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[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 326

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: 0.85.

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The machine reads it as

  1. 326
  2. PATTLODOTALLLL AIAETORALIS
  3. DHono Globorum igitur aC PICMSTUI GauS, diamerro digitOruM
  4. 8 123 describendo alcitudinem pedum 220. Londus aqua Husc
  5. slobo aequalis, est 16600 granorum; ec pondus aeris eidem aequalis
  6. CAt 2560 sran. Ceu 29,o eran; ideoque pondus globi in racuo est
  7. 50250 fran; ex hoc pondus est ad pondus aeris globo aequalis, uE
  8. 50270 24 19703 ec ita (unE 2F ad octo tertias parres diamerri glo-
  9. bis id cAt, 2d 133 digicos. Onde 2 F prodeune 28 ped. 11 dic. (710-
  10. bus cadendo in vacuos toto suo pondere 502,0 granorum, tempore
  11. minuti unius secundi deseribie digitos 193Z uE suxra et pondere
  12. 483 eran. describit disitos 185,905, ec eodem pondere 483 gran.
  13. etiam in racuo describie spatium F seu 14 ped. 5= dic. Fempore
  14. 7
  15. 58
  16. Sc velocitatem maximam acquirit quacum possit in aerc
  17. descendere. Hlac relocitate globus, tempore 8 123 describet (pa-
  18. tium pedum 245 e digitorum 53. AUFer 1,3863F Ieu 20 ped.
  19. 02 dic. ec manebune 225 ped. 5 dis. Hoc spatium isitur slobusi
  20. Tempore 812 cadendo describere debuit per Theoriam. De-
  21. Scripsie vero spacium 220 pedum per Experimentum. Difterencia
  22. insensibilis eAt.
  23. Similibus computis ad reliquos etiam slobos aere plenos appli-
  24. catis, conteci Tabulam sequentem.
  25. Cdori
  26. poncu
  27. Conxon quinque pondere stantetum 10 Conuctus Cccidit tempore
  28. n
  29. Lemporida
  30. titudita p
  31. dendi ab ab
  32. oIb 26.
  33. 12
  34. Cacessus
  35. Spatia describen-
  36. e Det LtcoaM
  37. 226 ped. TId
  38. 51OE
  39. 64.2
  40. 30
  41. Dia
  42. meti
  43. Oped. 22de
  44. Rentia prope omnis per Theoriam noltram recte exhibetur, ac
  45. denlitaci Ruidorum, paribus globorum relocitatibus ac magnicudi-
  46. nibus, proportionalis eAt.
  47. Globorum isitur tam in Aere quam in Aqua motorum rCA

Cite

[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 326. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1041163592:0360?run=74