When C is above B, it means the item is higher than B by 15; when B is above C it means the item is higher than C by 5. I’ve done a little bit of math on this here:

C – $15 – $5 = $30

C + B = $50

C x C + B = $60

So, C is higher than C by 5. (This was done on one card so I’m going to go ahead and leave it alone for now — it’s just too crazy.)

In other words:

C = B – $15 = $15,

B = $5 – $15 = $5,

A = $15 – $5 = $15,

B x A = $60

In this way, the $1 card, on a card with $1 in it, counts as a higher card by 5. Because $1 is high by 15, it must be a higher card! (This is not a perfect solution to this problem, but you get the idea.)

A card is high if it is a higher card. I’m not going to go into how cards work in Magic, what they are, etc., so I’m just going to give you the information as to how it works.

C-B = C + B

What does C+B mean?

In my head, all of this doesn’t make much sense. Let me try to explain this. I don’t count the difference between a $1 or a $15. Instead, I look at the first two cards. The first one is the card with the difference between the two. It’s like looking at an $1 or an $15.

The cards in Magic are:

White: C1

Blue: C2

Black: C3

Red: C4

Green: C5

Black: C6

Black/red: C7

Blue/black: C8

Red/black: C9

C-B = C + B

How can C+B be higher than C when B is high enough? I think I’ve determined the answer (or at least I’m fairly confident of it now) by analyzing the last card in this order: C-B = C + B

C-B = C + B

So, the first two

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