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Leibniz-Handschriften zur Mathematik LH 35, 13, 3, fol. 87v

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: 0.69.

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. 86r); this page is its left half.

The machine reads it as

  1. suinon
  2. ex O = +VC at
  3. e p
  4. aX
  5. 4t
  6. et debet esse
  7. = log. (h
  8. C D=
  9. S
  10. a
  11. dx
  12. 44
  13. log. 0 =
  14. +
  15. 27O. ergo
  16. ed
  17. Ce denedit
  18. Ergoquo
  19. (x = log8
  20. 4
  21. s
  22. s+
  23. ujus
  24. flog (t4
  25. 4t
  26. ca
  27. otas fdx sed haberi potest, quotias essis
  28. e ergo res huc redit
  29. formula rationalis ex X
  30. =
  31. ex
  32. = l09
  33. 8
  34. et log. 8
  35. odinariae
  36. n nomatu
  37. talis
  38. re
  39. nle
  40. e
  41. seu at differecstde
  42. sit logarithmus quantitatis.
  43. x
  44. qui per mnet numtum integrum
  45. 12 C multiplicatus sit
  46. f.
  47. n logarathiaus quantitatis
  48. Posite C non immesiplicari peri
  49. rationalisE. Quo casa pasilo aliter procedem
  50. 1.
  51. posuissemus : 2 qua si
  52. dinagiscu non esse
  53. extrahibilem
  54. us pporinet
  55. cumut indem sodsi
  56. sia
  57. T
  58. = l0gt + l0g. 4 + log
  59. d
  60. ei possunt rationales formuta
  61. 2t
  62. log
  63. quanter
  64. ex
  65. te
  66. Ae
  67. de praesertim cam etram
  68. esset divisibilis per 3
  69. e
  70. integram rationaler
  71. integram, itaque possumus inhaerere aequationi
  72. e
  73. nigel necesse esst C esse
  74. tsi
  75. tEt
  76. haberi posst
  77. posito edatieatio paliser
  78. e
  79. rct
  80. aeleru.
  81. veneali ut sat
  82. () pre C ute
  83. .
  84. in dvinarsidx v
  85. haberi possit erationalis fte nat et rationalis
  86. dts
  87. formuat ex X talis ut fiat le ax) t
  88. e
  89. log= ((ax: 4)
  90. t2
  91. log prosit, si veniamys ad
  92. exempta
  93. il
  94. aq ante omnia f de debel esse dalis ut
  95. omodo antem Methodo inea habeatum
  96. ax: 8) sit cogari hinus quod quibus modis fieri p
  97. t possit generaiter definire possam methodo mea
  98. genatus ed quadraturarum rationalium
  99. quid Kbt 10- et = e ide et SDE = 2t SE sirt ax L2 7 (d9. 9)
  100. eErgo (dxO - log. 2=l0y g. quod etiam non difficilus
  101. apione rria eict deta
  102. eMa Hastum
  103. unt quoties prodi
  104. l
  105. i
  106. e
  107. so intesda
  108. si= C
  109. EiC
  110. tia
  111. dtici
  112. e
  113. qua

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 3, fol. 87v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068200:0176?run=74