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[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 1183

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: 0.83.

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

The machine reads it as

  1. QV AD R A FY R A CTR CVLI.
  2. + +. 3
  3. ducto in K MI, dc L. R in MF; de MMIS quoniam cubacum CR COrPUS ex ducEu L K
  4. in KMIPerS. de ducc. eriam corpus ex ductt L.K in Me Celctm est ad corpusre.
  5. crilineum. ponancuricaque illa duo corpora lcilieel ek MKMRB, d eE Me
  6. KL, xqualia solido habenei balim parabolicam RI de alcicudinem G. NTK in RB.
  7. Vna CUIM. EMI in RB, (HOCCSVHA CUM F MI in RC, _ F M in LB,) aGuALIE R H
  8. in RB, Hocest FTK in alcitudinem . sCd NER in R B, Cum E. MI In. R F aquaTUE
  9. IK in alticudinem C. Ergo reliquum PM in L. B, aquacur reliquo LIY in alcicudi-
  10. nem C. Ouod oporruit peaectare.
  11. P R O Y
  12. ele Pataeota
  13. L axis LLB, aut
  14. quem ordinarim
  15. ponatur GH, CD:
  16. eC F, axi aequidi-
  17. Uec; lglta velo
  18. OF Cponacur (ub.
  19. alterne F. CF X-
  20. qualis ee limilis.
  21. Opolctac au
  22. corpori ex cuctu
  23. EGC in ASULaM
  24. parabolicam F. CP
  25. producto proterre lolidam masne aualem Ilae determinaran
  26. quidem habeatbalim, ec nocam aliquam alticudinem.
  27. PErhctacurparabola L L, eiulque
  28. vettex sic punctum Ls recta ve-
  29. ro TKilliusaxis, ex IP contingens
  30. in I: quemadmodum A K par ab0-
  31. lam AC C concingitin A. cricica-
  32. quie parabola AOP parabolX
  33. LIK Subalcerne polica; e quo-
  34. niam F P. C aequalis ac limilis est
  35. HONEX GF C, PATCE B A eNsC X.
  36. qualem NI_ AO aequalem IM
  37. hoc eAB P. Piac iraque parabola
  38. AOP aequalis R S F, cuius axi
  39. R V consticuatur parallela XT.
  40. _e RY, Z. V incer se quidem X-
  41. collocecur parabola X r lubalcerne cum R S F, _ ducanEUECoK, ∞B qux aequidi-
  42. Aenc X l. cramc roreurnaB aGuates uomanonmac CP. CM au
  43. rem prop. 9d. d99. Auus outbuu. Cuttonca WaamhabeDa aclerm-
  44. nacam R hoca iltiuaem, Egllale il Corpus quod orirur ex ductu plani rsconin
  45. orn2. ergo cllam Csus Cuoee decea asssce acalinis aquale (CXScoin
  46. ovnr, vua i st st eet i eins.
  47. ledX ScoIM orny aeGNACUE v S c 1H 0YB, et n Sc IH ornB. EtGO IMMa COrPO.
  48. rum que Ac ex x S co in oy B, ee ex xS c I ornB, e ex rncon in orny, reducta est
  49. ad solidum decerminacae balio ee alcicudinis. sunc autem ex lummatiorum erium COF.
  50. Et tind
  51. Conpructio eS demonstratio.
  52. quales sine, led de aequales O A vel B P. Peiris deinde Yu, Z. p ordinarim ad axem.

Cite

[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 1183. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:1240?run=74