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Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 191r

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: 0.77.

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. 190v); this page is its right half.

The machine reads it as

  1. sit ax = 40. 40 vv + 2. 48. B3dh6 adeo que sit quadabus.
  2. 130. 130t6
  3. jam sebemus XX + bx + ac aequad aequare uto,
  4. tut
  5. so
  6. 40 ve+ 18. B8561 13016 + 4. 40. 40vB. 2. 4.
  7. 4 130
  8. at = 1oV +ua a4 = 20v1 1 a a - tovtsta
  9. subtest
  10. 40 v 4. 40V 30 6 + 6. 40. B8t8 + 13846
  11. a
  12. X = 40 v + 4. 40v. 30 sS +640. v 138 _6 + 4. 400 130 t6 1Z6 + 135. F
  13. ob X fiit
  14. s
  15. oo x sit 4ot p + 6. 40 v. B0 46 + 1048 + 4. 43B. 130 sG6 + 4. 40 v. 13845 1Z
  16. se
  17. e
  18. bx sit
  19. ob c
  20. ab 40v + ab 130. 1308
  21. ac
  22. a 42
  23. s
  24. + a b. 240170 ( 5
  25. + 24444 ZC
  26. novem. literae autem ipsius 2t videntur absorberi
  27. a ateris 4 et Q, et litera 130 absorbetur in ipsis Z et 6.
  28. 62
  29. ita cans est aequationibus
  30. itaque
  31. patem
  32. si Etsi adhuc una sit in potestate, pro
  33. 40V ponendo 40V + 41 a ut taceam valori ipsius X potuisse dar fractionem
  34. iaque supersunt in effectu literae 9.
  35. in qua me nominator esset itidem quadratus,
  36. sed hoc differamus
  37. 40v + 41a + 30 tis
  38. X quadratus ab 90v +81 a + 130 1t8
  39. Et ob v erit 40 + 6. 40. 130. 10. 30 + 130. 10. 30 = 50. 10. 20 + 66. 30. 20
  40. alimerator seu ut esset
  41. ab v erib B 6. 40. 135. so g 1+ 30) + 136. 2. 130 (v 3 1+ 130) = 50. f0. 21 + 1. 10) 4+ 60 (30. 21 +3120)
  42. ib est erit a b40 + 6. 40130. 1030 + 1302)0 30. 131 + 130. F (a. 3) = à. 50. 112. a. 2fo51 1. 20)
  43. ob n erit
  44. 130. 2 (10. 31 )uost + ab. 130. 130 = a, 51. (10 25) + 2. 50. 51. 121
  45. [0.31
  46. 60.31. 11 31
  47. bi 3.24
  48. 1b. 130, 1030
  49. _ V ert 130 a 3 + a b. 10. 11. 31 _C = a, 5d 1 20
  50. 0. 21
  51. ob V 146) ert 40. 130 + +. 40. 138. 10. 30 = 2a 50 b0. 20
  52. 20s0. 61 4 20. 6c
  53. V 1S erit 4. 40. 130. 10 16 = 2a, 15 2so 6 2
  54. 469. 24. 21 2. 60. b1. 130 20)
  55. VF eut ab. E. 40. 130 + 4. 40 133. 10.30 + C = 2a (72 24, : 0. s1. 61 + 50. 21. 6, + 60. 21.51
  56. p. erit
  57. 0 = 2a, 51,61, 21 Hind video ut ovisseum ineo himodum cortetur, ae fere feri
  58. NIx = 400 + 41 a +u 6
  59. 42 = 5av + 11 a a8 = 00+a
  60. a 8 A 4 +9 67
  61. 1007 vags 1
  62. d. 3
  63. 67 30.20
  64. 20+ 21
  65. 5oV+ 51
  66. (or +61

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 191r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0381?run=74