Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 70v
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: 0.75.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 9r); this page is its left half.
The machine reads it as
- pll B 10 + iat, () ( ap B (D + at) + rerataal) = O+ sat
- 1
- -eeb
- CC + at +2C sat
- ae 00 + etc.
- e
- XK+ ab
- HO1( neCD+ 20)a at
- et x + ab Xxtac +0C+, O hit edt +
- (0 + Hat: O)
- l.D. +O tat + at
- qu a+ etc
- XX = O+ (at: 0) + 2at
- aa-e+ ete
- + at: 3 3
- compendio
- - ab) bC) tagte
- + aataa
- + aggebe ti0o
- raaerat l. hhbJ = ( ee vat. 1)
- e anque rat l. phc.
- Ahbe
- fataea eibe
- ati iBD) (Qeerat l:htibe
- aatgeaal
- +4 ut eeat I
- hbC
- et lit gyqu ( e)a seu
- debet esse nn = 4ap
- seu Raa, ∞ qu (et at) + Xtat B he eet (D tat). + qal anta 1 ec alhil + uacelt)
- qu si qus i at galigus sl= = bbcc te ehtibe al t aacebe H
- ec At bbce h
- tine
- seu ill t aovell tehte ael Ahie
- est aet L f esb = hli (cebe - 4 lbss = +(+)
- est autem n = 4 aa tat - 2aeerat: be - naee vab l: bhb E
- e p
- seu p = raat, 3. ab cs = echh-
- HkbC
- Et ob nn = 4 ap
- in see ab) _aall _ 2 hh(q ee- 4b5) al + 4 bcH = 0 eC - 4bc) h = 0
- (8 4bc) - 4b5 sit sint ht s gu be)
- et divisis omnibus per ee= 4bc fiat
- ab al = - hh , fiet 11=
- in valsre YZyy pagina primae pro 18 et 11 substituamus valores iaventos 10 = -00. ac. bc, et 11 -00. 2e Ept: bc
- = S. . abO + 2a fat ab + aet)
- sint 4Ggy =u aa hE
- +400. 00 a at t (4 400. 00. bbcc at
- 42. 00.00. aec rat)
- 100 vvanee ta
- abat, b bife + (teen
- lbbce +
- hint (bb ech -4belehi C abehtbe aB r eht rehiba r edill (Abb cet ei pal asibel
- siet A tam 2bc ee= qu (b
- seu unall 2bh al + h
- qu (b -c)
- b
- ( 4. 00.00 deaF
- 400,00 eeat
- 10. 11 = 00. 00. 2 acerat : bcbc
- sed yq - e, odaah Z 40daolit G
- bbuc
- 1004at
- et foret vy- bbcc iee, quod est
- contra intentum.
- itaque nonlicet uti compendio seu facere 10 = 10:00 = = al ibC
- xxtac = 3 + (it: 0) tetat, R4e C + ete), 1 + at: C) +at +ac(. 4e0, c
- qu (- al O + ete)
- et gu qu ( Or erC) = +0. + D agae ,do,
- +2at
- Orellaaeat. ml- t sist XX + ab Xx + ac = at +2a 0) +b8, at + 2al OD + CZ.: 48 = yet multiplicatione facta
- af (0 Xat. 6)) + raaeiat l)
- +aut
- 24u
- subre, hab
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 70v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068197:0140?run=74