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Leibniz-Handschriften zur Mathematik LH 35, 3 A 23, fol. 13v

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: 0.72.

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 12r); this page is its left half.

The machine reads it as

  1. 1L 2b
  2. P+ aequ 1 - + cx - C + C sit caequ.
  3. sit aequ - C + CC
  4. bc 1tc
  5. _U _I
  6. E er
  7. sit jam C equ L fiet F( caequ. L- d 4 ddd 8.
  8. m+d Itc
  9. et cc aequ. B
  10. b mmtrond+ dd
  11. in nimi ns m+
  12. laego
  13. ME 3md +3mdd +d
  14. Ergo CC aego 1 Emdrdd 2nd+ ds2 2md+dd eu
  15. et C’ aego
  16. mm ma
  17. mum
  18. m8
  19. ind Bdddod Ergo cergo 2d -dd) dd d + d
  20. Mc
  21. nm m m2) m+ mS m
  22. 8d 12d = sit jam C rgo aequ - - d + dd - d +
  23. M.
  24. mo
  25. M+d
  26. Ergo cc aequ L - 2d + 3dd - 4d +5 d’en.
  27. um m3
  28. ma ms me
  29. et C aequ. 1 - 3d + 6d - 10d + 15d ex
  30. Equi aego (
  31. mt ms mo m
  32. in um 3 m ms r
  33. + d - dd + d - d+ + d3 en
  34. Um umm um unt un um
  35. d’et
  36. + - - 4 - 2d +3 dd - +d3 5d - 6d en
  37. Bum enum em Vns em Bm
  38. + 3d - 6dd - 1033 +1582 - 21 d3 et
  39. (4m3 Jen + 1am 12m6 17) 1 mst
  40. jam pro d similiter sulitatar atur seu = - - + C - e er, et pro
  41. bd ajo = - 2e 30 4 I.
  42. 13 at
  43. n3 n4
  44. et fier
  45. Ic rgo E) A = = + B. ex + 2 +3 - + 2 - 6 e
  46. 13mm 12
  47. + Il - 4 + 10
  48. Umn Onn lm B
  49. (ume si
  50. il e
  51. Umin
  52. ( immune
  53. umumpt
  54. atmrnepu
  55. ummanppo
  56. d estca
  57. unimn enim cnda Undam enima Paeaa
  58. sit
  59. Uiiaepsit
  60. ummrnp qu 2 etc. H
  61. nmpus sumres veir
  62. teC.
  63. significat raliquum
  64. valoris ipsu ipsius
  65. scilicet per dvi instar
  66. praecodentium
  67. et c. D. eodem modo ded.
  68. seu valore ipsius
  69. ciibi
  70. s
  71. saquentia sub etc. comprehensa
  72. Ai dividentur
  73. etc. E. sius nisic at eodem modo
  74. etc (2) E. reliquum valoris
  75. quadrati ab E, seu ab
  76. (qui st totus st L -2 e ex
  77. reliquam vero essubtatellectam
  78. est 4C+ 5e et ita pono
  79. quod omne quemadmodum
  80. reliqua colmunque ivesam
  81. tota columna
  82. inellixitur habetur per
  83. ete(2G significat totum quadratum a
  84. seu à
  85. r idest ju 93 erc mult dnfifia narllatum per bbip per id quo to ta cotumuni, vare pe 1 nd . st
  86. Vimma
  87. imma
  88. 2 ete
  89. anse
  90. lma
  91. emminpq
  92. (+3
  93. ummr
  94. u E ep 516.
  95. vinisa
  96. 138
  97. ap
  98. cinu
  99. (3. L C H
  100. 2.
  101. in
  102. lit
  103. vimaep
  104. i
  105. 2e l. ()G
  106. m n pirae

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 23, fol. 13v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068236:0026?run=74