12

20

of existence positive existence of the members of the triplet and
of the pair. In order to test this let us substitute
in that graph some of other relation for that of
identity. Let us assert first that there
are three individuals, each of which, instead
of being non-identical with each of the
others, does not stand in a [certai] an undefined reciprocal
relation to the others which
we will represent by [encode formula or diagram in LaTeX ??] that is A is r
to B and B is r to A. This will give
us. And we will add that each of these tripplets is a member of the second triplet
We will write instead of adding that each of these is a member
of a certain triplet will simply say [thus ??] they agree in some
is a member of the triplet having a certain graph true of them. We shall
t to mean "is a member of the triplet in question
This will give us [encode formula or diagram in LaTeX ??] We will have then
this graph (on opposite page)

20

of existence positive existence of the members of the triplet and
of the pair. In order to test this let us substitute
in that graph some of other relation for that of
identity. Let us assert first that there
are three individuals, each of which, instead
of being non-identical with each of the
others, does not stand in a [certai] an undefined reciprocal
relation to the others which
we will represent by [encode formula or diagram in LaTeX ??] that is A is r
to B and B is r to A. This will give
us. And we will add that each of these tripplets is a member of the second triplet
We will write instead of adding that each of these is a member
of a certain triplet will simply say [thus ??] they agree in some
is a member of the triplet having a certain graph true of them. We shall
t to mean "is a member of the triplet in question
This will give us [encode formula or diagram in LaTeX ??] We will have then
this graph (on opposite page)