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Leibniz-Handschriften zur Mathematik LH 35, 4, 16, fol. 5r

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: 0.79.

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 4v); this page is its right half.

The machine reads it as

  1. omnes non inferiores
  2. dividamus jam et er 20X +2IX + 22.
  3. item per 20X 1 + 2X + 23.
  4. Etabita jam serie resi ducum (et quotientium) postea diorsores sunt per residua dividenditsibi
  5. ad habenda rescena, et quotientes
  6. primae divisionis rursus scrres quarenda est
  7. dX subquique subresit
  8. 10X + 1X + 12]10
  9. Pox + 2X + 27l
  10. voux
  11. Wx +21X + 22
  12. 187X 10227
  13. l. 1021
  14. RIx +22
  15. x
  16. subqui. abresid.
  17. 10X FuXY 1XLIBXHH1OX
  18. 20a . 10 X
  19. 10.22
  20. subguia serbresid. 1
  21. 20
  22. sulao. 2. ptubre sid. 220 X r 13, 20. 20
  23. 10, 21 = (210. 20. 22
  24. innorix
  25. c 1iaval. 4on ur
  26. Euotiens
  27. + 10, 2. 22
  28. esituum
  30. et +
  31. 1. 20. 22
  32. subresid.
  33. H 10X + 11. 20X +
  34. +10. 41. 2
  35. Quotiens
  36. rividendus seu subretidus
  37. novys sequens fit ex pu
  38. dum dum ab eo
  39. Subtrahitur
  40. eoquotiens est oeffrciea
  41. praentis
  42. sub qu. 3
  43. ntest 12. 20. 21, c 11. 21. 21
  44. X +14. 2020
  45. 29LX (12. 20 20X +13
  46. 1. 20 21 1o. 2. 22
  47. 1020
  48. Residuum
  49. +13. 20. 20. 20
  50. 10. 21. 21.
  51. Equ3, ex subqu di t ates 13. 20. 2a 2
  52. + 14. 20. 20.20
  53. 12. 20. 20. 2
  54. + 1020.
  55. =10. 21. 21. 22
  56. on
  57. cedenti aleule
  58. idem prodo
  59. +1OX + 1X +12X+ 1
  60. tam divinavi rationem termorum absentiumd. se suicet fiat 32 = odateridm surdore residuus prodibit
  61. combiratiorum
  62. si 20 sempe lum dividitur 16X + IKX + 12X + B per 20X +21X + 22
  63. in quo si ponas 13 et 22 esse 0, dem prossus em erget refiduu prioris caleuli si 10 X 4 11 X + 12 dionsissem pas
  64. 12. 20. 20 X + 13. 20 20 fit reponu,
  65. er 20nt1a = 20 2
  66. +16. 21 22

Cite

Leibniz-Handschriften zur Mathematik LH 35, 4, 16, fol. 5r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068013:0009?run=73