The Origamic Symphony™℗

Composer: Link Starbureiy
The Origamic Symphony (TOS) is a mathemusical simulacrum whose algorithmic composition lies generically between any 26-measure scale; but, architecturally, the Planck and nano scales [domains] (known as subchemistry, Cs). Specifically, it is the totality of Egglepple('s) movements.

Resting atop the hypothesis that every brane arrangement is (geometrically) convertible, solvable, and scorable, TOS is responsive to the calculus of Egglepple resonances (the program of the portfolio imagined as frets pertinent to stereotyping EGP).
"There is this beautiful symphony playing - everywhere, all the time."^ - Link Starbureiy

The symphony treats the entire portfolio as a (single loopstring*) path integral (line) subject to integration (including integration-by-parts [the twisting of pencils]) and derivation. All walks are integrated in twistorspace, and output some stew derivative.Symphonic evidence is its subject (Egglepple). A continuous function. (see also UUelcome, UUhistlegrass, lnq's Starting Five, Juke Lemma)

Notes (+): +The Origamic Symphony is the subject of lnq's recital.

+Here "origami" specifies "p-brane (membrane/frame) folding". Namely, it is the twisting of measures (length) between the Planck and nano scales.


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