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Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 338r

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: 0.65.

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

The same scan as fol. 337v (00068194:0676), where its text is given.

The machine reads it as

  1. umus sest merttes un aberront eos mugues op. so
  2. hngguv en1 h,. vuent qpos Carzo ecto P, 3, 9
  3. 1 53Y 156 5 in sB od in djumogna tn
  4. 5
  5. 3d
  6. o D in o, X a in qun egui cert n
  7. lin
  8. mame uis punisi doz qu y. ui v 10 x
  9. 8HoX in muugui de rgymius 1 nudg2
  10. Epigr in
  11. cuge pusin cass. ju m. 1. in
  12. VN in 1, 39V i elto
  13. ongn emb uurohumnen is Sond. ba 1 15b iniei
  14. goseit unguuu set eplovemen
  15. lan, unas supmo sugo ligro go heessem dinH. quent
  16. ss prn Bosmerh mju) uc v in 13 ayptes) zinerua pus
  17. nym us hgim hnti. Est - vs + 9p +vs in in num
  18. jsqurnvat ol isu, pum sis omnaiina egu in inu,
  19. goiges mugu sum signon jnis mngum ane is dmena qus eeati
  20. mincs is en No paler in ansip 3a). vluv in pa ut V
  21. nhm e drrrilus V in vesins gossart non nins gunagut i X
  22. L in eent niri in josni ir in ririm possen nem
  23. eam cogonagne B eait XX ut l. Lom alio giaent
  24. a un e masor noen watu zuum henh guort
  25. sinungimit pus. 210 v 9 v A) in tingunnanm
  26. Laruetam ne isu jamro nun iser su
  27. v aulnisod un
  28. sgulms so gmimissauuera W. 1v togutns aphrt mos
  29. ohangorn nyin mmema. i ouam amato
  30. sient in eant n, gein hoiigu orsart
  31. en stpam mopae tummn siges in gessen unsnamox s
  32. ua vnssomi hanau,u in mes nomo et
  33. ingungoge tum roygos drenn une cam heu
  34. elicur magon. vinis migna vedata
  35. mnen sazen ntro on ghem hapatry
  36. ampient ie nchni sib quacan in lar
  37. hent unt mongeib uon gni rwegeatio enge erst
  38. usser no sicam ligerie adeist +. ip. st
  39. onns o miortgng magvalia senet
  40. lu
  41. ui n
  42. mogteraem inni hurgobge u hum auiu smagni
  43. rnm ga srur mnon noguus b. p bse
  44. p + dA ereur rllicta hon Luro. 9
  45. inrgho to endesin e y ssedanhang
  46. neroi sosuae cta ius C naeb
  47. An sic procedendum pro radicibus irrationalitius.
  48. Altollatur aequatio X +. alx . X et =0 ad gradum
  49. qu Zomum ita ut ibi tantum extant X
  50. X X; et etiam a et b ubique liberatae ab irratio
  51. nalitate liberentur, seu pro ipsis habeatur a, b, c.
  52. d,aut hocum potentiae.. An sic aequatio t
  53. X a attullatur ita x -a ottoliatur sic ut omnes
  54. tollantur irravales
  55. cen, p. cy ne
  56. 5
  57. d
  58. caen s
  59. du
  60. Ius
  61. td nem
  62. utnum 6 6d 6
  63. E enttio ngvggn k, aen ngus X in
  64. entim ernatior o cugurmat en
  65. dytintir rumgatsua Wngr
  66. n Vd
  67. in n Sronae 115. 3 ddH tsni an 1, AY
  68. sisi ad vet gii qn saerna Eiro sasit., l; 1 sjns
  69. rugoguo cunshesoens en in dermisse oruets
  70. snem gei nons in min Mnisela caho iin 2t
  71. ypish hgmio vt
  72. exobum
  73. aso su un remis nyunio
  74. emisiguiors ies homns, iu rptinos in
  75. rnsb ateum in ausgre hersim
  76. C
  77. ilean
  78. e ab
  79. niti st in ed in 124:
  80. Dom 3 a in in O Y. in 3V in 7V in 9V in AY
  81. pol eri inguato jns ens on l
  82. mo
  83. pent. ligae a0 v ad 3. cynmat B sisut
  84. do cgruague 20
  85. b 99 90 vita pua
  86. mggnu ominn comme eru s
  87. simaes 80 vsn compeuo 22 uanin manifs
  88. oior cu l sypisie o gooit oet
  89. a in ereto rugnus E 101 mnuorao
  90. xilo s ∞X auge n a = XR C) ps
  91. agus X agns aun

Cite

Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 338r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0677?run=74