Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 181r

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.

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The machine reads it as

1. t.a
2. e
3. Productom ex forma in formam
4. ala e
5. s
6. Numeri formae prodeuntes semper praevideri nossunt, et coefficientes inveniri ex
7. combinationibus. Ex.
8. d
9. .
10. 2
11. 2
12. a 12
13. )4
14. 4132 4
15. ab in abc fit. abC +. abbcd tmabede t. a b c +. a bc t
16. abcd + abcde +a
17. a
18. ea
19. bide t.. abcd+. abcde
20. 2
21. M
22. equea forme
23. prodeunt a se multirlicanbus ab Literae non possunt esse nisi 5
24. ua
25. quia forma maxime vanata est abcde Tot ergo litelae quot termini
26. in formus probucentibus simul. Alterntis forma deinde ducatur per omnes
27. si
28. dmae producti novam
29. ad ipsam recatione habentes i itaque ab
30. sed
31. 2
32. abb, duci pote
33. ductum in abc, et in abd, facit idem
34. in abc, abc, abc, acd, acd, bcd, bed, cde
35. sed bd excluditur, quia idemfacit in ab
36. 4
37. 2
38. 2
40. a
41. 4
42. hinc formae
43. asit
44. e 14
45. abc, abC, abc, abcd, abcd, abcd, aebed, abe de
46. C12
47. cope
48. ubi notandum non omnes formas provementes divdi secundum ix ordinem prioritatis literarim
49. a b2cd
50. dividi posse per formam producentem secundum ordinemstiterarum enuntralam
51. enrnbiatas
52. a
53. sic ab Cd, non poles dividi per ab et tamen haec forma prodit
54. loefficiens formae producta indagari potest ex modis peruculandi, ex
55. ubi duae literae amplures eodem modo se habent. Ex. gr.
56. a
57. in fomnis
58. abcd prodit ex
59. ab in ac d, et ex ac in abd. itaque caefficiens praefigendus est 2. e
60. dre se eodem modo haberent in producto velut si e
61. a
62. p
63. i tresliterae con
64. produet ex a bc in acd
65. 2)
66. 2
67. i
68. abcde
69. re
70. a
71. poterit praeterea poni abc in abde, et aed in abce
72. 221
73. e
74. ita sunt copercatus pergutem cum
75. et abd in acde quid scampo bc, subsituamus simul oft acdin abe. si tres
76. 2
77. essea prodventes possent perinutationes institur cobigulae Quod a plus semel lontinuat
78. V a
79. tant
80. s
81. a
82. du
83. 2e ab literarum aequiatrium; pures adhac prodeunt variitiones
84. e
85. 122
86. a22 B.
87. la
88. epa
89. eF. Hic permulando R et
90. product ex abaeeut
91. habemus aduc unum casum secundum, permutando c et d fertium permutando e et f, quad tum;
92. ex gr.
93. e
94. ad
95. B0
96. ab
97. permotando simul a et b, item C et d, quiatum permulando simur a et b item e et F, sextum, permu
98. e a et b Cet d ext f
99. laudo simul c et d, itam e etf. septimum; permulando simul b
100. aL
101. 41421V
102. octavum. Et tut modis p prodit a bcd ef ex abC e in bdf, aut smllibus en abstrable
103. ∞2
104. ex a b.. C C in
105. aabc
106. isa
107. 1b in bcd
108. dat bCd
109. ad lco
110. ab in b2d

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 181r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0361?run=74