1 result for (book:ur2 AND session:740 AND stemmed:number)
[... 30 paragraphs ...]
(Pause, hand to closed eyes.) Between each official number in a given series he envisions literally infinite space. The infinitesimal becomes infinite.
[... 12 paragraphs ...]
(Jane and I do not ascribe the elements making up our house adventures to that old catchall, “coincidence,” of course; at the same time we have no plans to statistically attempt anything with them either. So many variables are present that a separate analysis would be required for each individual involved — with “boundaries,” say, set as to the number of items to be considered in each case. Then what about temporal boundaries? Truly, for myself the whole house thing had its origins in my early childhood, over half a century ago. But Jane, being younger, would designate quite different limitations in time….
[... 18 paragraphs ...]
3. Seth discussed his “blueprints for reality” a number of times in Volume 1 of “Unknown” Reality. See the 696th session, for instance: “Each probability system has its own set of ‘blueprints,’ clearly defining its freedoms and boundaries … These are not ‘inner images of perfection,’ and to some extent the blueprints themselves change … As an individual you carry within you such a blueprint, then; it contains all the information you require to bring about the most favorable version of yourself in the probable system you know … In the same fashion the species en masse holds within its vast inner mind such working plans or blueprints.”
[... 4 paragraphs ...]
8. We think it quite likely that Seth’s material in this delivery, and some of Jane’s in Politics, grew out of reading we did earlier this month on “new” forms of mathematics — which embody some ideas that are actually many centuries old. Involved, however, are very interesting “nonstandard” methods of regarding time, quantum theory, the infinite and the infinitesimal in numbers, model theory, and other mathematical tools.
At least as she understands these concepts, Jane — and Seth — “took off” from them in individual, creative ways. For Chapter 19 of Politics (which is to be published in 1976) Jane transcribed from her library, in part: “If you imagine the official numbers 1 to 10 in a row, then there would be an infinite number of unofficial 1’s hidden in the 1 you saw, and an infinite number of spaces between the official 1 and 2. The position of the 1 on the paper would represent our sense-data world, while the invisible 1’s behind the official 1 would represent the official 1’s hidden values and infinite probabilities.”
And: “It’s significant that we apply numbers to time, but as there are unrecognized spaces between numbers, there are unrecognized spaces (psychologically invisible) between or within moments, and some of the events of our bodies are ‘too small’ for us to follow, focused as we are in our prime series. These body events actually are ‘infinitesimal but infinite,’ following their own patterns that merge with ours.”
There are, of course, close relationships concerning this delivery of Seth’s for the 740th session, the material in this note, and the musical analogies Seth presented in the 735th session, when he discoursed upon the inaudible variations inherent in the compositions played by the young classical guitarist who’d visited us over the weekend of February 2. (I’ve been saving this reference for this particular note.) At 9:45, for instance, in that 735th session: “An infinite number of other ‘alternate’ compositions were also latent within the [first] note, however … They were quite as legitimate as the compositions that were played … and … added silent structure and pacing to the physically actualized music.”
[... 2 paragraphs ...]
10. In mathematical terms: A prime number is a whole number (not a fraction, for instance) that cannot be exactly divided by any other whole number except itself and 1.
11. This house connection is a good example of the kind that’s not only made up of a number of related elements, but extends over a longer period of time. Because of those combined attributes, I’m adding this note to the (740th) session in October 1975, six months after Seth finished dictating Volume 2 of “Unknown” Reality. All names have been changed.
[... 1 paragraph ...]
Not long after we moved into the hill house (in March) our new acquaintance and next door neighbor to the east, Frank Corio, told us he knows Louise Akins; she was one of the first students to attend Jane’s ESP class, in September 1967. An interesting tidbit, we thought, considering that Elmira is a city of close to 50,000 people, and in turn is surrounded by a similar number residing in smaller communities. I added Frank’s information to our list of house connections, then forgot about it.
[... 1 paragraph ...]
The odds against such a “coincidence” developing would be astronomical — except that the Millers had lived in a neighborhood close to the hill house several years ago (when the acquaintanceship with Louise Akins had been made), had moved out of state, then returned to buy the house next door to us. The house connection is still unique, however, considering that in the hill house Jane and I found ourselves bracketed east and west by people who knew one of her early students — who had in turn mentioned Jane to them. Interesting, that Frank Corio had been instrumental in bringing the Millers back to their favorite neighborhood, when in a city the size of Elmira there are at any time a number of homes for sale in “desirable” neighborhoods, including “ours.”
[... 3 paragraphs ...]
12. Seth’s ideas in this paragraph and the one just preceding it are consistent with his material in a number of sessions for Volume 1. In sessions 681 and 684, for instance, he discussed the on-off fluctuations of our physical universe and everything within it, moment points, probabilities, Jane’s sensations of massiveness, the basic unpredictable motion of any wave or atom, and much more. In sessions 682–83, he stressed the nature of his CU’s, or units of consciousness. Then in Volume 2, Seth likened his own identity to that of a wave formation; see the excerpts from the 775th session in Appendix 18, with Note 35.
[... 15 paragraphs ...]