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Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 58v

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: 0.71.

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

The machine reads it as

  1. numem divisor a
  2. periodus in quadratis nisi
  3. sst resolsi in duos factores tadee ut unio binaite anctus sit danisbursis in aiteram. in cabis sit = bcd at H-12b suit set
  4. dicasor yV t = bcD
  5. ptga
  6. qt b fit 7 b + 1
  7. et v 4 i Cv seu B+2 = CV. Ergo non potest minor teddi
  8. leicior
  9. ob dicr
  10. CD Ergo pl quadhatis 1 +b+1
  11. e ne itm i
  12. ay
  13. ea
  14. ee
  15. c
  16. 256 289
  17. b 90 2
  18. in cubis, 1+b. +1 + (b4 1) qu
  19. D 25. 3 1ea S Quan Cd.Cm inb umat BGmnatru gum. 1C
  20. f.. AB. des () -.nm... mmun qua an pd e(Y) am in biquadcalis, 4be eb +d qu. Hb+1) cub dvidi
  21. a
  22. tim e
  23. a
  24. a
  25. s_. Hic c
  26. regulam, per quansciluns quanta sit penodu
  27. netouorum propotentas
  28. a
  29. aa
  30. si petentiu
  31. a.
  32. C
  33. et ita porro mastionm
  34. enioous potes
  35. t
  36. na
  37. ejusdem gratus
  38. 1t oue
  39. 4
  40. a frotu
  41. ntur ad initiam ubi residuns fa. 1. Ergo
  42. et fiet
  43. v.
  44. Vavgnu+= p seu +2+: quo
  45. i
  46. non potest periodus dari a
  47. avvor, seu
  48. douadratum ad H. sed s
  49. sit numerus n derivatious, potes
  50. saviso 11 sit integent is
  51. peridius non ede
  52. ante
  53. debeant dividiper i
  54. piet
  55. si quadlavi drvin
  56. + Y+ = 2 seu
  57. 151
  58. ut y 4 et
  59. etiam
  60. SV
  61. Vynt = 151
  62. 1n -1= 3.
  63. y+ 1 = 5V,
  64. quea
  65. a
  66. eu
  67. ud
  68. 3 fint 741
  69. H
  70. tc
  71. y
  72. Illi ya
  73. d +gg 4y
  74. u
  75. 7, sed hoc non
  76. gt 1-
  77. dibi si bolae per 3. rgo non siC
  78. y-
  79. Ilaque semper
  80. aulcam
  81. pot
  82. o
  83. iaes
  84. prioces divist
  85. lin
  86. Lu
  87. lus
  88. Hinc licet invenire
  89. periodum. Sedille
  90. erdum i resolvi
  91. pren in minores
  92. nempe si orortor
  93. edn
  94. sit primition
  95. Sidem in omnibus potentus
  96. ipocussit.
  97. masor quom
  98. ita
  99. erus qumos y 449+7+
  100. +1 = 5. fit s=B.
  101. y - 1= 5
  102. - 1
  103. tentetur ges succedit epot
  104. e V
  105. la fieret peri
  106. ponprocedat quid
  107. qa
  108. u
  109. nn C et
  110. a sed hoc non procede
  111. +1= F
  112. 7 non potest dividiper di
  113. si
  114. a l pou
  115. paece.
  116. yy- 1 = 15V. fint si fiat
  117. periodus este brenior. Ey. et.
  118. sit
  119. quin
  120. v
  121. fat Y-1 = 1) se Y = 12
  122. diaid potest per y
  123. led
  124. um
  125. invenu sic potest pertovas resitiom. Nempe podeunt
  126. am taspncr
  127. quidi per datum, ut H. si
  128. e
  129. e
  130. succedit, verb
  131. y - 1 = 11V
  132. p
  133. et
  134. suo
  135. y -1 = 11 et fiet
  136. y + yy + 1 +1 = V
  137. iua.
  138. iatemper
  139. et
  140. rrsori
  141. ontrai
  142. aquatur
  143. jy 1 = 11Y
  144. 8+
  145. y - 1 = 11V
  146. Aota It inseger utique
  147. alteratem est 1
  148. Eag. Eut
  149. sit y a 1= 11
  150. fit y 12
  151. et
  152. seu
  153. yF 1=V
  154. v- 12
  155. 2- l
  156. u
  157. 1
  158. 11
  159. u
  160. 13
  161. 143= 11.
  162. aliter _y+ 1 = 11 fit y 10
  163. et D = y 1 =
  164. 10 --1 = 11. 9
  165. 1
  166. it

Cite

Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 58v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068207:0116?run=74