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[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 458

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: 0.90.

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

The machine reads it as

  1. 1
  2. 458
  3. PHILOSOPMLE NATDRALIS
  4. DE MONDIOtuS sui notabiliter deRectere capit boream versus, a paral.
  5. lelo quem in sine Men(IS Februarii EenVeraE.
  6. Jam ad Orbem Cometae determinandum; selegi ex obserracio-
  7. nibus hactenus descripeis eres, quas Flamstedius habuit Dec. 2C)
  8. Tan. 5, ec Fan. 25. Ex his inveni SF parcium 9842, + dc V+ par-
  9. tium 455, quales 10000 sune semidiameter Orbis maoni. Tum
  10. ad operationem primam assumendo +B partium 5657, inveni
  11. SB 97473 BF prima vice 412, 5 u 9503, iN 413: BF. sCCun-
  12. da vice 422, OD 10286, X 6528,4, MF 8450, MN 8475)
  13. NP 25. Onde ad opcrationem secundam collegi distantiam
  14. +b 5640. EE per hanc opcrationem inveni tandem distantias
  15. FX 4775 _ TZ 11322. Ex quibus Orbem detiniendo, inveni
  16. Nodos ejus descendentem in eo e alcendentem in W rBC. 53:
  17. Inclinationem plani ejus ad planum Relipricae 618c. 203, verri-
  18. cem eius (seu Perihelium COetxe) distare a Nodo 88c. 38, e
  19. eNe in 2 278. 43 cum lacicudine australi 785. 345 _ ejus lacus
  20. rectum ese 236,8, arcamque radio ad Solem ducto singulis diebus
  21. descriptam 93585, quadrato semidiametri Orbis magni posito
  22. 100000000; Comctam vero in hoc Orbe secundum seriem siono-
  23. rum procesise, et Decemb. 8. 0. 4. P. M. in vertice Orbis seu
  24. Perihelio fuisse. Haec omnia per sealam partium aequalium de
  25. chordas angulorum ex Tabula sinuum nacuralium collectas, deter-
  26. minari Crraphice, construendo Schema Paris amplum, in quo vide-
  27. licet semidiameter Orbis maoni (parcium 10000) aequalis cNet
  28. digitis 163 Pedis Anslicani.
  29. Pandem ut constaret an Cometa in Orbe sic invento vere mo-
  30. veretur, collegi per opcrationes partim Arichmericas partim CFra-
  31. phicas, loca Cometae in hoc Orbe ad obserrationum quarundam
  32. rempora: uti in Tabula sequente videre licet.
  33. Dec. 22
  34. 2
  35. Distant. Co-J L onS. Collect. ) Lat. Collect. j LOnS. ObF., Lat. ObF. Difser., Ditter
  36. metae a Solc
  37. 2792
  38. 8403
  39. Febr. 5 26669
  40. Mar. 5) 27737
  41. es 6. 32 8. 18 =
  42. X73. 13328. 0
  43. 827. 0 15. 293
  44. 29. 29422. 4
  45. e5 6. 313 8. 2C
  46. X13. 274 28.
  47. 816. 598
  48. 29. 205
  49. 15, 2
  50. 12
  51. L 0n5. Lac
  52. Pottea vero Falleius noster Orbitam, per calculum Arichmeti-
  53. cum, accuratius decerminarie quam per descriptiones linearum
  54. tieri licuit; ex recinuie quidem locum Nodorum in ∞ ec is 181. 53.
  55. ee Inclinationem plani Orbitae ad Fclipricam 6LB1. 205, ut e tem-
  56. Dus Pexihelii Comerx Decemb. 8. 0. 4: distantiam vero Peri-
  57. helii
  58. SZSTEHAI

Cite

[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 458. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1041163592:0492?run=74