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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 83, page id 1032977698:0105
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# Lines: 30 recognised, mean confidence 0.79
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it
CAP: I.
Anclrsis Infinitorum.
exir differentia N V: C FI; idcoque CO: X:
+e
X N: XV. R: +: : e: C + I, UadC X = 0 + 1. Sed
IN CUETA OMIC CsF LT: LML:: MLX: X L, Teu
B: F:: a: e Fi; Quare B =e + 2; et hine k
3 et e = 1 = y  2C candeIm R = y
81. Hinc Facile patet, C, relatione currX
E MLO Pro LDIE QNTUIMEA, InVCNIAEIE juXE2
catones praeore Toslinca YP seu h; ac curva
Z KY ejuSNaTUTX StatUATUE, Ut O X quaelibet
Derpetuo aquetur ips J ML Icu 5; Fore temper
ZC TCuK = y
82. TTOrceuE hujus opc methodum 8. 35, pro-
Policam ampliari, ac cuaim FIc. X XIII. V. 1.
ad CurraS P L Y applicataI F P proaxe habences
extendi; cum loco cirato omnes ad cundem
axem AO descriprae ese Fuerine supposIta. Si.
verb: sr. DA: Z; IZL: f; D O: y; dC utu2 CUI
varum relacio fZ  yy; erit Facta _  HL =f.
rocatisque lubeansentibus DZ: n, DW: k, II F: b,
JuXta 5. 37, nF + F k = 2kn; Led ex peaceden-
Ei X =: y; VndC CMMERBCE XGUIAEIO PTO SUBEAN=
sencibus hoc in calu deterinandis nFy + F+ B
2 2. t 5. X.
83. SIcFIG: XNHIL VF. L. CUETA ADF cum
superiorieadem, cademque symbola; r sicti-
NICa