Leibniz Legible

Machine transcription of the Leibniz Nachlass

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[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 997

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: 0.76.

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

The machine reads it as

  1. TAOVLA CXLINDRLCA
  2. Dicornoulate upelce ABCD
  3. ad aperticiem AB F. D candem habe-
  4. rerarionem cum recta BC ad BF. ru.Y
  5. 1
  6. o mo Demonstratio.
  7. isti
  8. e
  9. DOnaneur quoruis XB, FC nocmales ad
  10. AD, per quas Ranelectiones axi parallel
  11. EBC, FOHI ocCurrences planO DF A lc-
  12. cundum rectas RE, F P, d plano D C A sC
  13. cundum rectas FH, FII, KC. crune
  14. ergo omnia criangula CBR, HCF, X
  15. quiangula incerle. Similicer omnia crian-
  16. Suta L BK, LC, F EquIAnSGLA CrUNC. CrSO
  17. CB, H C HIC, lunc rectIS BK, OF, GF
  18. proporcionales: et P B, LC, PC luneiisdeim
  19. BK, CF, C F proporcionales. ergoC B, IIC
  20. FTC Cunc proportionales ipls F. B, IC, IC:
  21. eroo singula plana quxe SubcendunE (UDCFA-
  22. eies BCFTO, CHIHLC proporcionalia lune
  23. planis lingulis, qua lubeendune superficies
  24. BF LG GLTC. Er3OF2. Guiuei, ve planium.
  25. Cibeendens superhciem B C. HICad planuur
  26. Subcehdens superkciem BP, PG Hoc est veril
  27. BC ad BP, sc omnia plana CiHiul sumpea
  28. quae subtenduner sine inscribuneur superticiei vnoulari BCFT A ad omnia plana
  29. limullumpea quae subcenduntur seu inscribuntur superficiei ongulari BF I A. Cum
  30. isicur pari arsumenco pollimus ostendere apgregaca planorum verique inpertioici
  31. ongulari juxca quam cunque mulciplicationem inseripeorum semperinoeese eandem
  32. sernarerationem quam BC habec ad B R, planaque illa delciancrandem a supexi
  33. Ficiebus rrigularibus quancieare quacunque dacaminori: MamFestum csipsas quo
  34. que vrigulares superticies, candem incer se rarionem habere, quam B C haber ad BF.
  35. Duam consequenciam secundum risorem Ccomecribum Pacile probabie Lectoe
  36. Geometra, si achibeac cam demonstrandi Formain qua rariislocis hulus operiorsi
  37. tumus, vel discursus ab Archimede e Fuclide Pasm rurpLcost C) erit svoi
  38. PROPOSTTTO DV
  39. Msilenter Ct et. et A erirBei Et E1
  40. nViuscunque rngulae supexficies, sive alcicudinem parem habeat dis-
  41. Lumerro bascos sucnon; xe qualis est rectansulo, (quod diamciro b2
  42. (005 (A F.) ex ipsius ungulae alcicudine, (BD) COntIHCTUT.
  43. s.t3Il5. 15. 1rB OlBit: H it id sitebrmntCi A Bu
  44. ed _2BCulierAB A ISCI BSL HBZMLCIBCEECCO. N
  45. reaiesil acistxo rtcile
  46. 113g0) DiI ager cisitus que oyic
  47. op 190 an NMFEst cunis
  48. AMIEMZe (L . 28 (1 iC c+ B.
  49. 3
  50. a it s umiha
  51. os A3 : A CViZ L Ca B. scWLIINAB
  52. onin
  53. . et tu e et u ute te p . t pe e p pti

Cite

[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 997. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:1054?run=74