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Leibniz-Handschriften zur Mathematik LH 35, 4, 18, fol. 7r

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: 0.84.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

The same scan is also registered as fol. 6v; its text is given once, here.

The machine reads it as

  1. L
  2. de quod interest, seu de asuris
  3. (C d4 C5.
  4. c 20 dat 1.
  5. Ergo t 4 L aequ 100 utsurd
  6. a
  7. a aequo 20 a + l aequ. 100
  8. l
  9. a
  10. per continuam
  11. a 2 12) aib est sors acquisita perpetua usurae in sortem
  12. ducantibus
  13. a
  14. redactione annnam per annis Z
  15. qui
  16. 1+ b
  17. fannos (110
  18. anno (2)
  19. quicunque sit numerus a. et per consequens b simper eadem erit quantitas quia
  20. 4
  21. semper eadem a ergo + semper eadem b Ergo jam semper eadem = (vel unitas, ergo 1I. 121 750625
  22. semper eadem b + a en semper eadem ota pue a+ b
  23. e
  24. a
  25. 2
  26. Hin. optimum
  27. in decimalibus ponemda a ego 100 et b aequ. 5 erit a + b aequ 105. cujus quaeondae
  28. potentiae: quia ita numeri erunt decimales
  29. Cum nominator sit 100
  30. Ex adjecto calculo apparet Qualuordeim
  31. dplicari,
  32. annis circiter sortem remperari si quis
  33. c aunnam
  34. perpetuo usuram, porti mivutet, et
  35. vigesimas usuras capiat, seu quinque in
  36. Centenos.
  37. ab initia erat Sort
  38. 100
  39. anno primo absoluto erit 105 100
  40. do
  41. .... secundo ... ....
  42. . tertio .......
  43. quarto
  44. quinto
  45. sito
  46. septimo
  47. octavo
  48. nono
  49. decime
  50. underimo
  51. Duodecipo
  52. decimo tertio
  53. decimo quacto
  54. decimo quinto
  55. deciero sexto
  56. decimo ceptimo
  57. decim octam
  58. decimo nono
  59. Rigelimo
  60. 100
  61. 1102509100
  62. 100000
  63. 115765 2100
  64. 100006
  65. 121550 100
  66. 100000
  67. Sors errer minor unil
  68. 100
  69. 105
  70. 110
  71. 115+Fl6 210306
  72. 121
  73. 127
  74. 134
  75. 140
  76. 1
  77. 15.
  78. 162,1
  79. 1
  80. 188
  81. 108b755281
  82. 102
  83. 229
  84. 270
  85. 262
  86. e
  87. 171033934
  88. 855 169670
  89. 103393
  90. 795856307
  91. 7 958563
  92. 89 702815C
  93. 35556300
  94. 18856491 15c
  95. 18856491
  96. 9 +282+
  97. 68 56 4911
  98. y 80931
  99. 198093
  100. 990465
  101. 0030
  102. 2 07997c
  103. 207997
  104. e
  105. cul.
  106. 10p
  107. 125
  108. 050
  109. 1025
  110. 105
  111. 25
  112. 0250
  113. 1157625
  114. 27
  115. 11576256
  116. 60775.
  117. 05
  118. 25
  119. 12157062E
  120. 62815025
  121. quad
  122. 127628156
  123. C
  124. 5
  125. 1276281560
  126. 13400956380
  127. 638140790
  128. 134009563
  129. 165
  130. 670047815
  131. 00
  132. e
  133. 14071604115
  134. 140710041
  135. 203550205
  136. 407100410
  137. 17
  138. 16)
  139. 1onot
  140. 2192960
  141. 293
  142. 229315
  143. 1
  144. 24078075
  145. 240100
  146. 120390C
  147. 2101500
  148. 252819
  149. 25
  150. 103
  151. 47745
  152. 1365
  153. 126103
  154. 0
  155. 2
  156. utcoo
  157. verte
  158. 543
  159. 147
  160. 1
  161. 15513262015
  162. 155132820
  163. 55430
  164. s
  165. 2d1
  166. 22889
  167. 102889461
  168. 6E
  169. 44
  170. 03
  171. 94640
  172. 2103393403
  173. 5132∞200
  174. 0c

Cite

Leibniz-Handschriften zur Mathematik LH 35, 4, 18, fol. 7r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068015:0013?run=73