Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 98v

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: 0.63.

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The machine reads it as

1. a
2. quil
3. si a etb cdentibus 1, _ sit 1.1
4. Alterutro existente 0. 9sit 0 poestoci 4- ab
5. se ab si a ccestente 1, g est e et stautie - a
6. si a existente 1 9 sit 0, et a existente 0, 4 ut 1
7. erit q= 1-a
8. si a et b existentibus 1, consitque sit 0, et alteratio
9. a existente 0, qsit 1. Ergo si art ab
10. 1 - c 1 - d
11. 2ab -12ab- 1 2ab- 1 2ab- 1 2ab 1 (2ab.1
12. 2ab - 1
13. alluro
14. =a b+a - 1
15. ea nesient D asipitat Et ita pergendum essel, sed praestabu
16. ea ae
17. Xxtax-2a t a X = Fixistente 0 + sit 1
18. ent qu a+h.
19. Xtra -B seu E X = a =0 ergo q - ab a g- a - b = 49- a4- b
20. se X = (P 1 X 1
21. 9= 2ab
22. abqus rab +b, si et 47
23. abtatb -1
24. a
25. 400000000000000000+104
26. haec divisio abso producendal
27. quaenitur quolians d alabe
28. 2b+
29. mo videosi b sit o ut a fit 1. ptram
30. non dia prvedere dhuscocam
31. ila beu
32. et proide sic dicendur e qest0 si a extat
33. si a = 1 = b fit 9= 0. ergo 92 ab -1
34. Si avol b-0 pt q= 1 ergo q- ab+1
35. A- ab +1B in q - ab- 1- D dat
36. q-bq +2ab-) seu g- b- 1:3 2ab1
37. aq - rab L hab+ a
38. ut est
39. si D est 0 eu 9aa
40. 9ta =1 seu = 1-a
41. 21b =1
42. L 1
43. +
44. 11)-
45. non ad singulas multiplicationas
46. cujusque copareteris in nominatore
47. per cparacterem quotientis
48. e e
49. detn residuas curbi in coluumnis
50. qui semel in universur viq nulli
51. quod prodit digeratur per columnas sec.
52. legem, ut ne ullus terminus excedat allo
53. casu 2, aut sit ullo casu cnfra o, qua
54. qodad licel quanquam non lictt seurer
55. ix. gr. iniho eatum secipsimus.a, inloluurna
56. aliqua solum
57. Bib-4- 4ab+2a- 2ab 9b) 11, : 2ab-1 ne
58. ant Z ab + 3: 2ab. 1(. Iq quam 1 et minus quao
59. am ab hoc duplicalo etcderuratur ayfitZ
60. atb. b b abtat a1b Ab- 2abe + G: - 22b+ 446- ab H. 29betC
61. + e
62. 16
63. 1 + - = 1
64. +
65. 1-
66. n talt
67. sonta ac da rabei ebul
68. 2ab1 fit 44)ab +5afC- 5- 246C:7 2 ab -
69. esC
70. ee
71. 1
72. 0 e
73. 5IC
74. ac
75. sed exttra calculum pecagi
76. plicetur rabcde per ab a,: 246-
77. aut ater esse plus quam
78. GE 1 a). b) - 4 -2a- b, und detrah Lura
79. siet
80. ien. a 2ab agah husirolus (2na ofrab
81. 21
82. p
83. 21.
84. 1
85. et producm detrahendis ab 1a
86. in colcmna aliuda non est collereuda formula
87. +bb, 2ab 1 rursus ab-a
88. ua
89. b
90. ca aeicambobus existentibus 1sit, 2 ab + 2a -2 - 2ab+ b - ab+a- 3 a +b - ab -2 gab -2 - - ab + a- ab + 1.
91. t et ambobus 0, sit 90 ent qu ab
92. 2x + = C) irgo cop. idralica
93. X∞a
94. Mabco exC
95. s
96. abr. tabra (-ab 6) -abcA . ald t Pabe. 1
97. qa
98. existente 1, q120 et ab existente 0, 4 est 1 C ab + a-
99. ergo q- 1- ab
100. - a. 69C-d-C
101. e
102. E
103. 1
104. 21
105. 1 F
106. 4:
107. 5=
108. su n
109. 2
110. FH.
111. +
112. i ∞te = = F
113. 2 =
114. 1)- ) A x
115. 2+
116. e
117. E
118. 2EF
119. 1 2
120. 1
121. 10- (2= = =
122. T B ~ = c ∞1
123. ele
124. a
125. et +
126. X
127. = (I ∞ = 1 I F F H
128. e
129. n 1
130. d
131. X
132. t.
133. 3
134. EC
135. -
136. i L X
137. in d
138. t
139. i C
140. aere
142. S _ F nF,
143. .
144. C X =
145. e F
146. ad
148. 53
149. cia e
150. a
151. caabe
152. Tabut
153. e
154. e
155. pe. E
156. c
157. E = F
158. ∞ L
159. 5E = ~
160. 5E
161. i
162. e
163. c
164. ictab
165. ai 1abal
166. c
167. on
168. P
169. e
170. X
171. Mable
172. a(bc
173. 2
174. L 51
175. E

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 98v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068255:0196?run=74