Leibniz Legible

Machine transcription of the Leibniz Nachlass

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LBr. 396 · Hermann, fol. 36r

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 35v); this page is its right half.

The machine reads it as

  1. quadrans Circuli q. et fiat 16a - 4b = 49, vel 2a = - b + =9. Jam pro
  2. talit fractio eligi debet ut tangens arcuo 2a vel 2 AG fractione exprimat
  3. cujus eor sit duplum numeratori unitate minutum, adeoque si ponat t=
  4. erit tangens 2a =-
  5. 6e Talio fractio ut requiritur: tangens autem ex areus
  6. 19
  7. 2b + 29 erit per theorema quod in nuxero mense Junio demonseraci, =
  8. et b = 239. 3 2393
  9. adeoque erit a = + - -
  10. 5
  11. C39
  12. 52395
  13. 11
  14. 7 239.
  15. a et b in aequatione 16 a - 4b = 49 = Crcunaf. Siit
  16. 4
  17. 1 16 4
  18. 239 35 2393
  19. 1
  20. 2
  21. 16
  22. q
  23. 53
  24. +X, ad eoque
  25. 24 295
  26. 1 7 ec.
  27. 4 r 16
  28. 5 23957 4t 2397
  29. Cua et ipsa formula Moyoraana.
  30. q
  31. 2393
  32. Haud atrimiliter inveni Quadrantem Circumf. Ponendo Diamt=
  33. 32 77
  34. 2t 7e 72
  35. 35
  36. 1
  37. 9
  38. - 1
  39. = c.
  40. e2 y
  41. Rc.
  42. ixnumerae alia Rujusmodi series pari facilitate inveniri possent, sisce vertiqui
  43. insiten do que omnes mira celeritate convergerene, sed hu prai multei aliu simplicioies
  44. videntur eo quod numeratores fractionum ulique sint icdem,
  45. In Schediasmate meo de Curvatura Ravi luminosi omnin ut Vidicti
  46. demonstravi, excepta mea constructione po unda Hugeninna, vel synckrona
  47. DV (Fig. 3. Maut. Junii Aet.) Supposui primum omnes Curvas Refractiois FD, FV quovenire
  48. eodem modo ac si mobile aliquod in F impulium secudum diversas directiones AF, RF, cum cele.
  49. ritatibus AF, PH, R5 designatii se applicatas in Log-mica APR, easdem describeret; Jam
  50. Si PH = u, RSvel LF = l positis reliquin, ut in Retis monui, erit tempus per 7
  51. s andu
  52. Vaa-un. tempus vero p FV = a vaa - I Vbb-ac
  53. unvaauu
  54. u
  55. per FD unde Si fiat Vbb -aa =c et - b Vau- un erit etiam 1-
  56. denominator e
  57. 119 2+2X
  58. 4q = b
  59. = 1.
  60. 2
  61. ec
  62. vaa- un
  63. e
  64. ab
  65. V66 + 2cp + pp
  66. Caterum cgnosce VIX Excellentissime Tua patientim fortam plus niniui abubentis
  67. atque favere perge
  68. eteberrimi Vomines Suc
  69. aule pilee et ctuguite stal.
  70. ultori perpeduo
  71. =temp
  72. Idermanno

Cite

LBr. 396 · Hermann, fol. 36r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 313). https://leibnizlegible.com/page/DE-611-HS-973581:0071?run=313