Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 206v
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: 0.85.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
One image of two folio pages side by side, registered by the library under both labels (also fol. 205r); this page is its left half.
The machine reads it as
- Universulius sis ut, mo intelligatu multplocari per 1. vel quisquis
- alius est datus Numerator.
- Num quaes. 1. Nom. 2ves. ult. Numer Multipl. = Num. Qu as. 2. Nom. Eu. 1. Num Milt
- Nom. Quaes. 1. Nom. quaes. ult. Nom. mult.
- aequatur:
- Num erat dat.
- Nominat. dat.
- Num. 20. 1. 1 20. 211. Num Maltip. = = v. 6 Nom. Zv.1. Nam Muctip t. =
- aequatur.
- Nom. Q uaes. Nom. quaes. ult. Nom multipl. 2 Num. dat
- Nom. dat.
- Nam. 2. 1. Nom. 2. ult. = Num 2. ult. Nom Zu. 1. = om quae 1 1. 2 Nom. qualt Num dat a pem moltipt.
- romidat Num multit
- = Nom multipl.
- rum muctipl.
- Num. 20a. Nom. Qu. ult. = sum Qv. ult Nom. Zu. 1. Num dat Nom. multipl.
- Nom: Qvas. 1. Nom. qu. ult.
- Num. multipl.
- Nom. dat
- Necsre est ut Ratis differentia quaesitae ad fractionem datam, sit semper
- eadem
- Ergo a k - 16
- in
- 1X
- m
- lo-n m
- mo etc.
- ax - 1b 4 im - 4IX - glo-gum et.
- bx
- um
- seu substituendo pro Num
- seu Diff. 1.)
- mo.
- Num (B Non ( Num H vom. D)= Diff2.
- = rit )
- aris aonta num ttromt nsp b)
- Nom(1. Nom H
- Qnum. ) Nom. Y 9 Num Nom. III. Etc. diff. 4. pro 4. vel 9. fiut 16.
- Nom ( Nom. A
- NomsI. Nem. IV.
- dif. 5. fiat 25. Diff. 6. 36 ex
- rum A Nom H Num HI. Nom = = Nom I. Nm MI. - 4. Num MI. Nom 1I.
- Nom H. Nom M
- oum L Nom 1I = Num 2V Nact = E Nam dL N Ht = 4 Num HE Nom 1
- Nom I Nom II.
- Nom L
- Num L Nom 11-
- ).
- Nom +
- E Num II. -
- Nom LH
- 4 Num M Nom 1
- Nom 11I
- 5 Num H 4 nuum IIINss
- Nom 1. or
- Num 1 =
- Nom
- Cit
- Nom XI
- 1II
- Nom III.
- 41) = (17) (Y) 16 (Y)
- ex
- Nom III.
- Nm. 1. Nom HI.
- sei Nunto se Null Num
- i caome guai Nmit recipen
- raerenda ergo progressio
- sa Numl2
- datus
- ujus Terminus privs
- ncudque duorum
- Eater se contignorum, modo praescripto multiplicatorum
- Fortusse hoc praestant plures. Di. vereor nehoc prae
- stari possit, termino dato ubcunque pro lutitu assumto
- differentea gpon
- 60
Cite
Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 206v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 44). https://leibnizlegible.com/page/00067993:0414?run=44