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Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 68r

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. 69v); this page is its right half.

The machine reads it as

  1. tos
  2. supere st ut in aequ. 10 excolvamus 112451C, 3231723.. jam _5i =, _ - (5. a) 23512: 123. ergo fiet
  3. 2to) 1t SI2 = 112. 123 = 23512.157: (23 et 32 +712 = 312. 323a =23712373:323 et 123+523 = 112. 123a +12525. 15,: 112
  4. et 323+723 = 312. 323 a + 12723 37:312. Unde jame fiet
  5. unde jam piet
  6. (4to) 12 +512, 323+723 = v12. 1234 23515. 15, 312. 323 a + 12725. 37, (, 123. 512 112. 318 C. . E2 22. 22712
  7. teur
  8. 351323A2 nSL3. 12723
  9. 23512. 127233
  10. 12533. 23712
  11. C2ye. 2371
  12. + 12523. 12723
  13. articuti praecedentis. Ex bus auterioris nempe decimi y
  14. 512. 712 A seu
  15. +0 1292 3. 23712
  16. (2523. 12723
  17. 12. 13a + 12529. 15, 3 . 329 a - 23 712. 37 F 1 233n. 107E3, 3or. 12712
  18. ( 112, 123a + 12525. 157 312. 323a - 23714. 37
  19. 112 + +12
  20. et 7123
  21. M2+ 5I2= 312+1 3F 12 +512
  22. 323+7 (Z,9 383+ 23, 23+ 513
  23. 13e 13.
  24. +23512.
  25. 12523. 1272G
  26. sed videtur aequitio c0 vel sabtris 3 nunc aeddi posse tractabilior, ex quo repertum es sse
  27. 3. 212. 723 + 13. (512. 323. 712 = lis 112. 723 + 123. 712 (Exl ergo (29no) al sernetrum geluditur s15pE. 22712 + 21512. L2p.
  28. 112 +51Z = 5+2+ 712
  29. eL:, 12s u Zmmnunrhtn us. 2n
  30. t
  31. 1712 f ry23. unde per aequ. 2 vel 8 ejus demarsiculi fit 3112= 7123
  32. m 2
  33. Padentis 112. 123 a 4 12513C. 15, 312. 32ha = 2371~. 27, ., 11 2, 3235123. 312, f, 29512. 12723
  34. itaque ex aequ. 10 per initium articuli hujus et per aequ. 2 et 4,
  35. qq. 23 et 24, et ope aeq 2b
  36. 2
  37. 112. 123 a = 23512.15, 312.323a +127 23.37
  38. qu. 25. fdebuis et jam institur articulo ficerente post 6 post eg. 8.
  39. 134523, 312+712
  40. 112. 123a = 23512,15, 312. 323 a + 12725.3
  41. exglutione indiget. Nempe. per
  42. Ergo ex ag. 28 auiculi 19 fitt ee
  43. Restat
  44. 2idendum an haec aquatio contrahi possit, conjungendo cum ea aequationes 26 et 28 catculi
  45. 1234523
  46. 13 (213, : 9513. 313 = (20 mo) = 17: 53 vel distincstius 113 713, ., 319. 15 nes 5reyc . mis alimus ipsum Meaerato er
  47. adhuc alisiu
  48. Ergo per aequ.
  49. esse 172
  50. 28 articuli 19 st
  51. 12 + L(23 (2 + 712
  52. 21) Sed video non fuusse lus opus post quam invenmus grtic r fine
  53. C3 4523431 1
  54. sub finem articuli ag
  55. = 4 12523, 12723
  56. Vid artic. 10 aequ. 1
  57. quia aeq. 1 non daret idem
  58. Haec vide sripta disictius in
  59. jogna avera articuli 14 initt
  60. seu Ar12 1Sig. 123+ 71I. 235IL. 25712
  61. 123. 14 523. 13712 41712. 23512. 12713
  62. nra - 1712, 4 7123 1. 51Z. r2Z - 712. 2] 5I2. 17712
  63. 41723. (3312. 12723 - 1712. 1252
  64. osse sol differdat dignooiet
  65. aqu. + 1712- 12513. D
  66. uovo teisigu frist
  67. 251 2. 1gn =3 F 13512. I2713
  68. 13. Su3 C
  69. 35f2. 2377Cd 123. 3go
  70. = +3 12928. 1274
  71. 33512. 13712
  72. 2ys1r. 28 3iZ 1Y2 3. 1273
  73. anteor

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 68r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068255:0135?run=74