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Leibniz-Handschriften zur Mathematik LH 35, 5, 1, fol. 3r

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: 0.74.

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

The machine reads it as

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  2. ejusque quad. 225frartic. 30
  3. Habitis valoribus ipsius 15 s. in collatitia T. ipsius 59 ae45. artic. 13. Ejus quadrato 2 259, artic. 2).
  4. s
  5. et ipsa d, artic. 18. explicemus aequationem 2 8. quae ut repetatur nunc sit Ae
  6. Erit cognita ipsius
  7. M
  8. 2
  9. 98mn + (() 105 Imu - (260 dsa = 17oVa
  10. -245 m q + 23049+
  11. n
  12. ee
  13. 5 110
  14. d
  15. A nr
  16. matu anem mimdia
  17. (3) +667N + () 3166766) (1), 3166 1(2) (d) () -128 a 3 (1) ( -() = 128 a 3(65 ) -R7 - 128a 2667657 ()
  18. (BD a
  19. 38N
  20. in q
  21. 2
  22. D (Or
  23. 2 os bsC XY, ∞ 38N
  24. BY ~ 38N - ~38N
  25. mgu
  26. vn
  27. de
  28. noq
  29. mom
  30. 8rC 38 (7)
  31. ne
  32. etsi 2 16. non terer
  33. de patet divisiares
  34. (0)
  35. msasin Enneadicis nec com
  36. plehensiore sinte tractiones
  37. n
  38. 8Y385Y ( 8Y (
  39. dm
  40. 8r38NBY -38 (3) 8Y 38N(,8Y 38N 25N
  41. dmqe
  42. dq
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  44. non ver
  45. 237
  46. =) .11845 a 12651 12657
  47. 8Y 38NVp) 8Y 38N38NV
  48. dqu
  49. 2647506 in
  50. a
  51. fiet Z , vel 32 uc
  52. 4 a
  53. 4
  54. a
  55. 8r 138A 385
  56. -(2) a - 18KL
  57. e
  58. Quod ut obiter nobiter dicam notabile est
  59. semper ex Enneadicis tolli posse fractiones
  60. quia v.g. pro 5. poni potest 32. Qui est di
  61. AS itaque nonlicet utriaque tollere 6. Visibilis per 4. sum entor, non Ec
  62. Ennendicis
  63. non oio 2 423. ideo esi ) substitui 3. (0)
  64. 385
  65. (2) 21283 a 14766-
  66. (8) (4) (2)- 1124ha(6) (2Y ∞ - 11845a 4]667
  67. 8Y 38N()8Y (8) 8Y38N) 8Y ~- 38N
  68. _Y WNESN
  69. a
  70. potest
  71. 1265I 1) 166166762 SI 1265I 2). bIL1216531. 265t FY1507(2) 2l1265]12)
  72. 385
  73. 6)
  74. () 8Y38N F18Y 8r NF1875 - 385 (5)
  75. (+
  76. v
  77. Ban 66 (3)( Xi duo Termini signo N. notati in locum priorem etiam signo
  78. =B)u8ahal
  79. (4) BY38N () 8Y
  80. 2
  81. 87 38N 9r0 - 38N
  82. C0
  83. R121285 a ) 1265( - p) = 12874 p 1667 12657
  84. or 38NgY C -BdN
  85. = (21 ∞ -1194 ha 56 166)
  86. 3r36S ISY 3IN3BN
  87. er 38 X FSrC ZAN 3BN
  88. d383 1)81
  89. est
  90. 12)11843
  91. dqc
  92. 20
  93. ie
  94. nC
  95. M

Cite

Leibniz-Handschriften zur Mathematik LH 35, 5, 1, fol. 3r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068018:0005?run=73