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Leibniz-Handschriften zur Mathematik LH 35, 10, 1, fol. 9r

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: 0.84.

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

The machine reads it as

  1. Lcumns, cgois qa a o
  2. urgum
  3. huncguris Geura yes vrent n, qu ginsur
  4. angursucsu megri epe de 2. gr
  5. opterir 40 pp syorimrou Sugur,
  6. rchue ugs roit neu p6) aen humgusis
  7. odsigant juns immonins mmonui
  8. ommoumae cummt v negrer
  9. 8BC
  10. D 0001
  11. Dc
  12. 8+ 12
  13. ELDE
  14. 0156
  15. 3vora
  16. L02Y
  17. 05. 9b
  18. vimaru.
  19. E19
  20. E10
  21. 191
  22. DE. DE
  23. 089+
  24. O. 1D2
  25. 641F
  26. 62.56
  27. 98. + E
  28. 85
  29. L29
  30. 377B2
  31. 8E91. 7o cot. LL42 gr uume mens
  32. Si. 5. Jorugil. F V +, robo mance tam
  33. 802, 7oud 5801 rosor nume mony1
  34. t
  35. 2370 crsl, E5, ljebo )o cumplhiar
  36. 11 1
  37. Ellipseos muior di apis distantia socorum e, inor
  38. Exis minor b erit
  39. bb = 99- ee
  40. muxium distantia est ote, minima, q-e lorum medium geo-
  41. metricum est X2b at arithmeticm est =9
  42. bh + bd = bh+ du = bd - dh = id
  43. a sol eet liceturbitae
  44. obiba: ba: dh.
  45. 0 ob
  46. +b
  47. bo
  48. ib = = dh
  49. di medium arichmeticum
  50. inter do bd et btr
  51. circumferentia circuli radio id descripta
  52. fere est aequalis circumferentiae
  53. tia Ellipheos cujus diametri
  54. suns do et h, sic tamen ut ircum
  55. ferentia Elliplica sit longior
  56. Tempora periodiceum puli
  57. 13769 12
  58. 4332
  59. 686
  60. d
  61. 37
  62. S9
  63. 224
  64. 15
  65. 42
  66. d
  67. V
  68. arcus diurustecipur
  69. 3
  70. morae in partibus aequalibeus Eccensrici
  71. observant proportionem intervallorum asole
  72. (Eocentiius quimotu medim metitarcircutus centro sole dscripeus)
  73. planeta absoluto totius circuatus, qua
  74. drante a suo Aphelio praecise mediare habet
  75. habet intervallum a sole inter ma
  76. inir
  77. a
  78. lio
  79. si planeta un una dierum quando est in
  80. periheho distaret a sole partibus 10 in opposita
  81. die inperihelio certum est quod ex sole apparens
  82. ejus promotio (+ incrementu anguli L) fatura
  83. sit ad apparentiam in perihelio sicut 8I ad
  84. 100 (+ in eversa duplicatat
  85. pra porho quae est inter binorum quorumcunque
  86. planetarum tempora periodica est praecise
  87. vediarum
  88. distantiarum Ed est orbium ipsoru attento
  89. tramen hoc quod medium mrithmeticum inter utrumque
  90. diametrum Ellipticae orbitae est paulo minus longiore
  91. hec
  92. . et 10052
  93. 5451
  94. 166
  95. 101E
  96. 729
  97. ein non st valde magna, et inmercurio
  98. tulatur ips
  99. 9510
  100. 8200
  101. 1524
  102. 100D
  103. 724
  104. 388
  105. E
  106. 8968
  107. 4948
  108. 82
  109. B2
  110. 9
  111. 107
  112. 8968
  113. 19026 ad
  114. 9510 atb.
  115. probabile est corpora
  116. planecacim esse ut periodica
  117. tempora
  118. ut mora diumae
  119. Arens diurnimedis
  120. E
  121. 1
  122. 3

Cite

Leibniz-Handschriften zur Mathematik LH 35, 10, 1, fol. 9r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068154:0017?run=74