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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 1
# Folio 93r, page id 00068194:0185
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# Lines: 41 recognised, mean confidence 0.82
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Fransinissum ab oldenburgro 1 Sept. 1675 ancor 9e0 gius Mohn vans
Monst. Om mnyn breoitn volbrongen, so Trb in dit
Tina gesteet om Cardanus siju Rengre noin da Binomishn gotale te
mogondam, om dat syn tregre, in soumugn wvornallem 2 nu
in sommigr outrebocson ugttromsten mach liyden. Siyn wgel as dus
de erst Voorval, due hot  non het Zeedighe grooter is
ols het  ox het surdisce decl.
Regel: Cot de ration ’uyt de differentie van de etru nou
dccleu van het gegevere Binomium, Sddere eu genomon
getal, dat eea Wital Komne (sulites dat Tot gruour q
tae deat het l pouit grynionu surdisle dore, dat voide nou
Atal. Rour) hinerint de V, dan hoint het ledigte iste
decl also vock de N’uint het genomen getal Konit hes
surdist 2 de decl,
Tot eeu Exempel treckt de V uyt 16 4Vivoy
6+ V15105
-6
∞3136
1005
subte.
1331 difcr. 4k
et is du ’uiit de diff. 4h.
gruomon toie 5,7 5
is cen cstal 16 + 5 Sirrruist da V
+
snt 1steded. Sut surd.  decl.
Deel nu 1dor door sut gruoun
gntore 5, combt 561 eau estalpaiens
Vis 19X. ou doit suliés geschaedh
5o s na de Regel 1+ Y5 de ’uisti
56 + Vidcs
Ma vederone Hel ii de ’uyl de differ. vau de Bh. huerby acher
een durdao gnaonaene geto
dvel nu 180i doun
Keti genouron getal als
combt 1444 0vck cen rital
nics vis 70 +. darrone
Cet este duvl, het nor. e el. na den regel, is dit oock,
als 3E+VI  de Vuist 56+
Vioros. inaervan ceu vau
beiydem viet ca dugati