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Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 80r

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: 0.79.

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. 79v); this page is its right half.

The machine reads it as

  1. X+1OXH2 =D X-
  2. 11. 10. 22. 22 +12. 12., 20. 20] + 10. 12. 21. 21 + 11. 11. 20, 22
  3. 15. 13+
  4. 2.5. 12.790
  5. +790
  6. 10. 11. 21. 22
  7. 1 - 3. 11 - 17 - 5. 12
  8. =15 4790
  9. + 16 . 1 3 1. 1
  10. -2. 16,556. 1,
  11. +556 4
  12. + 12. I1. 21. 20
  13. 216. 1 3.H 17 1
  14. 1556
  15. 16 +1 4 556 +3.5. 11. 12. 12
  16. 16. 17. 17. 1F
  17. +556. 17. 17
  18. bis
  19. (40. 12. 20, 22
  20. 21b1 1 - 5. 12
  21. 4556 1790
  22. = 3. 790. 1F
  23. G.. 15, 12. 12
  24. = 15. 790
  25. H 221
  26. 410. 12. 2022
  27. ibis 1
  28. A55B
  29. xplicando efficiendo reapse multiplicaves
  30. a a
  31. dis. 162
  32. = 5. 12. 1517 + 15. 790. 17- B x 3. 5, r2. , + 3. 11. 790.17
  33. 3. 16. 17. 11 +3, 55617. 11 - 15 :16 17. I1 + 15. 17,556
  34. l + bis 156.790 - bis 790. 16. 11 - bis 5.55b. 12 4 bis 5. 16. 1. 12
  35. b. siet R
  36. C + 1622
  37. +5. 3+ 11)1I
  38. - 162
  39. (0 3.790
  40. 151 - 3. 16. 17
  41. + 45. 12
  42. -17∞. 11
  43. seu
  44. eg
  45. - 205942
  46. + b6.3. 5. 15. 12
  47. Oa 3,5. 157. 12
  48. o+ b 5. 1b. 132
  49. VN + bis 16, 556
  50. B X 16. 172
  51. O = lif. 3. 15. 790
  52. V_ + 3. 17. 790
  53. 1 + 3. 17. 556
  54. 11Z = 15, 16. 1)
  55. 1_ = b15 16.790
  56. O
  57. seu 355. 12∞9398, 11
  58. Seu 158942 A
  59. +CB
  60. =b.B. 37
  61. +79∞)
  62. +856
  63. 4(6.17)
  64. 4
  65. bis. 7
  66. P: 5. 15. 12
  67. 145. 15. 17. 12
  68. 04.
  69. 93
  70. +(935.7. -08,: leis
  71. assi
  72. pam 253000
  73. 205942
  74. 458942
  75. 15. 17,55b
  76. bi5 55b. 790
  77. 15, 12 - 219012449960
  78. 453100
  79. 25. 122
  80. +5 15. 12- B. 9
  81. -5. 5. 1. 2 - 23.5. 5. 11. 12 (5. 12-790
  82. Hinc Calculus probus
  83. 1152. 790
  84. +290
  85. 3.790. 11 +27903. 15.11+15.790
  86. -5. 15. N
  87. 5. 12 at 129012
  88. -b9 F. 90. 12
  89. 172 556
  90. bi5 5. 556. 1212 15. 17.790
  91. Jam si per compendrum sit aequ O. scribatur:
  92. 7. 11 + 68. 11 = 935 fier
  93. I1 =
  94. r
  95. Ergo ut scianus an in 08 + quater Y. 935 subsustat an evanescat 2
  96. in quo tobius hujus calculi cardo situs est, (nam si evanescit nihil
  97. actum est) patet in 08. fore bis 3. 5. 15- 5. 5.17 + bis 5. 16 12
  98. 3511. et L S. 11790
  99. et in quater 7.975 habetur 5Z. 5 126 +5.5 (b17. 5. 73 0t 5. 15 + 5. 13.1 15. 556 - 5 1b 13.1903 t
  100. I 8 7 per compend. vocetur 5. 3. 12 ∞ 050, et 08 scubatur 03. 12 +0004 et 4q
  101. 935 scubatur 5. 12 +02012 + 89 et (08 qualer 3. 935 = (5. 3. 14 + 5. 3, 020 12 15. 5. 8G112 150049
  102. ( ut lollatur 12 potest poin 320, vel 5=0 vel 650. 679 +0747=0 1
  103. etram 1 nan fit =5l. 050 + a3t - N pinquis 5116. 124
  104. =5 050 - 020. 656..
  105. +03.. +b103.0q. +54
  106. 121=
  107. 3. 11 + 15
  108. 15. 12. 15 =15.790
  109. V. II-556
  110. 3. 11 + E5
  111. F3. 16. 15 - 3,516. 11
  112. +(5, 16. 11 -15.55b
  113. 55b - 1b. 1
  114. 90- 51
  115. 356. 790 -290. 16. 11
  116. 5. 55b. 5. 16. 11. 12
  117. SlC
  118. = 5. 15. 12 3.312731179515
  119. 3. 11
  120. + 15
  121. 3.5. 15I2 - 35. I.N 13. 113 t3i5i
  122. =515. 12- 3.5. 1512 +357 1. 1g0
  123. 3. I + 2. 3. 15. 11 + 152
  124. 790 - 5. 12
  125. +790.3. 11 +2790315. 1 + 15. 790
  126. = 5. 5.1I. 12 -2. 3,51511. 15- 5. 12. 15

Cite

Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 80r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068049:0159?run=73