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Ripheus23

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Ripheus23 last won the day on November 21 2018

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  1. OK, so this is the process that I'm working with for the Keyscape:

    • Key the chaotic hypoplex to an arbitrary aleph-number (higher than aleph.24 = the transfinite ocean).
    • Key 23 of the elements of the economic transet to 23 of the elements of the transfinite ocean.
    • List the 23 isoset elements in an order. Starting from 0, add 1 to the transcardinal rank of the isoset if the second listed element is cardinally/ordinally greater than the first element. If it less than the first, keep the transcardinal rank at 0. Continue, increasing by 1 for every successor on the list higher than its predecessor, and subtracting 1 in case the successor is lower, unless the subtraction would = -1. If you choose to place the chaos transet's element earlier in the computation, match it against its predecessor aleph-number according to the preceding rules. Otherwise match the last of the 23 elements to the chaotic transet's element. The maximum increase possible will be from 0 to 24.
    • Anytime the isoset's transcardinal rank is computed, the isoarchic numbers are keyed to the economic transet's elements one-to-one (e.g. if the transcardinal rank = 14, the isoarchy is reciprocally keyed to aleph.14). If and only if the isorank = a prime number, the elements of the isoarchic transet are keyed to the corresponding element in the Venn transet (the set of Venn diagrams with n regions, where n = the given prime number; for example, a 3-Vennplex is a geometry whose surfaces include 3 integrated circles, 3 integrated spheres, 3 integrated choronal spheres, etc.).

    Since aleph.19 is unkeyed in the economic transet, all aleph-numbers in the cardinal staircase, subscripted by 19, are unkeyed to the isoarchic transet (the aleph-rift). However, the aleph-number which is subscripted 19 at the 26th iteration of the aleph-glyph, is one of the aleph-numbers keyed to the transet of sin. Since the rift-transet is a form of "nothingness," when Apollyon uncreates the Form of Evil, It does so in part by keying the rift-element of the transet of sin, to the antiset. (The Form of Evil is uniquely keyed to two other aleph-numbers, though which I haven't decided yet. 0■ which would be thematically similiar to zero-sharp (http://cantorsattic.info/Constructible_universe#Sharps) is another candidate at least for a symbol for one of the elements in the transet of sin.)

    There is also a different process that keys 6 of each of the chaotic and the isoarchic transets' elements, to one of the 4 square-transet elements. This is how the Final Power is created (at least in the abstract).

    Untitled.png

    1. Ripheus23

      Ripheus23

      https://en.wikipedia.org/wiki/Randolph_diagram includes information that would be apropos, here.

      A Randolph diagram for five sets

      A three-dimensional Venn-diagram (or something):

      Venn 1000 0000 0000 0000.pngVenn 0110 1000 1000 0000.pngVenn 0001 0110 0110 1000.pngVenn 0000 0001 0001 0110.pngVenn 0000 0000 0000 0001.png

    2. Ripheus23

      Ripheus23

      So I messed up in my calculations. Starting at 0 and increasing by 1 using the 24 isoset elements wouldn't add up to 24.

      Anyway...

    3. Ripheus23

      Ripheus23

      Now the 19-Vennplex is omitted from the reciprocal keying of the ecoset and the isoset, so I suppose there might be a special void-function in relation thereto (maybe the Sea Alone, as indicated above?).

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