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# Title: [Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductae] Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductæ (shelfmark Leibn. Marg. 149)
# Folio 203, page id 1032977698:0225
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CAD. III. Analysis Infinitorum.
Schol. HIOC NOTCTUE FiC. LXY. S OD seu OY FIE y; &
2O (Cu DL SIC: X 5 PO: C; 16: a, fore rectangutum
DODI Teu xy exponens rarionis solidi ex spatio AOF
cum CirCa AO, EUM CITCA OF FOTaTO, juXta prXCeden
cem; ne anrem hic error subrepae, si solidum detieneeur
per rectangula ry, norerur semper illud ad intiniresimam
X y e c
e vel a reducendum esse; cum omnia r COniLLanE
X 3 ac
Tolidum ex AOF circa OF, _ omnia r COmpO
nanc solidum ex eadem AOF CIrCa AO FOTAEA; WE in
quirenciparebie.
8. 27. TUETUS, SINE FIG. L. XII. dux siguIE
R AF _ 60O, ad aequales lincaS R F d
GO DOHIEX; ItA NE INFEFCCPEX RC _ MG,
AC INEHITCAMA O N _E MF, continO XQUa-
les sine, adcoque Figurx ad cunde aXCI OF-
dlinari posse intelligantur, quae cautela in hilce
ubiquenecessaria. Vocatilque R = G F: X,
QN = MF: C, PD: Y, DF: Z, dC BR: b,
 BG: d, utraque determinata; CIEg. A B
axis corationis, crit, juxta pexcedentes duas,
Colidum ex R A F circa HB aequale omnibus
by ec + Xy cc
illudque ex 960 circa candem
HB aequale omnib.
dZCC = X Ze0
unde Coli-
byec + xreo
dum primum ad secundum, ut omnia