/ fruut

Fruut :== a class of transformers sourced from STU, and translated into the mesh geometrical primitives: rectangle, circle, and triangle. For identification purposes, we like to say that each shape corresponds to a 'fruit'; respectively: berry (alpha helix), banana🍌 (beta sheet), and lime🍋 (gamma delta) [colloquialized as 'bag'].

The fruut are part of the Stewdio's kit (complementing the flageolet) for transcoding (the parameters of) twistor fields so as to establish both intonation+melody/groove of The Origamic Symphony🎶. (see starberry)
/// +It is prerequisite that mathematics begin with primitive notions. Hence, when postulating, we start at some angle and navigate from there.
+Geometric primitives are called such because they are the building blocks for other forms and shapes.
+The melody is a secondary actor in stew choreography (ie. essential for closing🔒 a loopstring➿ generated from its walk).
+Rule of thumb: fruut is for folding, and the flageolet is a metronome for pencil generation.

In time signatorial mode, fruut are the tools used for folding stews to derive (arrive at) a fibor. (see patch)

It is assumed that the shapes are true (ie. two-dimensional) by default, and can occupy higher dimensions of uuater (world volume).

/ toonage

Toonage (truncation of 'cartoonage'*) :== the diction given to the chronology of (cf. attempts at) iterations to 🧩puzzle solutions (toons).** Wordplay, but should be taken here like 'fine-tuning' (cf. musical tuning). Implies stereotyping on paper.

We tune^ the jukebox (UUe) by threading kernel libraries (+patchwork) for fugue damping.^^ Training comes from redundant server-side proofs🔒 of random walks, courtesy of games/gameplay, which lead to better Q♯🎶 compatibility.

Toons themselves are individually/inductively ordered (n + 1), but because it is feasible for two (2) or more to be confluent, offered is a finitary

Naming convention
Toonage is marked using the following standard alphanumeric:

Toonxx.nn[]# - where "xx" identifies the port, nn is the pencil✏️ count, the brackets [] carry the weight, and the addendum, #, is the episode (as an integer).
/// Toons (n+1 induction) exist because the time complexity of each proof requires a relatively large compute per. In other words, there is extreme likelihood that a game/opus will not be completely solved on the first attempt.
(see EGP, meshroom🍄, opus, cassette, crypto compliance, #recital, Funshine/Toonlight)
/// Principally validating file hierarchy.