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Ps. 2, fol. 221

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: 0.87.

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

The machine reads it as

  1. ose
  2. Conju.
  3. COr.
  4. L TB. I. C A P. TII.
  5. Corollarium 5.
  6. Ade , a quoris currae puncto ad quarmeun-
  7. que Fllipleos diametrum ordinatim applicata, tota inera F Iliplm
  8. cadic; urpore cum ea nec intorum exrra Elliplin cadere =, nCC per Cor.
  9. eidem in pluribus quam duobus punctIs OCcurrere = PONII.
  10. IH E O R E M A ZIV.
  11. Propositio 15.
  12. ua a uaet Ellipleos puncta conjungens Fe
  13. eta linea bitariam a diamerro diriditur, erie auE per
  14. centrum ducto, auc ad eandem diameerum ordinatim
  15. applicata, hoc est, conjusatx diametro aquidictans.
  16. Si enim in FIlip( AB CD, cujus
  17. centrum I, d diametro A H C bita-
  18. riam dirideretur recta F H 6, qua
  19. neque per centrum eranseat, neque
  20. conjusatae diametro BD aquidistans
  21. SIE; applicata ordinatim OTF, dueta-
  22. que percentrum recta OKL: Quo-
  23. niam esseE, UE O FI adTIE, ita tam
  24. GTadIF 3, qua GI ad RL +, rC- 3 per 4COr.
  25. Eta PeF LX F, nCC nOn per P e L du - 13 hujus.
  26. + per 2COr.
  27. Eta toret una linea recta diamerroque, a Bujus.
  28. A C Parallela 5; ideoque ad alteraim 5 per 2 sexti.
  29. ipsiconjusatam, nempe ad BD, ordi-
  30. natim applicata, atque Flliphintri - 6 per 1388
  31. bus punctis occurreret; quod herinon 3Cor. 14
  32. posse supraz ostensum ett.
  33. Corollarium T.
  34. hujus.
  35. roll. L5hu-
  36. 145.
  37. Tdeoque sidiamerer rectam quamli-
  38. betin Ellips non percentrum ductam
  39. bitariam diridat, omnes quoque ipli 8 per + Cor.
  40. aequidistances bitariam secabir . 13, e
  41. E.C 3
  42. 25cano Bujus.
  43. Praecedens.
  44. per SCor
  45. 23 hujur.
  46. 7 in 510 C0-

Cite

Ps. 2, fol. 221. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175906937X:0245?run=74