make up

a potential basic representation is …

Posted on

for The Fictional VolunTier Project

by goura fotadar

date worked on: 080121; date typed up on: 011622

cited: “ba … sha …”

a potential basic

representation is

0 for “ba … sh …”

\ /

\ /

1 for standard level of that variant of make-up

so

—- 0 +

\ /

\ /

1

0s, and 1s

-3 -2 -1 …. 0 … +1, 2, 3, 4 …

\ /

\ /

1

then you want to go ahead

and incorporate a tool

such as

“eyel … co…”

or any tool

usually you might basically hypothesize

a rotation but here dependent on

the

0

\ /

\ /

1

so an example tool mechanism could be basic:

dependent on this foray[sp?] of

0

\ /

1

0

+ \ /+

— —

|

0 + + — —

\ / + — + — (for tool mechanisms from the side number lines here moving in either direction)

| — + — + (for a 2nd tool or 2nd tool factor at least for same tool)

Rough!

1st hypothetical “ba …” “sh …”

number is

0

0 convergence to 1

here is defined as

++ — —

and tool mechanism dependent

on such convergence is defined

as + — + —

with two factors as — + — +

So you have (0,1) : ( + — + –, — + — +)

and before you have

(0) : ( + + — –) —> (1)

so looking at these we attempt to more fully assimilate [sp?]

starting from this

(0) : ( + + — –) —> (1)

(0 + 0+ 0– 0–) —> (1)

So then we have coordination,

(0+ 0+ 0– 0–) –> (1)

so then we have coordination,

(0+ 0+, 0– 0–) –> (1)

So now you have to infer; and likely

there are many way to infer;

so let’s see how I proceed

Obvious inference

( (0 +1) + ( 0 +1) +, (0-1) — (0-1)–)

(1+ 1+, (–1)– (–1)–)

0

+1

1

0 > 2+

+1 1

0

(–1)– (–1)– sticking with addition needing another digit you switch to multiplication but forgetting the minus theory or not for this asunde

1

\

0 –> using common

/

0

(–1)– (–1)– 1

2^+ , 0 which signify “ba …” “sh …” in only the + direction

for next “ba …” hypothetical , so —>

2 + …1, 2, 3 …

\/

|

|

1

So a 2nd representation

of “ba …” “sh …”

picks a hierarchy

of positive

so usually

that

means greater

in some

variant of

the meaning of positive.

that’s starting with a 0 hypothetical insertion but can obviously display conversions

to other hypothetical insertions.

Advertisement