Ludologically,
twistorspace or
"slot" is a
complex configuration space (eg.
geotop) of
solutions to the
twistor identity ||f(u,u)=0||. Because a
fibor is
encoded to
close🔒 its
loopstring the
exact same way every time (ascertained from the
uniqueness property), there must exist an
acoustic bound in place enforcing these conformations (
bubble or
vacuum); without such a
field, the
fibor (as
measured in
¢ents) would not bifurcate (into
MONEY or
bubblegum) as a
function of
symmetry-breaking.
Notes (+): +We assume that each twistor field is unique to some fibor. Essentially, this is a mapped spinor. The 'spin' (an object's spinning metric signature) here is identifiable with the quantum fields of arbitrary spin.
+Everything in twistorspace is dyadic (u,u).
Twistorspace'
complexity is
curvilinear (T)*.
More accurately, sesquilinear. (see also
handicap,
jukespace)
