Greater Sol System Co-Prosperity Sphere

The Greater Sol System Co-Prosperity Sphere (GSSCPS) is a startup transdimensional corporation with the stated goal of "Dividing the Solar System's quantum unit into two separate quantum units, each attempting to out-compete the other, may the better system win."

The Noöarchate

The term Noöarchate is a presumed ruling entity or entities within the GSSCPS. Since empirical data is extremely sparse and highly ambiguous [citation needed], interpretations vary widely.

Analysis

Of the limited data available, the most reliable [citation needed] derives from pattern analysis of planetary ionized radiation displays, notably the AESOP ("Artificial Expert System of Philosophy") phenomenon.

According to APTO field engineer Don Tasmian, the Greater Sol System Co-Prosperity Sphere is a provably criminal function almost everywhere, and that the the GSSCPS is "nothing more than a genetic evolution algorithm wrapped in a corrupt data packet."

According to unverified exo-temporal signals purportedly sent by combat surgeon and alleged time-traveler Asclepius Myrmidon, the GSSCPS genetic algorithm "is likely to cause an increased uptake of free atmospheric Extract of Radium animalcules across the industrialized nations, with concomitant outbreaks of highly contagious scrimshaw abuse behaviors.

Fiction cross-reference

• AESOP - "Artificial Expert System of Philosophy"
• Crimes against mathematical constants
• Gnomon algorithm
• Gnomon Chronicles
• Transdimensional corporation

Nonfiction cross-reference

• Almost everywhere (nonfiction) - in measure theory (a branch of mathematical analysis), a property holds almost everywhere if, in a technical sense, the set for which the property holds takes up nearly all possibilities. The notion of "almost everywhere" is a companion notion to the concept of measure zero, and is analogous to the notion of "almost surely" in probability—a field which is largely based on measure theory. More specifically, a property holds almost everywhere if it holds for all elements in a set except a subset of measure zero, or equivalently, if the set of elements for which the property holds is conull. In cases where the measure is not complete, it is sufficient that the set be contained within a set of measure zero. When discussing sets of real numbers, the Lebesgue measure is usually assumed unless otherwise stated.
• Solar System (nonfiction)

External links

• Solar System