Leibniz-Handschriften zur Mathematik LH 35, 6, 6, fol. 17r
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.76.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 16v); this page is its right half.
The machine reads it as
- Metuebam ne x fieret constans,
- non evenire, nam N
- fit Z- vn Y.1
- b81
- re sumamus securitatis causa.
- V = VX + b sit X = mZ + nn: Z+ p
- Q+ nn Y1
- 43 44
- X = m Z + 4 mnZ + 6 mini ZZ+amn Z + n
- L tap E + 6pp Z+ qpEF pF
- +bt. +4b p. +6 b pp. +4(Ep. +b: 77 + 2 pZ + pp
- ex plmo
- In numertore aq. 4. tollamus duos terminos infimos, et fiet n + b p = 0 seu p = nn 3 -1: b
- pursus ex perulbium +nin + 4bp =0 seu m = - b p: n. Est autem B3 = pt: p = - p : br: p
- 2
- catens riguex 1et 3 fit = 2nd Z +grinu Z +6 mm Z Et 4mn Z+ n
- Ergo p = = n: (39 = - n Y1: b s1 = - n 7 - Y -1 - b3 = Ex
- n:B Y de in -1 sed Y de Y-1 in Y est
- de, S-. in J-1 =
- 2-1 et fit B = n V-,: b = - n: b ,
- Ergo m = + b: Y-, vel = b , D sed malo retinere priorem
- quippe immediatius obtentam et tutiorem. ino certissimam.
- Nempe mn + 6p =0 Ergo nn + b p: p = 0 Ergo mn N: p=o
- ergo mn = n: nnd - 1: b Ergo m = b: -1
- M + b = 0 nam n = - (+
- mnn = mnn:m = - b nn X1 : b = - b nn V. 2 Ergo nnn + b+ p = 0
- b2p = (3 nn -1
- Gmran = n bb = -1
- 14D
- 2a
- bN= bp. p n p) Ergo nmn + b pp
- bpp = st n Y1: bb = bb n 11
- sed 101 + = c
- -
- Nam f-1 in 1- 1
- nun fit vel 2.
- = -1r vel +
- aq.
- bb nt in Y., + F
- quod sa a t in Y- 1 ponatur esse -1 frest
- -1 + =
- 8 - 1 + 1 = 0 Videtur autem hoc praeferendum
- quia 12t Y., c seu L idc Y.1
- fecimus )-1 subtato vinculo Quid si feci Ergo et haerursus tantum vinculu
- -
- -1
- tollemus an (2 1 quaeritur. sed si velim, quadrando ducere in se invice
- 2
- em
- c
- q
- 4 414
- fiel: tEs
- -, sunamus esse Y1 e fiet mmn = n b: Va et b pp = bb Y
- et et fiet minn + bB bbn in sE HL =
- +1
- et fieret y = 2b nn Z . 3+ un d :b et X= , Z +nn, ; q+ na . 1. b
- Et
- X = Z + nn -1 + nn d--: b. Ergo nnhil actum
- es esti
- pan p fecet ostri codta desderata
- sed tamen id vedeo
- V+1 +
- +
- =0 vel
- 7+1
Cite
Leibniz-Handschriften zur Mathematik LH 35, 6, 6, fol. 17r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068051:0033?run=73