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Leibniz-Handschriften zur Mathematik LH 35, 3 A 25, 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: 0.79.

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

The machine reads it as

  1. Decimales:
  2. L aequ 100000 = aeq. 050D000 aequ 0323333 L aequo 250000 =, 0200000
  3. 110125000,
  4. L 01b66bb f, 01258 4, 01428571428751 42857. C, 01111
  5. 23 0100000,.= 00909090 1083333 (4600090909 10000 f08333
  6. I1 et
  7. 1,00 769 , 1es 0071428 +, 0066b66
  8. 00625005 0059723 L, 00555515
  9. L 10052631 4,0050000 L, 0047619
  10. B
  11. er
  12. 10 44690
  13. 627
  14. 10002
  15. L300454545 L d0434782. L, 004166b ,0040000
  16. 24
  17. 16, 003846188 27 30037037
  18. L, 0034482 , 0033373, 00322580
  19. 00303030
  20. 1, 0031250 37,002777, 340029411 5,00285714
  21. L10027797 0027027027 et (. , 00263157
  22. (B
  23. 38
  24. 1002594129 0025000, 00243902439 eu.
  25. leß
  26. 1, 0023809 , 0023255 L, 002272727
  27. 44
  28. L, 00r22222 100217391 L, 0021276
  29. (8)00209323 L, 00204081 =, 0020000
  30. 19
  31. L,001960666. -, 00192709 , 0018867
  32. 00185185 55300181818 560017857
  33. y 00175438
  34. 40017241=,0016949
  35. 1 0016666 5,0016393 00161290
  36. 1 0015873
  37. , b0151515
  38. 11 0015625 , 00153847
  39. 60
  40. 5y) 08 14925 L, 0014707
  41. 68 f 90144927
  42. L,00142857 ,0014084 L,0013883E
  43. L,0013698 = 0013513) L 0013833
  44. 75
  45. qvox
  46. 2, 00131573 =, 00129870 0012B2
  47. 6 0011764
  48. aro
  49. 10012500-, 00123456
  50. ox 0011914
  51. 06,0014627 57,00114
  52. L, 00113636)6 L, 0011235 ,001111)
  53. 1 001098910909 +, 00108695 =, 0010751b 94) 0010638 g resolvi, ita = componitur ex
  54. quia est 01 et est00d
  55. 95) 00105263, 96 00104164, 9010309 16 0 x 0+ 1030
  56. bos ee vror
  57. sei eoveuse to aeiers r)
  58. 15900(33
  59. odd
  60. Adxto
  61. 882
  62. 1b volo7692 1dvof07 o69
  63. sgo firgore
  64. p0x 0526317
  65. 1000f 27
  66. s
  67. 348
  68. E Mo2
  69. 1003
  70. 100o+2702
  71. 503
  72. (23255189
  73. 4 1000
  74. A Hic invenio
  75. holiam primost
  76. et mature ad periodo
  77. pervenire
  78. t 169a decimales de Let ejus potentiis
  79. dd
  80. qu sunt potentiae de 3
  81. quaerendus numerus qui divisus
  82. 3g per datum relinquit, seipsum
  83. 30f93 ut 20, divis. per 6 reli
  84. allinquit
  85. 70(1 3 seu
  86. Mpotrs
  87. Eoa
  88. XO+ X aequ va
  89. 050492 posito a esse datum
  90. (130 10650f137
  91. Ad
  92. 3
  93. eale
  94. debet autem Hoc numero
  95. invento Duo numeri X
  96. et a, hanc habent
  97. relationem interse
  98. ut unius penodus inven
  99. ota divisa per alterum
  100. Y63 et periodum facti
  101. 12bd utroque
  102. ut
  103. uaeratur periodus
  104. decimalis de L. multiplicetur
  105. per 20 fit 20 cujus periadus decimalis
  106. est 3. 3333. qui divisus per 20
  107. A23s dabit 016666
  108. cile est iliam inberdum fractiones
  109. 14 d t) (10695

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 25, fol. 14r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068238:0027?run=74