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Leibniz-Handschriften zur Mathematik LH 35, 3 A 2, fol. 25r

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: 0.69.

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. 22v); this page is its right half.

The machine reads it as

  1. lni2131 16
  2. m
  3. l’5 l’ni
  4. 1ti2 a (3 (12m lmo
  5. ne
  6. Pm lmnt
  7. 2
  8. 12
  9. V2n
  10. 122
  11. Pmo
  12. 12 11
  13. 29
  14. lenq
  15. n m) Im
  16. mn
  17. no (l’nit l’nentim
  18. mo ne
  19. IIntu lhnto lhiono
  20. tn sir
  21. 1r)
  22. 12) 12, 12(1
  23. men mioc
  24. lno l’mn lno
  25. 12)1
  26. 24 (2
  27. V2, v2
  28. 12 (c 17
  29. lm le (22
  30. M m2 2 No2
  31. l’uit Vnrr lmo lntne l’ato2 2t
  32. 12 1 12) 12)
  33. 121 V2.1
  34. 1 vest
  35. b 2ess 24(3
  36. hunln jm ln
  37. 2011 WoI
  38. b010646
  39. cr 1
  40. Vo mia omnp
  41. op Pnia Pnti Imino ps
  42. es
  43. mux lhin mino Imeno
  44. c0 (1 201) 10pW01 10II
  45. nico rp ego
  46. 20( 202606202205i 205120l.2
  47. Bn Imas lum lmo tip lao lup lop mno anp mop nop
  48. nops Bia lhio Cpe limolimp luop Pnino lninx lnox mnapo
  49. 20(120 201, 2012020(20 (20+ 20(220
  50. 60 5601603 2424 24, 30 s 30 (530(35
  51. es
  52. Vndt, a 1B
  53. Pna Tmp 2 bmin + ElitO+2litia, situ au lina. Aa
  54. +6lnnop
  55. pritiaem) sum lm en Ir 1B 10 e ( Hin mec Mo MS M Mp N∞ rex rx ns Oep op.
  56. Imn hi Vaeit Pui emino Iais lis H B Pn Ihai Lnito Bni Bm Chinto Bnin I3a Manp Vmio Vniriop
  57. 25 6) 58 Ed
  58. 1d 1s
  59. Duo hic noto, primum omnes numeros coefficientes finge divisos per 3 commonem mensuram. Itaque de reliquo sequentur regulam
  60. communem, id est ubi duae literae duplicatae modo repenitius non oriatur ex multiplicatoribus) ibi numert est 2. bi tres nunem est 3. i ec
  61. ubi vero dute diversae repetitiones ut in (3nEu ibi prodcm 2, dimidium 8 seu 4 est 2 sub curjus exempli causa caeculum hum
  62. sum aggressus, ut deprehenderem au diverse repetitiones darent
  63. ende dillunt afial ut onas mndri miltiplicentur per2 discemus in propessio nie
  64. 1u 4)nnc mo l’nina (1 a
  65. 0mn mo no
  66. mo lnon emo lnino
  67. 12 p
  68. m lm) Im In 10 mn
  69. n0 I mn mo 1
  70. 112. V 24
  71. 2+
  72. in 1
  73. 24].
  74. Initu Im in 2o mn mono
  75. Cinno
  76. 12)
  77. 1) 14) _ , VE. 11
  78. i an lno lmnemto lmne
  79. ifir si vi (1V21 11211 c2
  80. 12 (12
  81. 2242224 12
  82. Imn lmo ln n
  83. 24
  84. cr
  85. in
  86. n∞2
  87. 12
  88. ni
  89. 1emS 16
  90. lnc p
  91. n02
  92. no
  93. Emivor
  94. V2)
  95. 25 24
  96. 12 V2
  97. 12 24
  98. mgior
  99. mino linno lonnoz
  100. Wv pW0 120)

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 2, fol. 25r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068215:0049?run=74