Kosmic Address ?

"Another novelty that Ken offers is his idea that, to talk meaningfully about any actuality in the universe, you must first specify what he calls its Kosmic Address, and this you do by identifying the actuality's “altitude” and “perspective.” Indeed, the definition is given by this formula:

Kosmic Address = altitude + perspective

where altitude means level of development and perspective where it is situated in the four quadrants. The address can be made even more specific by also identifying lines, states, and types. Thus: quadrants, levels, lines, states, and types are the basic five elements of any comprehensive or integral map. Using the notation of Integral Math, Ken (on p. 265) gives an example of how to formulate a Kosmic Address:

“For a particular knowing subject (i.e., a holon with quadrants), this might be: researcher John Doe is coming from a 3rd-person perspective (i.e., using Q/3-perspective or it-perspective), altitude Level 5 or orange (L5 or L/o), line/cognitive (l/c), State/gross (S/g), type/masculine (t/m), all of which is (Q/3, L/5, l/c, S/g, t/m). John Doe might be researching (via quadrivia) an object in the LR that possesses a solid state (S/s), clade line homo erectus (symbol: he; thus: l/he), female type (t/f), as it is a member of the global ecosystem, colloquially known as Gaia (whose full contours don't emerge until altitude 8). This might be indicated with the sentence: John Doe (Q/3, L/5, l/c, S/g, t/m) is focusing his attention on female homo erectus in its interaction with Gaia (Q/4, L/8, 1/he, S/s, t/f) Generically, the Kosmic address of this interaction is: Subject^{(Q/3, L/5, l/c, S/g, t/m)} × Object^{(Q/4, L/8, 1/he, S/s, t/f)} . . .”


http://www.integralworld.net/carter01.html "