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Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 127r

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: 0.81.

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

The machine reads it as

  1. 65
  2. 2
  3. si motu lineae super ceut
  4. gulos explicis, et in finita
  5. imagineris parallelas
  6. in plano, et oes lineas
  7. datas in infinitum pro
  8. nlad
  9. nfinca Ecorentitea datti
  10. us
  11. 30
  12. moter duam lincanir
  13. ad se iclinantium
  14. a. b. c. c
  15. disquiv eloces anguli sunt
  16. in dasc velocitatu
  17. at basis immu
  18. bilis in mere intel
  19. ini t ideo lata
  20. non sequamt sib
  21. et ingulos Lado
  22. quod extra mensura
  23. b
  24. 3
  25. = =
  26. seu centrum molus
  27. admininanque divitas. 6 4
  28. t =
  29. 3
  30. 4b a = q - 4
  31. H.
  32. i
  33. mis
  34. ... (. d ∞.... D
  35. DBs let.
  36. n ne peut joindrea des figures regulieres
  37. Josans caisser du vuide, si non
  38. Er
  39. d
  40. Ili tres anguli sunt = a rectis
  41. C
  42. 4
  43. 3. 2: 6. 4
  44. 2 - 4 3
  45. ef
  46. 3f
  47. 2l
  48. 2
  49. C
  50. Adc
  51. 2 4b +2
  52. = b c - d
  53. c d a
  54. 3ba + abc -
  55. 2A. 4C et B3 hexagons. G e
  56. Demonstrad propositionis
  57. b
  58. = c -
  59. C Ergo a +b
  60. 3
  61. brd =f
  62. Ad- a eDB. = a Gd
  63. aDe = g Ad
  64. Ergo N a De + e Db.
  65. et
  66. a0b = gta + dGa.
  67. Or adb + aDg = 180.
  68. Ergo gsa+ dGa + abg = 180.
  69. Galtruche crededit Angulos et bases crescere proportionaliter
  70. Demonstranda est exacte haec propositio per analus sin, rectam in duas paralle.
  71. las, seu aequidistantes cadentem facere angulos aequales.
  72. dependet hoc ex eo, quod duorum arcuum equalium, latribus
  73. aqualibus, chordae sunt aequales. Sed generalius, quia
  74. omnia sunt paria. Hec propositio atilis ad alia multa demonstranda
  75. es
  76. utile enim saepe continuare lineam datam, item assumere eus
  77. parallelam, ducere rectas inter quaelibet puncta data
  78. descrbere circulos ex distantuis datis, ex punctis in lineas demittere
  79. perpendic coones. vntus tit
  80. sed non analube
  81. LH 85, (12. 2
  82. 124
  83. 7:

Cite

Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 127r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068195:0253?run=74