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Machine transcription of the Leibniz Nachlass

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Leibniz-Handschriften Aufzeichnungen zur Rechenmaschine LH 42, 5, fol. 22r

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: 0.78.

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

The machine reads it as

  1. Aequalio inqua ubique y et dus cent leu
  2. commidem homogeneorum, semper potest
  3. reducie ad quadratur as ram oia redlurt dd
  4. ay:y. sed di ores sint y dy, day et
  5. hoc puncrpio non apparet depes
  6. sed in altibre ficiendo y - (c it E
  7. enim resredit ad dud, et d+ C3.
  8. Et idem est cum accedu plares
  9. ad sunt ut) dy, ady,
  10. d’y
  11. sit 20D +ZI dP = o fiat
  12. V = X 1Y prodibit
  13. 24 fri d7.
  14. sit
  15. adsit F 2C d1 + 22 aAB, = b
  16. e
  17. sit VX W A Xdf 42 dvy F. 27 d C dy
  18. quis sosciptis seo Hoc aliarde patet
  19. nam sit 2 adq + dy. ∞ 0
  20. 22 ips
  21. Omnis aequatio
  22. 2
  23. V)+ EE A
  24. ertes
  25. +211) +
  26. sit v = 1y Y
  27. 2 22de y + 22dy F de
  28. Sit 21 + 32 d ∞ + 27. ch
  29. fI et v - b, fci)
  30. 22 L2 = 23d dy + 23dy dy
  31. 21D + 22 d0v fit
  32. 21 +22 ddy +.2 dy dy
  33. simplex, in qua Y. t, adus der
  34. C
  35. aequat ddque Y aycy, b sumaris
  36. Et aad dat dus b.- Ergo aeque4t,0
  37. si 209 stans 2W L cW L W =0
  38. 20ay qd
  39. solvi potest nam martatur W ip dis
  40. fiet 20) dy 4 ddus F dydy X0, qua.
  41. maltiplicetur per b et sutima eret
  42. ntu iavice dracta, un um absboiuto eos ydue) + dy b7. e eoque fut
  43. depui mi pdotest, nam petest reulii a
  44. ipsat e, de die sine cb 9 quo
  45. Condrige ei fiuvs y = EZ et Est
  46. tuenddo et per _ LolAnua hurtn
  47. grodeti
  48. d. Y 1d i, de
  49. ob n b) a ata
  50. 1
  51. q
  52. a
  53. etr S
  54. 5.7d2
  55. mult per
  56. d5 bY: sb2
  57. v
  58. L22 edus f.22 dG d.
  59. y sum nar petest
  60. sit 10V + 11dV = 0 fiat ∞ = b3 fiet 10 + 11dy =0
  61. 10do + 11 ldv = 0 fet sit V = b7 fit de = dyd b et ddx = dydy b + ddy b
  62. et et 10 dv + 11dd v = 0 fit 10dy + 11 dydy + 11 ddus B 24 + du + dig =0
  63. 2

Cite

Leibniz-Handschriften Aufzeichnungen zur Rechenmaschine LH 42, 5, fol. 22r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 25). https://leibnizlegible.com/page/00051018:0043?run=25