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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 1
# Folio 142r, page id 00068194:0283
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infinit lice quantura fieri pt productoum
Hinc Basis quaelibet aequatur contento crurum (ipsis scilice eruribus non
computatis.) si Media ejus quantitates toties duplicenitur, quot sunt bases ante
ante pro positam, seu inter apicem et propositam.
itr ita D. 4H. 4M. O. = G. M. P. etc. A N. etc. L. etc. etc
1
Assignata quadam Ronutitate spries directa proxime dexterioius cujus terminus
si duae sint series in Tabula data, altera directa, altera transversa, habent
descendens, habeantque terminum secundum communem, ea duae sertes sunt
inter se aequales. ut G. H. 1. ete = C. H. N. etc. Utrumus enim = B.
per jaim demonstrata, Ergo = lia inter se. Ego et residua aequali.
snt, decmlo temino communi H.