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Leibniz-Handschriften zur Mathematik LH 35, 3 A 28, fol. 44v

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. CX + a X + b X
  2. X
  3. sa X +
  4. a X-1
  5. (a X
  6. De condenda rabella divisoria.
  7. X + bx + CF X
  8. IX + H
  9. +b,
  10. =XX - IX -
  11. divisor x+ l.
  12. X +
  13. = bx = bl
  14. +E +U
  15. Dividendi 11X + bX +C: X+bX + Cxtd. X + bx + Cxrdxr
  16. Quotientes: I X +b . X + b, X AC,
  17. = b1
  18. Au
  19. Residui et cubl el: d -d gbl = (3
  20. Divisor X + l
  21. X+ bXFCX + d
  22. 2
  23. -1 -bl = el
  24. t ex s
  25. +U Ab(2
  26. - (3
  27. : e - dl + cl - d1 + 14
  28. Dividendi X+ b 1= X + bx +C X + bX + CX+d. X + bX + Cx + dx + e
  29. -
  30. Quotientes , 2; X +b 1 X + bX + C, X + bX + CRX + d
  31. est-
  32. +
  33. L
  34. 1
  35. - b1
  36. +U
  37. Residui 1. b-l: c- blHI: d- cl g b12 P
  38. q
  39. +lX + m
  40. = blx L bmX
  41. tu Him
  42. + lx +n
  43. 1b3
  44. qeb
  45. eml
  46. =C = bl. = et
  47. rU. 4b1
  48. X + bx + Cx + dX + ex + ff
  49. divisor
  50. + IX +m
  51. dividendi: X+bX+C X + bx + Cx + d
  52. quotientes Y
  53. sicui
  54. al+c
  55. d12+ 14
  56. Retiduu unus A, secum sequens AY. Al. Est autent nova litera
  57. X +bXHCX + dx + Cf X
  58. X flX + m(D
  59. =IX - ma
  60. IX
  61. n
  62. residui + b X +
  63. x + b
  64. +c
  65. F +d
  66. +u. 2em
  67. ut progressio deprehendatur.
  68. =lx -MX
  69. Residuus unq: proxine altiais
  70. + Ex + nt
  71. AX + B. alter +B X L V
  72. blxb
  73. +U + CmX
  74. +Ix + m
  75. clx
  76. +im. um
  77. +bI. abm
  78. (2
  79. Ex +X im
  80. +bim +bk
  81. um um
  82. +cl nam
  83. X + bx+ Cx + dx te
  84. +blo
  85. est autem
  86. C X
  87. l.
  88. el +H.
  89. bm
  90. X + GX + c. m. bl +U
  91. =ALX - Am
  92. +um
  93. um
  94. bm
  95. +E
  96. +( +(hm
  97. X+ lx + m
  98. m..
  99. =43:
  100. m
  101. tum
  102. =Alam
  103. V13
  104. id
  105. 3
  106. +c(2
  107. =b1
  108. (X +
  109. 1
  110. 1
  111. s
  112. X+bx +C+ 1
  113. K + lx+ m
  114. blm
  115. Ihm
  116. = Cx - m
  117. + lx +m
  118. litera superveniens, quae non eratum praecedente residuo
  119. quotiens componitur, ex omnibus colfficientibus cum X, omnium residuorum praecedentium ordine proxi.
  120. mitatis in X
  121. X.
  122. Exd. X occ. duotis.
  123. Bene
  124. X +bx tex+dfx Axttaxte
  125. bX +
  126. +e
  127. xel
  128. X - lX
  129. =bX - bIX -b1
  130. aEX =CI
  131. 2bix +b12
  132. ex - 1
  133. =x bx d
  134. ix tel
  135. k
  136. id
  137. vel
  138. X+ bX+ Cx + dLX
  139. =Ix b- l
  140. B AEi
  141. ex-bm
  142. H
  143. X +G+M
  144. x4bXtatxre
  145. X +Ix.F n
  146. -1x.me bn
  147. +u
  148. obulx
  149. Hnx cnablte
  150. elxem
  151. +ne im
  152. bll.
  153. bm
  154. X+ bx + CxL dx + ek +F
  155. X +GX + C m. fLiLLX + d- bmt ulm. cl + bI 2 13
  156. re
  157. cm
  158. X + f
  159. atum.
  160. +bmn
  161. Ulm
  162. +a X + c
  163. +2lm.
  164. nova
  165. e
  166. om
  167. sem
  168. deur

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 28, fol. 44v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068241:0088?run=74