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Synopsis Geometrica, fol. 437

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: 0.80.

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

The machine reads it as

  1. 1DI-
  2. ID, DE
  3. 6.dd
  4. ad L
  5. M
  6. ad
  7. AB,
  8. Qua.
  9. GuI
  10. Jua.
  11. VC3.
  12. L
  13. J ac
  14. 12
  15. dC5,
  16. IUC-
  17. lui
  18. IEB
  19. DrC-
  20. libi
  21. BF
  22. 63
  23. 3
  24. C0-
  25. MUS
  26. Ccometricum.
  27. pus de erilineum fgurx homogencx
  28. ersori
  29. genicu ab FC est omniu polsibi-
  30. lium maximu, ita d rectangulu NR est
  31. omnium pollibiliui ImAXIMIUM; _E VETO VE
  32. eniti ab FC est ad genitum ab FL, ita
  33. NR,ad O P; _C. rnde rides, in crilinco a
  34. verrice erilinci B, accipiedas ele = BE ~,
  35. qualis basi AD, vehabeatur punctum NI;
  36. inde accipitur maximum rectangulo-
  37. rum in erilineo; cum tamen ab eodem
  38. rertice lemiparabola B, accipienda (IF
  39. LBA, quae est axis, re habeatur punctu
  40. S, inde habeatur maximum rectangulo.
  41. rum in Cemiparabola, nimirum SI. Facile
  42. autem haberi possunehuiusm odi genito-
  43. rum proportiones. Sit circulus centro
  44. A, diametro BC; SF rectangulum (+ F, d Figuras
  45. quo signitur exlindrus omnium possi
  46. bilium maximus; Facta reuolurione circa
  47. LD; Siaurem productis CF, FIF, Tic Cy-
  48. lindeus R X; aequalis erie sphera; quia eA
  49. ad cylindrum TM, ve quadratum FP, ad
  50. quadratum MP; id est, Ve 2. ad 3. Sed Iphae-
  51. ra est ad cy lindrum re 2. ad 3. Isitur cy
  52. lindrus aequalis (phaerae; rnde sphaera eAt
  53. ad cylindrum maximum libi insceipto-
  54. rum re6. 2d lacus quadeati L2isitur ma-
  55. vimus inseripeorum est ad maximum
  56. CirCuI
  57. 13.

Cite

Synopsis Geometrica, fol. 437. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0457?run=74