Search the Nachlass

[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 84

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: 0.90.

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

The machine reads it as

  1. PEZSTCA TRACTAEES I
  2. EEO, TEMPOLE AF, vet post decur- Crelcic rolocitS Ab exFreMO BMI
  3. Tum GFIIA, hinc etiam relocicas à Ao acquilica, in ea proportione, iin
  4. roca chorda acquisica Facilé habe-
  5. tur, recoque Ccilicet tempore, nemm-
  6. De acquilira tempore A P, es ve
  7. cuneus, cuius alcieudo sic ve lon-
  8. sicudo chorde, baLIS VeEO SIE FC-
  9. cangulum, aequale rrianculo PDO;
  10. acquisica vero tempore AF, eF Cu-
  11. neus, Tub cadem alcicudine, cuius
  12. balis sic rectanoutum, aequale Era-
  13. perio FOTMI, hoc camen dici non
  14. Pocest; quia re supractictum etc,
  15. cum lingula relocicaris momenta
  16. quae de nono accedune (INE VE Cx-
  17. CeltuS FeLdu2, CCxFe SI FIPDONALLIE,
  18. Ceomentum quodliber excellus, ab
  19. extremo puncto decurtum puca
  20. medium, seu subduplum, haud
  21. dubic cum scomentum reliduum
  22. excessus sic huic aequale, ac pro-
  23. inde lubduplum torius exceltus,
  24. omentum velocitaris accedens
  25. est lubduplum momenti, quod
  26. primum accetsie in principio mo-
  27. tuS; icaque accipiacur OHI qua eAt
  28. fubdupla AB, deberet Frustur
  29. seu Ceomencum pyramidis a IHO
  30. esse Cubduplum eorius pyramidis,
  31. cum tamen sic ad pyramidem ADC
  32. rc5. 2d 16. Sed haec clariis pace-
  33. bunc in Cemi parabola, nempe p2-
  34. rabola, quacenus dinidieur per li-
  35. neas parallelas axi, Hlemilphaerium
  36. per plana parallela bali, pyramis
  37. cuius balis sic rectangulum, per
  38. plana parallela cuixiam ex trian-
  39. i0. 75. Sulis, lune hgura, quas Hlomoge-
  40. neas rocare loleo. Leaque sit Pemi-
  41. parabola DAC, cuius axis AD, ap.
  42. plicata AC; sIE AD. Ciumma velo-
  43. ciras acquilira ab extremo puncto
  44. chordae in torali reductione; AC
  45. verd sic excessus, vel sparium, Cur-
  46. Bondcui imirium reductionis is C
  47. qua crescunt BC ee alix parallela
  48. AD; unde contecto spatio CB, ve
  49. locicas est BO y tempus etiam, quo
  50. decurrituE C A sIE VE D A, crit
  51. tempus, quo decurritIE C B, Ye
  52. BC; d quo decurritur BA, VE GFI,
  53. E aurem supponacur eadem chor-
  54. da, sed minus censa, SIC exCCTTUS.
  55. BC, BI. summa relocitas acquilita,
  56. e cum eodem rempore seducarui,
  57. SiC BFI aequalis AD, linc duae Pemi-
  58. Dacabola TC, EI C, decur(a: C M,
  59. acquisiuie relocitatem MO, tem-
  60. pore scilicer MK, e decur (d C B,
  61. acquiliuie relocicacem BI tempOrO:
  62. BIL, E aurem sic minor chorda, Ced
  63. aeque censa cuius excestus sIE CB,
  64. V. ∞. Cubdapla C A; SIc BL Cub-
  65. dupla D A. Sicque Cemiparabola
  66. IC ; eric BI velocicas acgnisita
  67. in reductione, ab exrrcimo puncto,
  68. idque cemporeBZ; ( vero accipiatur
  69. CM, exIE MO acquilica tempore
  70. MO; Si est enim aqualis cenlio,
  71. relocitaces, ab exEremO PUICTO 2C-
  72. quilicae, icem spatia ab codem de-
  73. curlas de rempora Cunt re excellus.
  74. hinc poluis excessibus aequalibus,
  75. chordae magis tensae minoris, et
  76. minus cenla maioris, cempora sunt
  77. ve chordae non cenlae; relocicaces.
  78. tamen ab exrremo puncto aequili-
  79. ex lune equales; sir enim chordos
  80. maior ad IinOrem VEC A ad CB, (I.
  81. lint aequetentae, excellus maioris
  82. eric ad excessum minoris veC A ad
  83. CB; fint autem excessus requales re
  84. CB, velocicas ab extremo veriul-
  85. que puncto acquilica erit ve BI.
  86. maioris quidem tempore BII, mi-
  87. voris veco rempore BI, hinc sciri
  88. Pocest daco quocumque cempore
  89. guaucum relocitatis et spacii ab
  90. C tt CAMC

Cite

[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 84. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/779782283:0170?run=74