| 3124
We call such a heavy line a line of identity. A point
from which three lines of identity proceed
has the force of the conjunction ‘and.’
There is no need of a point from which four
lines of identity proceed; for two triple
points answer the same purpose. [diagram ??]
Therefore a figure like this [diagram ??] is to be
understood as two distinct lines of identity
crossing one another. Nevertheless, in order to avoid possible
mistake a bridge may be represented
thus: [diagram ??] One line passes under the
bridge, the other upon it.
The more you scribe on the bottom of a
cut, the less you assert. Thus
[diagram ??]
means: It is not true that somebody returns
to earth nor is it true that somebody
is translated. But | 3124
We call such a heavy line a line of identity. A point
from which three lines of identity proceed
has the force of the conjunction ‘and.’
There is no need of a point from which four
lines of identity proceed; for two triple
points answer the same purpose. [diagram ??]
Therefore a figure like this [diagram ??] is to be
understood as two distinct lines of identity
crossing one another. Nevertheless, in order to avoid possible
mistake a bridge may be represented
thus: [diagram ??] One line passes under the
bridge, the other upon it.
The more you scribe on the bottom of a
cut, the less you assert. Thus
[diagram ??]
means: It is not true that somebody returns
to earth nor is it true that somebody
is translated. But |