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DEaVF1 Chapter 1: Session 883, October 1, 1979 3/57 (5%) divine progeny inflationary unimaginable sleepwalkers
– Dreams, "Evolution", and Value Fulfillment: Volume One
– © 2012 Laurel Davies-Butts
– Chapter 1: Before the Beginning
– Session 883, October 1, 1979 9:06 P.M. Monday

[... 3 paragraphs ...]

This evening it was obvious that Jane really wanted to have the session, because she told me she was ready for it early. For a change we decided to do our thing in her writing room, or den, at the back of the house. She started out speaking for Seth very quietly, but her delivery soon became much more intent—then often louder and impassioned: Jane used many more gestures than usual, staring wide-eyed at me, leaning forward again and again in her rocker, crossing and uncrossing her legs. She was turned on in trance, wound up, her pace considerably faster than it’s been lately.)

[... 37 paragraphs ...]

“I got some of it before the session—about the initial ones before the earth was formed—you could call them nonphysical entities. But it sounds dumb when you say it now: Physical entities couldn’t hold all that much consciousness. I didn’t know it was that definite until the end of the session, though…. Boy, that was a really good state,” she said with satisfaction. “I really enjoyed it….”

[... 13 paragraphs ...]

From my reading of Seth’s ideas of “in the beginning,” however, I’m sure he couldn’t agree with either the big-bang or inflationary models of the creation of the universe, even though his material may be evocative of portions of both theories. In physics, we’re asked to believe that this “extremely dense state” which began to expand was in actuality many billions of times smaller than a proton. (Protons are subatomic components of the nuclei of atoms.) Matter is a form of energy. Even so, I have trouble conceptualizing the idea that all matter in our universe, out to the farthest-away galaxy of billions of stars, grew from this unimaginably small and dense, unimaginably hot “original” state or area of being. I can see how such a concept can be postulated mathematically—but could it ever have really happened in ordinary terms?

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