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[Lectiones XVIII, Cantabrigiae in Scholis publicis habitae] Lectiones XVIII, Cantabrigiæ in Scholis publicis habitæ, fol. 76

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: 0.84.

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The machine reads it as

  1. Ca) 17. Lect.
  2. (4) 22. Lect.
  3. Fiz. 106.
  4. L. P C Y. Z
  5. C Tempex HK = EI F, inin curraM Y K E (A) tanGAT recta PSIn P.
  6. haec curram AlF quoque conringet.
  7. F.st enim OK = G: H + HIK = G II. f. HT (a)CA =OI.
  8. quare punctum R exrra curram AIF jacet; adeoque recta FS cur-
  9. vam A lF conringet.
  10. YY. Ouod Irecta F E ad arcuni A F eandem aliquam cunque ctatu.
  11. atur habere proportionem, ransens ejus Facile determinatur ex hrac, d
  12. Octara octara Lectionis.
  13. V. SInE ReCTa A P, duXque SArVA A F C, A FI, ita ad se relar
  14. ut ductâ utcunque rectâ D F F (quae rectam AP, CuEraS A E C,
  15. A FIpunctis D, F, P, seCet) CC semper recta D Y aequalis arcui A L.
  16. tansar autem recta PI curram A FC ad F; sumaturque F T par
  17. arcui P A; _C sit T R ad B A Parallela; connectatur denuorecta RF;
  18. haec curram A F I cariget.
  19. Concipiatur enim curra L F L talis; ut ductâ quacunque rect + PL
  20. ad A B parallela (quX CurraM A FC in C, rectam YF in HI, Cux.
  21. vam L L L. in L seCCT) sit perpetuo recta P L. aequalis ip(IS T II, HC
  22. simul; estitaque PL (a) E ArC. A F O F = P l. Unde CUEVA L FI.
  23. curram A F Ltangir. Irem recta LK (b) aequatur rectae THI; (C)
  24. adeoque curra L. FL rectam R F R canSIE, (d) quare curram A F I
  25. tanser recta.
  26. VI. Friam lirectae D E ad arens A F quamlibet semper candem ra-
  27. tionem habeane recta RE nihilominus curram A F LtangeF, ut
  28. ex hac, ec sexta octara Lectionis Facile patet.
  29. VII. Sit punctum D. daxgRE CDEVE AG E, DIE ita vertas sC
  30. relarae sinc, ut a punicto D projecta quaris rectâ D F F, siE pexpecuo
  31. recta D F xqualis arcui A F; tansaE autem recta P I CUrVaM. A C F
  32. ad F; delignanda jam est recta, quae curram D IFtangat (ad F).
  33. SuatuE F. T pAF areni FS; concipiaturque CArVAD RK talis, ut
  34. D projesFa utcunque recta D EI (gUX CUrraM D R R in R, rectam
  35. T F in LI SECCK) SIE perpetuOD R =THI; CUM CAEVaM DK R (a)
  36. tangat recta FS ad F; haec curram D l. F quoque tanget.
  37. Incelligatur enim curva L F L calis, ut a D projecta quapiam recta
  38. DII (qux rectam T F secet in HI, CurVam L. EL in L) sic sempex
  39. L =- THI =) FTC; estiraque DL (b) E arC. AC (6) =DI.
  40. 1) Udi s eta D LF, L F L sese (b) cominsent. irem currX R
  41. L. FR
  42. (a) 22. tecta
  43. (6) 26. Liet
  44. TI
  45. (6) 3 Fect.
  46. (4) 2 Tect.
  47. VEII.
  48. E18. 107
  49. (1) 10. Lect
  50. 122. L661
  51. TI.
  52. (c)Nyp
  53. (4) 4. Lect.
  54. NIEI.

Cite

[Lectiones XVIII, Cantabrigiae in Scholis publicis habitae] Lectiones XVIII, Cantabrigiæ in Scholis publicis habitæ, fol. 76. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797435492:0300?run=74