a potential basic representation is …
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.
gouravolunteer 