For B contains a significant collection of
errors which are not present in _{Pi}_. Six slight
mistakes were made by the first hand and corrected
by it, three more were corrected by the second hand,
and twelve were left uncorrected. Some of these
are trivial slips that a scribe copying B might
emend on his own initiative, or perhaps by a lucky
mistake. Such are 64, 26 iudicium] indicium B;
64, 29 Caecili] caecilii B; 65, 13 neglegere]
neglere B. But intelligent pondering must
precede the emendation of praeceptoria quo
into praeceptori a quo (64, 19), of beaticis
into Baeticis (65, 15), and of optimae
into optime (65, 26), while it would take a
Madvig to remedy the corruptions in 63, 9 (praestatam
ad me) and 65,7 (reputare into patres
conscripti putare). These are the sort of
errors which if found in _{Pi}_ would furnish incontrovertible
proof that a manuscript not containing them was independent
of _{Pi}_; but there is no such evidence of independence
in the case of B. Our case is strengthened
by the consideration that various of the errors in
B may well be traced to idiosyncrasies of _{Pi}_,
not merely to its scriptura continua, a source
of misunderstanding that any majuscule would present,
but to the fading of the writing on the flesh side
of the pages in _{Pi}_, and to the possibility that
some of the corrections of the second hand may be the
private inventions of that hand.[42] We are hampered,
of course, by the comparatively small amount of matter
in _{Pi}_, nor are we absolutely certain that this
is characteristic of the entire manuscript of which
it was once a part. But my reasoning is correct,
I believe, for the material at our disposal.
[Footnote 42: See above, pp. 48 f.]
[Sidenote: The probable stemma]
Our tentative stemma thus far, then, is No. 1 below,
not No. 2 and not
No. 3.
No. 1 No. 2 No. 3
_{Pi}_ _{Pi}_ X | | / \ | | / \ _{Pi}{1}_ _{Pi}{1}_ / \ / \ | X{1} _{Pi}_ / \ | / \ B \ B / \ F | B \ | F F
Robbins put P in the position of _{Pi}_ in this last stemma, but on the assumption that it did not contain the indices. That is not true of _{Pi}_.
[Sidenote: Further consideration of the external history of P, {Pi}, and B]