Leibniz Legible

Machine transcription of the Leibniz Nachlass

Search the Nachlass

Ps. 2, fol. 99

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: 0.80.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

The machine reads it as

  1. p oss
  2. phunc aque.
  3. uns elle rele.
  4. CXX
  5. X -bs
  6. demtorimam
  7. 1x- P 0O
  8. icionis. Fadia
  9. cerminorum
  10. comparande
  11. A, rellituend
  12. UM, ex co
  13. d db, hoce
  14. M Mb-
  15. C aequation
  16. Cerrire.
  17. iuo
  18. ICC 07 laia
  19. dad ces et
  20. t
  21. A. O U A Y L O N U M.
  22. Suxpoliris auteids majore quamb, ec d d majore quam bc, nec
  23. dun se quam f3, habebit ipsa eandem Formam acque
  24. duodecima provolitio xt - lx 3- m M X X -- 13 X = p+ ∞O, aC
  25. per conlequens erunt ejusdem nacurx de consticutionis. Fiat ergo
  26. adx quacio, unde conterendo secundos terminos habebimus l~C
  27. =b, hoc cAt, c∞l. + b. Deinde, collatis cerriis terminis,
  28. habebitur mm ∞ dd - b6, hoc est, substituendo ralorem cinven-
  29. cuin, erit d d ∞mm L. bb- L bI. Tum comparando quartostermi-
  30. noshrabebimus (3 - b d d ∞ - = n3 hoc est, substicuto ralore dd
  31. invento, eric f. ∞ bmm - bb1 - f b3 - 13. TInde discimus, co-
  32. onita reraradice b, hanc xequarionem ∞3 f b X X F bb x f. b3 ∞c
  33. + 1
  34. F b1 = bbl
  35. LMM L bm
  36. cribus religlis interrire.
  37. Denique, comparatis poltremis cerminis, habebimus bf3 ∞pr
  38. ac per consequens f3 x . unde, cognita reraradice b, HXC X
  39. quatiox3. f bax Lbbx L 0ad tres reliquas cricreterenda.
  40. mm
  41. 23 Proposirio.
  42. Pro dccusacelcla plopenione. Iac ex Mltabls, 13L Cx X
  43. d dx f β ∞ 0_x - b ∞ 0, hXC aquatIO∞ = -] CX3- d d X X- ( f3 X
  44. -b. - b0 -bad
  45. f3 b ∞ 0. Suppositis auteM C Mmajore quain b, _ dd Majore
  46. quam bc, nec non f majore quam bdd, habebit ipla candem FOr-
  47. mam atque decima certia propolitio xt- L lX ( M m ~X L n X
  48. p ∞0, dc per consequens ejusdem erunt natura d constitu-
  49. cionis. Fiat erso adae quatio, collatis que secundis cerminis, habe-
  50. BiimuSt∞ C= b, hoc est, c∞ l.- L b. Deinde, comparando certios
  51. cerminos, habebimusmm∞ d d= bc, hoc est, restituro ralore c
  52. invenco, eeomnoo. Lum Copalalis Gualeslet
  53. minis, habebimus n3 ∞ f3 = b d d, hoc est, Substicuro ralore d d in-
  54. Vento, erit f3 ∞ 13- f- b3- bb1 = bmm. TInde constat, cognica
  55. Verd

Cite

Ps. 2, fol. 99. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175906937X:0123?run=74