = B or E is the original. D is telling the truth.
Seal D = D is the original. A or C is lying.
Seal E = A or C is telling the truth. E is a clone.

Possible False Pairs
AB: A is a clone. C and E are lying. D is a clone. A is lying. (no - 4 liars)
AC: A is a clone. C and E are lying. B or E is the original. D is telling the truth. (no - 3 liars)
AD: A is a clone. C and E are lying. D is the original. A or C is lying. (no - 4 liars)
AE: A is a clone. C and E are lying. A or C is telling the truth. E is a clone. (no - 3 liars)
BC: D is a clone. A is lying. B or E is the original. D is telling the truth. (no - 3 liars)
BD: D is a clone. A is lying. D is the original. A or C is lying. (no - 3 liars)
BE: D is a clone. A is lying. A or C is telling the truth. E is a clone. (no - 3 liars)
CD: B or E is the original. D is telling the truth. D is the original. A or C is lying. (no - D can't lie and tell the truth)
CE: B or E is the original. D is telling the truth. A or C is telling the truth. E is a clone. (yes)
DE: D is the original. A or C is lying. A or C is telling the truth. E is a clone. (no - 3 liars)

Therefore, C and E are lying. B or E is the original, but E is a clone. Therefore, B is the original.

Thanks a lot....

Oops. I must have screwed something up. I was only verifying consistency of the false statements. However, after looking at what would be the true statements (A, B, D), A's statement is inconsistent with the proposed solution.

I don't think there is a solution. If X then Y is false only when X is true and Y is false.