Jim R. writes...

I am still a bit confused on how is it that Demona and MacBeth have to die, if they do? I know that no one else but either one of them can kill them both, but what I'm confused about is...

Possiblities
1. Do they both (AND) have to kill each other at the exact same time?
2. Or does at least MacBeth OR Demona have to kill the other in order for them both to die? (Keeping in mind, OR in math means one, the other, or both.)

I wanted you to be impressed with my cool Mr. Spock logic I was pondering today because I was bored and needed to use my discrete mathematics knowledge formally. So, I'd thought I'd apply math to Gargoyles somehow. Hope you understand.

Let "m" stand for MacBeth, and "d" for Demona. TRUE being if one is killed. FALSE if not. Here's my truth table for possibility #1.

m | d | m and d

T | T | T
T | F | F
F | T | F
F | F | F

Therefore, if they both kill each other, that would be the only TRUE outcome, whereas all others are False because if one lives, then they both do, correct?

And here's my logic for possibility #2.

m | d | m or d

T | T | T
T | F | T
F | T | T
F | F | F

Therefore, only one is FALSE because according to #2's theory, either Macbeth or Demona kills the other, then they both die, or if they both kill each other.

I hope my logic is not flawed somewhere...Mr. Spock would not be impressed.
See Gargoyles does help out with math!