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Leibniz-Handschriften zur Mathematik LH 35, 3 A 3, fol. 4v

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: 0.76.

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. 5r); this page is its left half.

The machine reads it as

  1. b
  2. abc ab.
  3. + a bid
  4. suabeda
  5. + aved
  6. 1 +a
  7. rabedlsse,
  8. O. 1Z
  9. 2abcd ab
  10. Mosudest)
  11. AFSVX
  12. = 2yβ +308 +2X) -18d
  13. ab aeq. y = 2X2
  14. yae b aequ. y = 2yX Z
  15. faeb aequ. ahaeb
  16. pat aequ.
  17. abc A
  18. Ed Laved (C
  19. y3-ryZ
  20. aeb aequ y- 3yXZ + 3Z + Xβ -4yB +. +3x)) + 1d
  21. adsa + 3Z aebed,
  22. Aav +avd
  23. V 2yXZaequt 46 tabe a b
  24. +4b2()
  25. + abcd
  26. Vrgsizuu
  27. aed
  28. L8bcd
  29. abed a2
  30. -abid xC truse
  31. (eu YX. 37
  32. V. ryxz aqu. ab 4 ZuX - 33
  33. XB y
  34. a b aqu hyx 43Z + XB -y B 7 X-9
  35. vab2
  36. V- 2yxZ aequ ab, ab aqu a. b (4) + abe aeb
  37. V. CyxZ
  38. 14b2(B)
  39. ad 0
  40. ad ab
  41. yX-
  42. SeuyxZ. 922
  43. (FyX 3Z
  44. ab aequ v - 3yXZ + 39 + XBC
  45. V ab aequ ab ab
  46. aequ
  47. bcd d
  48. abede
  49. 6d (4ab2d (C) a bede e) seu X ext2yp
  50. a3b
  51. aib -285 b+ 12
  52. ab + 2a bc + 6 abcd
  53. aetr na bC
  54. 2ahc (13) F2abca
  55. 6abed (C) 42Z X
  56. ala
  57. Babc
  58. +2ZX - 2β. Ergo ab aequy- 12X + 2
  59. +2,4, 4 - 1
  60. investgandum tantums quid in ab 4+bc + etc positus p seu y positis pro X, Sit ponendum pro y. et Z
  61. ab + ab + bc. sit X aequ A+ B+ C. erit y aegu AB aequ. + a bc
  62. Sed generalius
  63. +abc
  64. BC +ab
  65. u ab aeq (X) erit (3) aequ B qbc+ avC
  66. abc a
  67. 1 ex
  68. (V) egu.
  69. Thabed B)
  70. +3β
  71. ab +ac
  72. + -aa ad aetitem pt
  73. Ergo conjectura mea superioris paginae sub signo () vera rsarta est.
  74. Eodem modo videamus quid respondeat ipsi (Z). (Z) aequ. abi ac, ad. + ab, ac, bd tab, ac, de + ab, cd et
  75. Z aequ. + abede
  76. 3. 321, y.2
  77. 60 1455 455
  78. 15, 14, 13 9 5. 7, 13 818 4 ugo 25t
  79. abcd
  80. 60
  81. abc +aebede gsabedef
  82. eogo
  83. sosicera videtur tom in quatuor tenta setsecemtinationum. ab c. ld. bc 0d. 1d
  84. dmmonos r0 pt ab abt
  85. 25
  86. rqu abc + abed + ab c abe d lute ubuit ci b ac 1d aebid
  87. 180
  88. 20 90 30 4
  89. =abe
  90. +3abede
  91. habidea
  92. os 18
  93. yZ 13Z
  94. +X β. 2y B
  95. abud
  96. abcd ab
  97. ae tabede
  98. nes sabides E
  99. +9lede
  100. abide e
  101. +VX
  102. abiet
  103. +)X
  104. Enr in alterua
  105. abed
  106. =X(F9B
  107. 2
  108. a bed inn ab. c. d
  109. a bcd
  110. a bcd
  111. ulsetio
  112. ab dacaad aeras. abcablebetbs ac cerderd
  113. quaeritur quot modis exharum 15 combinationum.
  114. congnationibus fieri possit abcdet
  115. inveniatur, primum omnes modi quibus sit, abcd ex
  116. comenationibus a
  117. ac ad, bc, ba ed hoc autem k
  118. modiss tribus (vide ) tohes igitur figri potest abedet
  119. em et, alia
  120. +ZX = 4B. Ergo A(Y) aequ. ZX-
  121. 3. liguaniu
  122. ab, ac, ad abcd
  123. ab, ac, bc abc

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 3, fol. 4v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068216:0008?run=74