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[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 521

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: 0.72.

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

The machine reads it as

  1. euiu
  2. Adiame.
  3. 121
  4. 10.
  5. 12 91
  6. Re dace
  7. D
  8. Dillan.
  9. uales.
  10. 1aCd
  11. 195.
  12. 211-
  13. 2 in
  14. 15 4d
  15. idi.
  16. ecta
  17. SlC.
  18. 1n
  19. BO
  20. ECC
  21. XIII
  22. N dacaparabola diamerrum astionare, cui data linea inserviat prolare-
  23. rerecto, modominoreanon exittac larere recto axeos data panatobha.
  24. Constructio es demonstratio.
  25. teta
  26. N. P
  27. 211n
  28. MIL.LEE
  29. Mo
  30. catreE
  31. Aratielinea A ee parabola B C D. Oporceac exhibe MaC GL Laeus Te-
  32. cumhabeas equale dacx linex A. Facum scquod perieur; ec M L. Sic diainc-
  33. aequales rectae A: Ponancurque per L, _ F, icem C d l’ordinari ad diame-
  34. eros suaslinca TTP, RD, BI, NO: guontam LM ML.Cl linex aquales
  35. les ostendentur R O, D Y. Rursum cum MI. aequalis ponacur lateri suorecto A, in
  36. ter, cui a linca inseruiar pro lavere recto. Inveniarur C. (t axisa parabole BC D, x- 223. huins.
  37. qualislacerirecto: linex aurem C et aequalis Aac MI, _C ML; CRlinex lingulae
  38. vallo. LM normalisadazem: Parec per relolurionem, policione invencam elle
  39. ae Ca a CLUaC PIOLACBLCACCLO.
  40. TunEs segMEnEA BKNTD, FIC P aequantur: posica igitur ex D, linca DS normali B2IS. e
  41. ad demissam ex K diameerum R S, recte HIP, SD exqualessune. Similiter xqua- 2+0
  42. hi
  43. lis est CG, _ CC data est vei _ M L hOC est N L, reca quoque KI daca est.
  44. Cum sC ML. ad ML, vE NF quadracum ad quadracum L l. d Gura carx quoque
  45. lunclinca CC, CF adcoq; _HIP,BT, rectae quoque SD, R que illis octen-
  46. Ex Sine xquales) datae sunc: igieur cum angili RSLL TC SIe caca GaOI.
  47. cuncerianoula RSD, NSO; ec angulisRB, LNOIa e RIMNLM. compo
  48. tehdoigicur daca MT P recta aequali A, e punctis divilionum L _ L, applice
  49. Tut ad L e L, dara linea RD, NFO in daris angulis RTMI, RTL M; recta aurem
  50. RD, NO bislecta Anein T_ L. Tum per K, MIS D, puncta parabola describaturs
  51. eransibicilla per H _O, CUM PEFFEIOIUEIONENS OLCLNAKML HL LHC M L AC LIL LS VCRL
  52. et NP ordinacim ad NXP, rectE NT, dMP aquales sunE. quia veTI NL aequa- d 3. huiuI-
  53. quactacum adquadrarum NY: inveniacut cee palabore l adls C. a
  54. ME diamerer eransteracur in parabolam daram, ponacurque ab axe ciuldem, incer-
  55. eetaet2112113241516718 920 22 323=34 33 3C73C

Cite

[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 521. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0578?run=74