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Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 97v

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

The machine reads it as

  1. Porro charactore t ultimqu. ipsiu
  2. D, vel etiam si netunque et penul
  3. timus sit 0, et ita porto, sum seponantur haec 0 pro e, et
  4. et + d eu et procoda et pro f, et ita porro, et pro
  5. et procedetur de reliquo quasi aiffuisset abc solum. quod s sumamus
  6. ergo in ab cde ultimum c esse 1. et D erit divioien;
  7. crrit pgnoorier et b nil 1 0414 et a eut 0818
  8. vel prjori oqi osi el
  9. et ila pono
  10. d+ 1= oIt 1 = Da0. 10 sed content simus ultimo 10=f
  11. jam a. b. c. d. C per 10 fit 10 ubi lin 10∞ 10
  12. et ein 10. vico sed quia ubi essen L. 10= 10
  13. sed quia incidit in quartm casum columnam tera
  14. am ubiori seu vol subi posse 1010,
  15. a
  16. oBdvaque o2 o 1 M
  17. oBV etOr OI S imem
  18. ost
  19. ipse
  20. 070 O2to 0 1 om efm
  21. do eadit in atam columnam ubi 0000II (∞8, 6100. O oW IYD 120M =
  22. et d est ot seu 010110I, quod int (0 seu 10101010 Dla
  23. dat 00000000= ergo df20
  24. 081900) a104 e 140.
  25. F; o2 in 10 = eoUm lo0= 0010= F
  26. bf = 041 in 10 =. A2o et itahabetur proppi sypro
  27. et
  28. or. +O1. + 10 = po1) +0101+ 1010 ~1100= (.1202
  29. sed nonis sufficil allimus character 1202 =)
  30. eq = 110D 99= o1olin 1100 dat 0100
  31. C9= 0011 in 110D= O. bG = 00ov 11II, i 1M ave
  32. ag= 0000vovonu, n 1100 1190110O= 81101
  33. D.
  34. a+
  35. et ita habelum progee ssus pro A. 881 0. 1 feu OYC
  36. 114 +0212+0 +1100 = +
  37. seu
  38. 60001111
  39. AvIIVDII
  40. 11 v0Ii
  41. 1D1ID. 10. 10
  42. 8, Y P. 1 ter 0414. 1404
  43. b
  44. 110
  45. oq
  46. 1g0m hH
  47. (00). (t1B2 m H
  48. M +meo +nfoo
  49. mgoto m40000
  50. m mitmL
  51. nt Lmnfrmus
  52. +t mh + L mx ex
  53. si
  54. 1
  55. l 2(m - 1)
  56. 1 pB filom, 2m -2 + m - + + = mf- L)
  57. 00001111
  58. e0Io0c
  59. 11001100
  60. +
  61. n
  62. 012 BI 101O10. 19 =04141404 C
  63. ide sfficit character niungus. 1404 -h
  64. Ch = 1484 Dh etvI. 1404 =0404 Ch vont
  65. -2 cl
  66. d = 01010101. 11110000 = 0101000O ch = 001DOI. (NOVg = vo1O
  67. h = 0000MM. 1111000O =0 ah = 0000VOMLLMI. II10voOC
  68. 00000 jam quaeritur 0808+0414 +0210+0100 + 1404
  69. d ot 114 081404
  70. 00000000i
  71. em
  72. 1000000
  73. 1171
  74. 0000l11100i
  75. 001400 100010001
  76. 10r1000
  77. 11L 11
  78. o 1910. 1. o. 18100)H EI I HHI IO = OILOOIIOIIAII(. 10OI1001O1OBID ~
  79. 0100010001000100
  80. 11 000011110000
  81. ubi susiit ultinius characte ret fit (101) 2 (0110)2 = F
  82. corstrioxus parstplox
  83. a sc de
  84. dy
  85. a ebe. 1000000t
  86. ixt fy=_I fX + CV = a m 1o+0+ ey fit W = 1. haqulo
  87. -
  88. 9-
  89. ncxet
  90. l
  91. 1f
  92. C d es
  93. sp B

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 97v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068255:0194?run=74