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Leibniz-Handschriften zur Mathematik LH 35, 11, 18C, fol. 172v

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.

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The machine reads it as

  1. Sect. 1V. De Causa et Effectu Activis.
  2. et B existente ante libram, sed ad brachia contraria. Jam m M
  3. nente CL, si B tam prope accedere ponatur ad centrum C, ut erit
  4. mipsum plane incidat, seu libram non nisi n contro tangat, su dent.
  5. n brachium CL sit infinite majus, quam brachium CB, tunt
  6. eject
  7. nullo modo B impediet progressum ipsius A im momento mcur taesit
  8. sus m L non magis quam si ipsum B tunc prorsus abesset; et porre
  9. C
  10. ita corpus A meidens in L perget trans L continuata, seu reten es cen
  11. ti sua qua advenerat celeritate. Contra n’infinita sit rand Ly pa
  12. Pues
  13. c
  14. l
  15. brachu CB ad brachium CL sive scilicet brachio CL istent
  16. finito brachium eB sit infinitum et corpus So infinite distare
  17. fingatur, sive (eadem proportiono) si brachio oo existente
  18. 1se
  19. nito brachium et sit infinite parvum, hoc est si A incurra
  20. in ipsum centrum immobile r
  21. .
  22. in A, ita ut tota vi qua venit repereutiatur. Cum enum. pa
  23. gredi possit, nec ratio sit cur n partem alterutram flectatul
  24. 15.
  25. nec vim possit in aliud transferre, ideo totam retinebit, et et
  26. 2
  27. qua venit linea resiliet. Quod si rationes sint finita, et radi
  28. CL manente dato finito, corpus B à centro C tantillum rec
  29. dat ad M. tunc progressus, ipsius A in L imcurrentis, non pet
  30. sus quidem integer manebit, sed tamen nec prorsus sistetur,
  31. verum intermedium aliquid eveniet, ipsi casui B in centro
  32. stentis, seu perfecti progressus ipsius A quantum volemus vi
  33. a
  34. cinum, ut scilicet A incidente m L dum B quiescit m N
  35. 5
  36. pergat quidem A trans L, sed tardatum nonnihit parte at
  37. qua verium translata m B. Et nisi hoc fieret, ab uno eaem
  38. mo ad aliud transiretur non mutatione continua per variato
  39. .
  40. ones momentaneas massignabiles, sed per saltum. Vicissim M
  41. 2C
  42. a G
  43. pente Bm N vel ubicunque distantia B existente finita, tun
  44. uti A ncidens in centrum Cperfectam patiebatur repercussu
  45. nem, ita si A ineidisset m distantia tantilla a centro C, v. gr
  46. a
  47. itiont
  48. scent
  49. A
  50. c
  51. a
  52. sus
  53. etani
  54. L, et
  55. Q F
  56. gat,
  57. etem
  58. at
  59. d
  60. LW
  61. Cd
  62. debe
  63. punc
  64. eat
  65. rata
  66. den
  67. et

Cite

Leibniz-Handschriften zur Mathematik LH 35, 11, 18C, fol. 172v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068193:0350?run=74