Reply To: Circle of Eights, Stories

“Okay,” Al started.
“At the essence of I Ching, is the notion that everything is mutable, and changes. Everything changes, except the law that says that everything changes.
“In many ways, the I Ching is like a book where the pages numbering change every time you start to read it. Not unlike our story composition.”

“I get that,” answered Tina, interested by what would come out.

“So,” Al continued, always disagreeably pondering, Tina would say. “usually, when people are drawing to read from the I Ching, they have six numbers that give an hexagram. And these numbers are carrying into them their potential change, which usually gives another hexagram to read.”
“In our stories, the entries have a fixed identity, which is given by the system; this is our starting point. For your comments, this is ’4-191-328’.
“But as everything evolves, our entries are given an order in the book; this order is changeable, and that’s what I will use for the second hexagram; in your case it’s ’2-151-223’.”
“If you say so…” Tina sighed, a bit lost.
“Oh, I’m inventing the rules as we speak,” Al said trying to reassure her somewhat.
“I don’t know if that makes me feel better” she said.

“Okay. Now, I need to create the hexagrams; hexagrams are defined by six straight or broken lines; zero or one, binary system. Here, Chinese usually use the convention that odd is straight, and even is broken… Ahaha, doesn’t seem to make sense, but odd is male, unbalanced into action, and is associated with single, straight things. Broken is paired, complete in reflection, unbalanced in passivity.”

“And I wonder when we actually start to hear something that makes sense?” whispered Tina, a bit crossly.

“Okay, the thing I see, is that I have trouble making one hexagram with seven numbers, ahaha”, Al laughed a bit embarrassed.

“Oh, then no point in wiggling like that” said Tina very sweetly, “Scrap any bit that bothers you”.

“Okay, anyway we can go deeper into them afterwards if needed; I’ll scrap the first number rather than the last, because you see, 2 and 4 are both even, and thus there is no mutation here.”

“So here we are, if we scrap the bottom one, we get…”