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gnox at Sep 24, 2017 11:17 PM
gnox
gnox
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68

66

graph, one of which is enclosed by every cut
that encloses the other, the former may be
erased, this process being termed deiteration.

Rule of Insignificants and the Pseudograph
A double cut enclosure can anywhere be inserted
and anywhere erased can be circumposed about
any graph or be removed from any
graph; and the area cont any enclosure containing
a vacant cut or other form of pseudograph
can be suppressed or inserted.

Now go to p 18

68

66

graph, one of which is enclosed by every cut
that encloses the other, the former may be
erased, this process being termed deiteration,

Rule of Insignificants and the Pseudograph
A double enclosure can [anywhere?] can be circumposed about
any graph or be removed from any
graph; and any enclosure containing
a vacant cut or other form of pseudograph
can be suppressed or inserted.

Now go to p 18

Manuscripts, Logic Notebook, Robin Catalogue, SPIN Omeka Page