*ei*y

A

**flageolet pencil**(or just

**pencil**, or krayon) is a finite

*n*-dimensional cell

^{~}that is subject to rhetorical arrangement (ie. variation). Thus, a

**pencil**is quantum by proxy*. It is a generator (musically: metronome or counter); equivalent in most instances to a hash, stew, residue, or brane declension (eg. 0-brane). Normally,

**flageolet pencils**are not colored.Which can propagate like a cellular automaton.

`Ludologically`

, a **pencil**is a toy;

`mathematically`

, a **pencil**would be an element on the number line. (see also colored pencil)

**Flageolet pencils**lay the foundation of stew choreography; they are intonation points in cheironomy, and can be used to draw tape and/or establish melodies+grooves.

**Pencils**may concatenate or split among themselves (this is called

*interaction*).

**Flageolet pencils**are the motifs of string (à la "integration-by-parts"). There are twenty-six (26) different varieties of

**pencil(s)**. When measured, each

**pencil**is worth some integer [1-26] multiple of one-hundred (100) ¢ents.

Note (+): The twenty-six varieties stem from the fact that |

Function map:

**pencil**↔ RONALD