1 result for (book:ur1 AND session:681 AND stemmed:simultan)

UR1 Section 1: Session 681 February 11, 1974 3/78 (4%) unpredictability predictable probable atoms massive
– The "Unknown" Reality: Volume One
– © 2012 Laurel Davies-Butts
– Section 1: You and the “Unknown” Reality
– Session 681: How Your Probable Selves Intersect. Unpredictability as the Source of All Events
– Session 681 February 11, 1974 9:28 P.M. Monday

[... 39 paragraphs ...]

(As she ate Jane said, “The noises in my mouth are real loud — you’re not used to it.” When she sipped beer, she felt the cold liquid descend inside her body, but displaced to the right of her esophagus. She recited a list of opposing feelings in her own body that she was simultaneously aware of in her “bigger body”: Her right foot was very cold, her back very hot … I got her a sweater, for our living room had cooled off. The February night was very cold.

[... 19 paragraphs ...]

4. I thought that in his last sentence especially Seth was flirting with the principle of uncertainty, or indeterminacy, as postulated in 1927 by the German physicist Werner Heisenberg. In quantum mechanics this axiom maintains that it’s not possible to simultaneously ascertain the momentum and position of a subatomic wave-particle like an electron, say — electrons being one of the qualities that make up atoms. The day after this session was held, I asked Jane if she’d heard of Heisenberg. She hadn’t; nor did she understand his work, as best I could explain it to her.

[... 12 paragraphs ...]

7. As an artist, my intuitive reaction to Seth’s remark that an atom can move in more than one direction at once was to associate that ability with his notions of simultaneous time and probabilities. The artist, since he isn’t any kind of a scientist (even though he might be interested in science in general), attempts to grapple with the statement as best he can, in light of the feeling he has for what Seth is trying to say. At the same time he realizes that from his artistic viewpoint he may not be able to understand the paradox of “contradictory” motions.

[... 4 paragraphs ...]

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