Leibniz Legible

Machine transcription of the Leibniz Nachlass

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LBr. 943 · Tschirnhaus, fol. 62v

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: 0.75.

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

The machine reads it as

  1. Methodus Taugentae Cinvaruu determinandi
  2. E Sit umva Geomehico BDE cujus natura ut fieri tolet calculo exprsia
  3. sit (BC hugponals xX CD xy AB xZ) vid: ntio:
  4. Z Termini aegnationis, exhibrntae proprietutem Curuae tali ratione dis
  5. ponants, ut potectus maxiniau quae nari potect; sola sit ab alteram
  6. t
  7. porte aegnationie (eg.) yy x rax -XX) vil ri ea desit, pounnls omnae
  8. termini aequationie plae nihilo (sic xyxaa redigits ad Xy-aaxo
  9. 2 Fiat Fractio cujus denominator hoc pacto conctituats.
  10. Omnibus terminae ubi cognitae (adhaerentae in determinata Xdy)
  11. unijo sunt dimansionie praefigats unitoe; ubi duarum dimensionum
  12. c
  13. binanus; ubitrium diuncusionum ternanius atque ita pono
  14. 3 Numerator vero ito conctrubs abs: Omnibus terminae, ubi x uniue
  15. E dimansio ine praefigats unitre; ubi duanum binarus; ubi tium uinus
  16. ablata vero ab omnibus hisce eominis x. umica dimansiona eritus grvoli
  17. elamodi x 2
  18. Cuantum jam ad Mechanicae Curvoc notandum me nullum discrimen videm inten eac lineae, quas cortesius
  19. Geometricae argellat e Machanicas s a ) visi gd in Geometrice uve
  20. X ety exprrmants gro rectas lineoe et in Mecthanicie C9. Xdy Cuorurum portae seu Arcus desiguent
  21. (adeou o cagio jucta esca ratiorum quare ideo a Geometria exiludenda) sic autem Ego concigio eondam emin
  22. eg: yyx2ax x a lartesio Geometricam dictam. sempen Mihi infinibae luo voc extribare
  23. (sit 20: fig: 2da Curva quavic ABE ja
  24. AEG+ cdesc
  25. infinitae curvac repraesentul uont loco ABC alia ao alia ermno rubotituits) harum vero infinitamm
  26. Curvarum hanigunts
  27. d natima gg x rax. px E x 2aX
  28. 2a- 2x sum x x hnio addats tang X d habitis rac
  29. -7
  30. a -x
  31. sius jam faugoure f FD e ascumals ognalia rax X di 1o gd ducta lima FE tamgant curma
  32. AEG in E qualinamus Crvna ADC etiam sit
  33. Atqus iic torta universalitate et appodita ad modum rationa, infinitamum Cimnarum Targentae un
  34. Samp.
  35. e eodem ogero sexhibents.
  36. e
  37. ux
  38. +E
  39. x38C
  40. e
  41. e
  42. e
  43. Ex
  44. 85
  45. fig: n

Cite

LBr. 943 · Tschirnhaus, fol. 62v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 79). https://leibnizlegible.com/page/DE-611-HS-867509:0126?run=79