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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 165v, page id 00068196:0328
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068196&page=328
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 19 lines, status machine
# Lines: 19 recognised, mean confidence 0.85
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En
 = 10 + A, 12V, 3V +qV et posito v = (log.x ax:x 
Ergo Xav: dX = log - X seu dx: 1 - x = dxdx dv = adx: Axdx  seu p fiet
dx3 = do, d ax  - xddx -x dx + x ddx. Aliter 1- X = b fint B = s.M. b dx: 1- b.
fit do =  -m. b dm: - b seu -. dv, 1- b = m. b dm sit sedo,  -  nam
sit s = 10 + 1 V + 12V + 13V + 1 4V etc. et b dm = 1 11 + 3. 12V + 3. 13V + 4. 14 v et c. et
fiet m b + n- log bm- log h. sit fit h M= log. bm.
M = 20 + 21V F32D + 23V + 24V + 25V etc, dm = 1.21 + 2. 2V +3. 23VV + 4. 2t v et
ergo bndm = 1. 10. 21 + 2. 10. 22V + 3. 10. 23 Vp + 4. 10. 24 v2 + 5. 10. 25p + +6. 10. 26v. et1
+. 1. 11. 21 +2. 11.22 +3,11. 23 +4. 11.24 +5. H. 25
L 1. 12. 21 t2. 1 22 +3. 1. 23 +4. 12. 24
+1. 13. 21 +2. 13. 22 +3. 13. 23
+1. 19. 21 + 2. 14. 22
+ 1. 15. 21
1. 11 +2. 12 V + 3. B3 vv + 4. 14V + s. 15V +6. 16 V etc
im invnietur 212
et per do, 1- Em
man
invenitur 10, i, 12