A leaf :== the intonation of a flageolet pencil✏️.
Consider a sequence of pencils✏️ {Fp}. Fp will have two (2) endpoints, called nuts. A leaf, then, is any pencil✏️ conjoined on the chain [branched from the trunk of a tree].
For such a sequence, there are at most two leaves [one (1) each] representing the frames sequence:start (initiation) and sequence:stop (termination), which themselves can occupy the nuts. The leaf sequence parametric defines an opus. (See Egglepple. Also of interest Leaf๐ Plue [yot])
/// The complete foldset is internally ramified, and termed 'bamboo'. Dissonance is respectively named after the plant's main consumers: (gorilla๐ฆ, lemur๐, panda๐ผ)
Showing posts with label nut. Show all posts
Showing posts with label nut. Show all posts
An endzone is one (1) of two (2) domains/zones in which an endpoint of brane (called a nut) can rest.
/// This is how the term
In terms of Egglepple, the endzones of the lyre are minor scale and the major scale. Loopstring➿-wise, the endzones represent either a start or stop leaf.
/// This is how the term
finite
is defined
in juking
.In terms of Egglepple, the endzones of the lyre are minor scale and the major scale. Loopstring➿-wise, the endzones represent either a start or stop leaf.
๐ง๐ฟ
lnq
A nut (or ball) :== an endpoint of a loopstring➿. String only have two (2) endpoints, hence, only two nuts.
Each nut is either a start or stop identifier (leaf).*** The two nuts of
/// Balls are pseudo-theoretical (abstract)
Mathematically, it's called a 'ball' (and sometimes 'dot') because as the string folds upon itself, the endpoints (a metric space) coordinate ("connecting the dots") into a loop➰, and the overall structure usually assumes a shape that is similar to some ovoid with boundary (cf. compact blob) in stereo. (see Egglepple, ballet๐ฉฐ, Funshine/Toonlight)
Each nut is either a start or stop identifier (leaf).*** The two nuts of
Q♯๐ถ
are minor scale
and major scale
, connected by stews
. As an arbitrary ordered pair [egg,epp], they are referred to as abscissa (toonlight) and ordinate (funshine)./// Balls are pseudo-theoretical (abstract)
objects
that only exist as placement functions
. There is no 'ball', so-to-speak, just a representation of an endpoint
(dot). However, in gameplay
, a ball can be a toy (eg. ctf flag๐, see zero-bubble
). Likewise, macroeconomically, a ball would be lyric (triangulated data point
). Also, in energy๐ speak, nuts are representative of electrodes [anion (-) and cation (+)].
Mathematically, it's called a 'ball' (and sometimes 'dot') because as the string folds upon itself, the endpoints (a metric space) coordinate ("connecting the dots") into a loop➰, and the overall structure usually assumes a shape that is similar to some ovoid with boundary (cf. compact blob) in stereo. (see Egglepple, ballet๐ฉฐ, Funshine/Toonlight)
๐ง๐ฟ
lnq