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Leibniz-Handschriften zur Mathematik LH 35, 3 A 16, fol. 24v

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: 0.73.

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. 23r); this page is its left half.

The machine reads it as

  1. BCa XvAbos exaegigus fiet:
  2. (40) e
  3. Dividendo omnia per B, fier ex aeg. 39.
  4. L (55). V X. per 53.
  5. (56) esto monevL ru 3at -64 - 225 ,28
  6. (67) Esto Cp2
  7. (40) 2C∞ + P 20+ P, 4 4d 1 itipetP. (+ (8) erit mp per 5et H
  8. (11) E βCaXV 16V4.
  9. uprp O, + acaq D, 10
  10. sive acp+p o a r B,
  11. 2E (59) pp D pe 471
  12. (60)b, 2 peri 38.
  13. (61)SH1. pa 56+
  14. Epa p. 20 ractL Cp 4 2cet X ac- rep. rip (62) t HC 5 B. pt 3418 57 bo-
  15. qu
  16. sive ordniando a ad divisionem no vita
  17. 2ep + p 28, + rep - ac res q t
  18. Et dividendo omna pe 2c + pF
  19. (63)0- 1. peu 52
  20. Fbist B
  21. (42) p0 + da 2c8. + rcpl - 2p9 6
  22. (13) Ponatr
  23. (oc +p EN E pr 119
  24. (14) pisifitm pposo i er ataut
  25. 1) e
  26. u 2CtP
  27. (44) sict p) n ++F 1
  28. (5) jam L
  29. ur ergo ( pen
  30. (16) Intelligatur C
  31. 47) ftra
  32. o
  33. I
  34. +1 per 17.
  35. sive reformando:
  36. (50) c
  37. diniis pumu per
  38. lo spe
  39. () VI. a 2 2=
  40. 3) sise v, I1.
  41. quol si aullus inst error calcolo
  42. demonstratum habemus, hanc solutio
  43. rem esse unicum id es alias omnes ea
  44. contineri ac proinde ratio habetur
  45. (68) Ap 2.. t
  46. fatisfacientes, caut ins intra terminos
  47. 3608(3) u. III
  48. 1024 + A
  49. 19 (12) .... H
  50. 69) ponanus ex +2,. 4est rep8, c
  51. Et ex ag. 42. fie4
  52. Cx ~2l+2
  53. Undm
  54. (13) 2 + 2 07 v + 12 4 asl - 2e1.
  55. Methodi admirabilis, eplicandi Ergo 12
  56. Y 1) 1O. 1 1Y)
  57. EpX + L
  58. e e
  59. Aiteras, arbitrarias satua earum univer
  60. (0s+ 20), 1 (e1
  61. sii ae:
  62. ia
  63. lre e
  64. salitate, ut evanesca omnes demta viveleimus aequatonm 7d. et ponamus:
  65. una. Quod si ex ustima aequatione 2ln + 2~ v + 4l p0. Erit
  66. 53. non spotuisset extrahi radix
  67. problema fuisset impossibile. Itaque
  68. inaliis quoque problematibus, tentan-
  69. -413. Ergo 2pet 2eC
  70. dum est ut aequationes obtineamsus (43). Ponatuo Qrel
  71. aequationi 42, vel li mavis 39,
  72. + B
  73. l. fiet l laer. ep
  74. XBX fiet ex aey. 40. oc ( 42
  75. (14) 4- pp v, 4d il +cd r0
  76. (54) Determinatio nicaris et scilicat omnes Habetur eud valorripsius ppare
  77. aut leree essia (es) P B
  78. majoem quam X abtae pentionem
  79. resu inoy (5) N calii Z
  80. , C 1) (9)
  81. es rmalldi,
  82. not (11) Numerust.
  83. AA4 Abo
  84. ii elu
  85. 1 3625
  86. () sive A PH Rcl
  87. (3) v (+ al n
  88. qude
  89. a (7) Ergo Z
  90. v
  91. 2890a1225
  92. momenti quia necessarm. .
  93. ex ipsa evenit ut Z sit
  94. H0. quia necessagio
  95. VpI. Ergo necestario
  96. 6C. Ergo ne-
  97. cissano f ⊓I.
  98. qu
  99. 41
  100. si quidem defirie numedos minimos
  101. praestitutos ciamdatur esst
  102. 1381 22C
  103. (a 7b24
  104. c. a
  105. siV per gr
  106. (ei suliius est
  107. 41) ple ex 16 ert 2 et t 01
  108. (19) Ergo A ncta 45 per;
  109. 15
  110. 6g 22

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 16, fol. 24v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068229:0048?run=74