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Leibniz-Handschriften zur Mathematik LH 35, 8, 10, fol. 7r

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: 0.70.

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

The machine reads it as

  1. 1XbI. 168
  2. e
  3. nc
  4. e
  5. et
  6. 2
  7. e
  8. eti
  9. 122
  10. e
  11. Lineae datae oparialectam ducem
  12. Cper punctum datum D.
  13. si evolutionepsiu
  14. non venietur
  15. modo
  16. ad punctum D quod est
  17. un concava parte lineee
  18. devoluta sitaque loco
  19. itam DBE et alia ipsi paralleca GH
  20. per tandim
  21. regrediturpunt caus arte convexa sit D
  22. itum N.
  23. entus evolutione dessuibatur aliqua
  24. transiens per D. Et investrgabitur
  25. evoluenda GH dum non quaenitur con
  26. o simpliciter
  27. sed addita AL constante ad primam
  28. dola milibet lineae in se edeunti
  29. iinivi potest peris parallela etiam
  30. eB
  31. et
  32. e eo
  33. 2
  34. s
  35. eest
  36. amphidextia dabitu centium, si non
  37. sit quaeritur ubi sit centrum
  38. ut
  39. a
  40. sed crecdunles
  41. inscriptilie
  42. nunquam
  43. peroture ad tentns nece:
  44. defent anti dextre sit
  45. antnon
  46. quam decipere pos
  47. e
  48. AEF describatur
  49. ipsa ABe
  50. ulla
  51. ANABE. ipsio AEF sumenda est
  52. biser psit paral
  53. cadisus perpendicalarium
  54. 2
  55. a
  56. inse rediens seu aquidistans. si sit
  57. e
  58. e
  59. .
  60. exemilum hoc
  61. maginatio
  62. si anua mluligne currae aeseri ipsiperpendicularae
  63. Si cu M currae L evolutione de scributur diaurva M.
  64. et hujus eroluxo (curvaeM) enolutione ruisus describatur
  65. tertia curva N (pergendicularis ipsi N) erit tertia paralle
  66. t
  67. la primae seu secunda evolutione descuata eris paralletom
  68. trimae pvolutaet. Nam perpendiculari terpendctare est patullalum
  69. rron
  70. 3
  71. 2d 8
  72. 8
  73. e
  74. tieES
  75. b
  76. e
  77. G
  78. F

Cite

Leibniz-Handschriften zur Mathematik LH 35, 8, 10, fol. 7r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068105:0013?run=73