Inventor: Link Starbureiy
A
flageolet pencil (or just
pencil, or
krayon) is a
finite ndimensional
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.
0brane).
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 "
integrationbyparts"). There are twentysix (
26) different
varieties of pencil(s). When
measured, each
pencil is worth some
integer [
126] multiple of onehundred (
100)
¢ents.
Note (+): The twentysix varieties stem from the fact that The Origamic Symphony spans 26 measures in relation to EGP.

Function map:
pencil ↔
RONALD