I would like to take one more shot at explaining myself, and then I will apologize to everyone for putting you through this.
After having a night to think about it, I think I can explain it so it makes more sense for everyone.
Imagine the following:
I want to buy a car, I find a strange dealer who has a Toyota Prius, and a Jaguar. He tells me the price of the Prius is $5, and the price of the Jag is $4 (I get excited), but then he says the Jag also costs a bar of gold, of which he specifies the weight and purity. (crap.)
I go home and tell my wife I want the Jag, she says, "You can buy it if it costs less than the Prius. Does it cost less?"
To this question I can give her an answer. Since gold has an equivalent value in dollars, I can add that to it's price in dollars and come up with a total in dollars that is not less than $5 (the bar of gold in question is valued at more than $1), so I can tell her, as an absolute truth, the Jag does not cost less. (no Jag for me)
Now Imagine the same scenario, except instead of a bar of gold, the dealer says the Jag also costs a vial of baby tears.
My wife again says, "Does it cost less?"
I can tell her, yes, in dollars it costs less! But that was not the question. I can tell her, no, in baby tears it does not cost less. But that was not the question either. I can't convert baby tears into dollars at this time (since there is no dollar value that exists for baby tears that I know of), so I can't add the costs together and see if it's less than $5. I can tell her that no, it does not cost less in each and every measurable value, but that was not the question either! She asked me if it costs less, that's all. So to find out if I can buy the Jag or not, I have to come to a logical conclusion. So I compare what I can measure, and run it through a series of tests, if it passes all tests, then the answer is yes, if it doesn't pass all tests, then the answer is no. Does it cost less in dollars? YES! Does it cost less in baby tears? NO! So it didn't pass all tests, therefore, the logical conclusion is that it does NOT cost less.
So I guess what I'm saying is that, yes, I suppose it is a definitive answer, and I apologize for arguing that it is not. It is definitive in that you can define the answer by doing logical tests. What I should have been saying is that it is not an absolute truth, it is a logical conclusion that will always yield an answer of no, and as such, a definitive answer.
I know it's pretty nit-picky, and I am sorry that I kept going with it. I should have just said I understand and agree that the answer is no instead of going on and on. I also realize that this post is not completely consistent with all my previous posts, and I apologize for that. I was having trouble finding the right words and there were times that I was not making total sense. Again, I'm sorry. I hope everyone was finding more enjoyment in the discussion rather than frustration or annoyance.
I also want to thank everyone for their input and comments about the cards, and I will have more cards to post soon. I will absolutely avoid anything that needs to know the highest or lowest costing card, unless it specifies in coins.
Thanks everyone!