A +B=L B----> CD = A-B EF---->G A/B, A + G = ll. A-B = I A -G = I (A-B) +(A-G) = L!(A+B + 2.75T)?
Or, to explain. I'm A. Zach is B. L = love. CD = oregon, EF = California, G = Lance, ll = like/love/not-sure-how-i-feel. I = sad. T = Time, L! = a bazillion times the love that A +B originally had).
Still not making sense? Once upon a time in the great land of UYB, two people, A + B, fell in love (L). But B went away for 2 years to the great land of Nogero. Things were still great for A in the land of UYB, although A-B = I. B was having a great time in Nogero, and the time was going by really quickly. However, A made some mistakes, and needed help overcoming them. B couldn't help. Around this time, G came from the great land of Ainrofilac, and told A that he could help her overcome her problem. The only cost was, A had to take her heart from B and give it to G. She didn't know about the cost at first, and so willingly accepted his help. At first A thought this would be the only cost, however, it soon turned out that B would exact his own price. For the remainder of their time apart (which had been increased to 2.75 years because of A's mistake), A and B could no longer be in contact, although A could let B know where she was going on her own great adventure.
Over time, although A-B = I, and A-G = I too, A came to realize that A+G = II only, not L. At this same time, she began to realize that the cost was more than she could bear, and began to believe that A-G was the only option. However, A+G= II, and so she wasn't sure, and didn't want to hurt G. Eventually though, she re-read the letters that B had sent her, and realized that A-G was the only option. Now she only hope that (A-B)+ (A-G) = L! (A+B +2.75T) (or that if she was left without both B and G, eventually, after 2.75 years, it would lead to A +B loving each other even more than they ever had before).
A's only dilemma then, was how to break the news to G. What should she do?
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