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Leibniz-Handschriften zur Mathematik LH 35, 3 B 3, fol. 14r

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: 0.72.

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. 15v); this page is its right half.

The machine reads it as

  1. a 10000subtrahatur numerus labe a residuo duplo rursus rabe, a residur duplo
  2. rursus iab, et ita porro, donec prior residuus redeat
  3. +1900-
  4. 193
  5. 1000
  6. C1 mE
  7. voto et
  8. 18 00 vfol 1 1 1 p a 60 d fe1 100 100
  9. d.
  10. a - 0. 1. 1. 1 ete
  11. 1oFI
  12. sit 6 sta
  13. nu
  14. 2
  15. +0001
  16. i
  17. 101
  18. -00000
  19. 10e +b
  20. 12b
  21. + 0000000000
  22. = 00000
  23. 3000000
  24. et ita porro
  25. 1000
  26. 1000
  27. 1000000
  28. 120ouq
  29. 10
  30. stabut sic + 1000000910000
  31. 1 a bc de000
  32. 4B
  33. 10100 1
  34. 11
  35. 1b at 1001 9
  36. 166
  37. 00i
  38. ht 100
  39. 11011
  40. T10 11
  41. + 00000
  42. 1 a b cde
  43. i a bcd e00
  44. abcded
  45. v0
  46. et 100a +3 id
  47. 1+a, 1+ a +b, 1+ a +b +C, iratbterd
  48. et prodibit
  49. A 4 00001 = a
  50. ila
  51. 0000001001
  52. -- 12
  53. 000, 1000000000.011
  54. 00.00000-00001V. 10001 =+
  55. 9 100000- 600VV -000000.00111. 1 0011 = - b
  56. + 0000.
  57. ubi notandum quod hac via non facile appareret quod ex his
  58. +04000000.
  59. 00c
  60. eM
  61. summanda prodit esse periodicum.
  62. niri ut
  63. 10 1000c 8
  64. fit L
  65. 1010001
  66. 1021
  67. 1010001 141 102
  68. 111 10011
  69. -
  70. + 3
  71. 18
  72. 1043
  73. St2
  74. 10 2 1
  75. 1042 10 -2
  76. 165-1
  77. 1022
  78. 10 +4 1815
  79. 18 2 18- 4
  80. e
  81. ec
  82. 1oc
  83. 1o
  84. 105
  85. + ise
  86. + 10
  87. 100
  88. 100
  89. 2. 1
  90. s
  91. + 2. 16
  92. 10
  93. + 281
  94. se
  95. cr
  96. etc
  97. cxoc
  98. ila res redit ad summas n unitatum, quadraloum, biquadratorum et
  99. 241
  100. Ergo- B seu
  101. 1823 18-3
  102. e
  103. 2o51 Y c t sict 319 tet F 2 +
  104. asrgso
  105. Ob 1o ettororronorio fit
  106. u t = + 1 25 + 19 + etc =
  107. + = +
  108. 12
  109. 1 + 4, + 0 + p et 1. 2
  110. e0 +0110,0
  111. cex
  112. 0
  113. notandum ha summas charactorum regri
  114. etc
  115. + b et
  116. 10
  117. sit b- 3 vel 11 fi et e - 4 fiet 10 = 18 = 10000
  118. 10
  119. 900t
  120. + ve
  121. 16 2 113 considerandum et hoc modo summam harmonicorum posse utcunque
  122. 101001
  123. +
  124. e
  125. 1
  126. + 4
  127. 1-4
  128. 1000f0r
  129. 16600+00(D1.016 3
  130. i ec 1. t + 4
  131. is 4 + eu
  132. Hor+ ibv4
  133. 22-1
  134. -1
  135. E
  136. X-1
  137. 82+ 1 - 2
  138. . 2 + bi si
  139. XxxILI.
  140. 011OOHDONOONO
  141. 00110011D
  142. ∞1106 1100 11001100
  143. onnnmnu
  144. Ax 00 +00O. 50000001100110 = 6=5
  145. vec
  146. 15
  147. 01181 100 100110
  148. + + eu +
  149. - 8 = 5
  150. Nessb - 1. D + 1
  151. 1- = 4 1 - =4 2-1 37 -1
  152. FXXA. Hinc sidaretur quantitas periodi, daretur et numerus 11II1 ecc. divisibilis
  153. y
  154. a 2 2
  155. tururi
  156. (11 l
  157. Ex 9t y. 9.1 + Y. gel. 92 ex L 21. et 4= 1 4 +3 + 41v. 293 eu)
  158. per numerum datum et vicissim
  159. . 2
  160. 1. 2. 3
  161. 2.3.4.
  162. 1. a bcde
  163. 00
  164. a bc
  165. laued e
  166. abede
  167. +2. 64
  168. +2. 719
  169. 1ad
  170. le
  171. tred
  172. +1d0 0d 40gp
  173. albl
  174. a
  175. ab
  176. a +b
  177. + bb = b
  178. 10
  179. ius
  180. 10
  181. 18(512
  182. 1.2 1.2
  183. i D. 12
  184. tut in
  185. a. - 2
  186. X. 2

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 3, fol. 14r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068253:0027?run=74