Revelation

The Great River Euphrates
When the sixth angel sounds we hear a voice from the four horns of the Golden altar before the throne of God. Remember that each horn represents a possible shift in unity alongside the Lamb "as slain" before the throne. (One of four choices from the coset of the static subgroup.)
When we start with a fixed unity; say "a", we correspond it by intersection to the K4 group of subgroups [[a,b,c],[a,d,e],[a,f,g]]. This leaves four subgroups to which it may correspond as static.
However leaving these aside for now, we choose just one such static subgroup [b,d,f] and now we have a choice of four possible elements for unity; {a,c,e,g}
Taking however our fixed unity "a" we choose a static subgroup from {[b,d,f],[b,e,g],[c,d,g],[c,e,f]} with [b,d,f] our static group we have for the left hand {c,e,g} coresponding to unity.
with [b,e,g] we have {c,d,f}
with [c,d,g] we have {b,e,f}
with [c,e,f] we have {b,d,g}
Notice that any two of the subgroups {[c,e,g],[c,d,f],[b,e,f],[b,d,g]} added togther using (A v B)^c produces one of the set {[a,b,c],[a,d,e],[a,f,g]}.
We then have a new octal formed by a merging of subgroups from the right and possible left hands. Note in particular that this new octal is simply a relabelling of the original sun octal using a switch of "b<=>c" or "d<=>e" or "f<=>g".
We know then that this new wider definition of the octal may not use any of the same eight C7 groups of seven cycles as our original sun octal. (we need to completely redefine/relabel it likewise.) In this manner the field GF(8), or the sun octal is disrupted in every complete seven cycle group or C7 (year) defined upon it, as well as requiring a different hour (one arrangement or isomorphism of the same field from every C7 group) a different day (there are no automorphims or maps of floating unity to transform onto this new field unless we change the additive group.) as well as a different month (We do need a different additive group!).
In this manner these four angels {[c,e,g],[c,d,f],[b,e,f],[b,d,g]} are prepared for an "hour", "day", "month" and a "year". This is so as to slay the third part of men. (Ie the product of elements of groups of subgroups.) We state this is on groups of subgroups because of the two witnesses to follow.
Then we equate a product "of men" as a product from singletons as in the spirit, but also to those "branches" of K4 groups of subgroups.
so a + b = c would be equivalent as "of men" to [[a,b,c],[a,d,e],[a,f,g]] + [[a,b,c],[b,d,g],[b,e,f]] = [[a,b,c],[c,d,f],[c,e,g]] in our new octal.
The result is that the product in the Holy Spirit or multiplication is actually meant to be fixed, whereas the additive elements are the ones that have their "third part" slain. If we keep the same seven cycle (a,b,d,c,f,g,e) say, with a = 1 and [b,d,f] static then we may arrive at the following cycle starting with [c,e,g]; to arrive at;
[a,e,f]=>[a,b,g]=>[b,d,e]=>[a,c,d]=>[b,c,f]=>[d,f,g]=>[c,e,g].
Which shares no product on singletons with our original octal: although we may construct a seven cycle that does preserve this wider octal, for instance (a,b,d,c,g,f,e).
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