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Leibniz-Handschriften zur Mathematik LH 35, 8, 5, fol. 9v

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: 0.79.

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. 10r); this page is its left half.

The machine reads it as

  1. c
  2. M
  3. L - quod verum nam l - b - X
  4. im m Im
  5. em. m
  6. Rursus b = b + b. Ergo = = - b - . seu
  7. E
  8. Im
  9. lm
  10. c-b, b
  11. lm M
  12. b.C, M
  13. (D -c - seu X = Bzc
  14. b-C, M
  15. Aliter XX
  16. XX
  17. +
  18. Imn.
  19. XX
  20. c. b, l
  21. L-
  22. Im BCm
  23. btc + bb -
  24. A nn vnn
  25. LX
  26. Imn Cub, d -bi l b-c, d. B, M b- d, c- d, n
  27. et fit XX=
  28. Imm
  29. C- b, l b. c, M
  30. e
  31. b + c
  32. b-ct C- b, M
  33. lm - lb - le + bb = XX + bx + bg- bx F b0 - ex 69 + b1
  34. lun
  35. XX = X - b + bb XX = xP C + hC _x - X d+ dd
  36. Ebd. b c.b,0 - 6 F c du b. l
  37. b. c, d. C B.c, d. L bol, duc, M
  38. de
  39. b. d, C.d b.d, cad bad, cord, M2
  40. M
  41. M
  42. CX (cud), (-1, -1, d. b) X, (1, C- b) X
  43. Cab, d. b, cod C. b, C. d, d. B . b, c. d, C- b
  44. dat
  45. c - d + d - b = c + b =0
  46. et evanescit X
  47. b, c.d + E, -1, 1, d -b, d, - 1, c. b
  48. C- b, d b, c- d c- b, d- b, c -d
  49. bd= bd) (t cd( bd) ( cd b0)
  50. et evanescunt omnia, et fit ex ubi X et x, et fit
  51. Hincu
  52. XX
  53. =
  54. dd
  55. +
  56. + cc
  57. (-6, 0. B7 C b -c, d- C, M b-d, C- dn
  58. b6
  59. d + bic et
  60. Cmrsia X = = in
  61. idem sic quoque
  62. Olniqu
  63. b+c =
  64. mn
  65. d. C, M C- d, R
  66. notandum ergo quod X et
  67. ergr fit X =
  68. Cmn
  69. XX -
  70. lmn
  71. Sed X = +
  72. 1 -
  73. c
  74. +
  75. bb - bb +cC
  76. b -C, d - C, M
  77. rursus eut prius
  78. E. b. d. b, l
  79. cb, d. b c b, d- b, l
  80. b. c, d.C
  81. b - c, d - CM
  82. b - d. cad bad, cr d, n.
  83. +
  84. unde X et X. eranescunt in valore
  85. b6
  86. Imn Cb. d. bil 6C. d C, M B d, c. d.M
  87. bb - bb best bo i ed bB d bd fcd)
  88. b- c, d- c, M b- d, C. d, M
  89. ergo Z =
  90. Dbc.d
  91. idque ex ed praevideri poterat, qura
  92. bb = bb + bb
  93. evare seunt
  94. b
  95. bb
  96. Cad, N C b, d. b, l buc, d C, M b- d cad, n
  97. b+c btc
  98. dac, M
  99. +
  100. n
  101. b- d, c- d, n
  102. ab=c, d- b, n c. b, d-c, 1 D - b, c. d, 1
  103. lmr

Cite

Leibniz-Handschriften zur Mathematik LH 35, 8, 5, fol. 9v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068100:0018?run=73