Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 68v

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: 0.84.

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One image of two folio pages side by side, registered by the library under both labels (also fol. 69r); this page is its left half.

The machine reads it as

1. Quam in tem se fortasse procedere licebit. Constat tam
2. sequentes teminos ex primo ho modo derivari
3. m ∞, 6 - ob c- ob, c- 1b c. ob, c. 1b, ca 2b cuob, c- ib, c. 2 sb
4. vel adtur Gentalis.
5. 1
6. Unde sic aequ. 1. fiet:
7. d
8. c - ob
9. c- 0
10. 1.2, 4
11. Cob, C- 1b
12. 12, de
13. 12,34
14. cuob, cur b, corb.
15. 1,2,3, def
16. 12, 3 a4
17. crob. Cn1b, corb, C. 3b
18. 1,2B, 4, defg. 1
19. Ponendo jam b. aequ d. aequ. e aequ f. ex. aequ 2.
20. seu omnes literas praeter aequari ipsi Uni
21. fiet.
22. cocat
23. c.0, c- 1, c-2
24. 2, 3.
25. c-0, C - 1, C- 2, C-3
26. 1,2, 3, 1.
27. una est difficultas quod non video quomodo hinc prodeat primus
28. termina qui semper deb hoc loco est 2. nisi sit exprimus
29. generaliter uno termino:
30. cy
31. c- 4I 2)
32. i
33. y Ion
34. vel potus
35. intelligendo per Z exponentem non potentiae purae, sed affectae seu ex
36. productis continudduus Nam hoc logarithndtum affectorum genere
37. adhibito, patet posita
38. vel potius C,
39. ic distinctius sulbemus:
40. i
41. rubi posita Laequ. 0. fit
42. c- ,1BC- 3c
43. 1,2, etc, (2
44. C- ob, carb, c- 2b, etc, c- q
45. CB, 1, 2,3, etc, Z, b) 2)
46. vel Cet droc, Ar eatre, L + Zb12)
47. ex toto termino fic .
48. .
49. partinet) ad ultimum
50. multipli cctorem, sed
51. Si 9=, b sit aequ. 0.
52. fit tenminus ipse termonus
53. plane ullicuus. seu aequ. c.
54. Si ponatur Z aequ. 0. fit terminus primus aqu. 1. Nam ut
55. omni logaii hmorum sive purctum sive affectorum genere curus
56. logarithinus est 0. tunc erminus affectus seu numerus est
57. ex duobus terminis extremis quaeramus medios alia
58. renitas
59. poterit oriri relatio, seu expressio terminorum ordine facta
60. per quam fiet ut intermedii sint infiniti, si C non est
61. illud tantum videndum an aliqua arte effici possit ope
62. numerus rationalis
63. transcendentis, ut sinitt sint fermini
64. licet et utrinque
65. eodem modo compesiti prodeant, licet C non sit quantatus
66. numerus integer
67. (2)

Cite

Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 68v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 39). https://leibnizlegible.com/page/00067993:0136?run=39