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[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 861

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. d
  2. duc
  3. IN PL A. H N M.
  4. 864
  5. Demonstratio.
  6. ESCdenuo commune corpus ex superticie MIG in GO. IBIME FCSdUA COMMUHI
  7. Lodempro sunr incer se aequalia hoc cA PML in G O, XqualC MIG, in ON, quod
  8. erar demonstrandum.
  9. PROPOSITIONCALII
  10. LecHTI
  11. DArabOlX ABC, DA E TubAIEerNA ALAEHIANEUE HADCHICES AC, BE
  12. axes, quossecent ordinatim Dolicx FC, HL. l; Ht auteM COrpuS ex balI
  13. C.M in alcicudinem M O, aequale solido quodbalim hâbee M N, ee alti.
  14. Tudinem KM.
  15. Dicocorpusemersens ex ductu plaroriim L. M, NO eglarirolido
  16. quod Ec ex mulciplicatione superficierum KL _e M N.
  17. Demonstratio.
  18. DVoniAM COrPUS Cx MPT, in 2l-
  19. Lcicudinem KM, a quacur Colidis
  20. duobus, vni quod gereracur ex ductu
  21. MIN in ML, e alceri quod reSUITaE
  22. CX duCTU MN, _ PR. Deinde cum
  23. solidum balcos LM, _ alcicudinis
  24. MO, aequecur duabus quancicacibus
  25. quarum rna estorca ex ductu (uper-
  26. ACICrUM LMI, M N, e alcera produ-
  27. eta ex ductu planOrUM LM, NO.
  28. Ioitur si commune collatur CorpuS
  29. verienque scilicet quod Hc ex ductu LM in M N. CAdua que remanentincer le c.
  30. runc aequalia, hoc est LM in MO, aequabitur solido, quod brirur ex ductu RI in
  31. M NI. Ouoderar demonstrandum.
  32. DROPOSITIC
  33. L nis axis in partes aecules in punctis L. LGD, ec. e ductx linvordi
  34. nacim adarem AIL, IF, EG, AD.
  35. Dico Corpora quae genC-
  36. FaNEUE ex duCtUO R in RV
  37. PS in SX, e OPin YY
  38. inter sele essexqualla.
  39. Demonstratio
  40. tBro de parabola Hcontra-
  41. Aec HIB, ridelicetO RV, PSR.
  42. scumr inmeniesa guadraeum co-
  43. cingentis FTF, aequale este cuinis
  44. rectangulo quod Ac sub parcibus
  45. cuiuscunque linca quae aequidi-
  46. vel. OTY. quare rectangula
  47. DOnantur dux parabolae parallele A BC, d T F Z, divisus sic commu
  48. 351
  49. OR V. a , bet LL. EtBDCC AHETEHNIMES POHAHEUE
  50. aglate
  51. 1t
  52. it ite ta uet it e t e pe t a sut ie t e pet e i a ta e e t t ta s at e a a i

Cite

[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 861. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0918?run=74