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Leibniz-Handschriften zur Mathematik LH 35, 6, 27, fol. 20r

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 17v); this page is its right half.

The machine reads it as

  1. Lugre i mit .X 2= crp 41) ∞ ap: 2p - cor (22) = ap: p 3 - = app: ArY 1)
  2. 3d
  3. app. ExpE = ap: 1 Ep 92) I app: Erp =, F ap: Eep + _ ax: EP = ap: Eres
  4. E E _ ospeualas
  5. v: X = erp: ap Y) a: ZNV = ep: drao us) Eep: axpKI = cyp At
  6. ax bap = erp: Ex p ap: opp = Ap: ExP, no) )
  7. app: Eppap = erp v ix.)
  8. nus in ossertgristre
  9. durgngnso in eo ap: EeYs B op: rey heporpe
  10. sini kmmsens in nrvelto imme de non timu
  11. 2
  12. duo qu
  13. en i
  14. tie
  15. 2us
  16. : = (Z. M dx ( = 2 boy 40
  17. av _
  18. 2pae
  19. Ex
  20. a
  21. a
  22. Cr: tan
  23. Es
  24. p
  25. abu Erp ZYEP = Er apax Farp Eea nos
  26. Z 1)
  27. api
  28. Errar P
  29. a
  30. pitp t v E: a bas i) Ep. be)
  31. qu+Ep = Eax = axpEe nos ar: Ee = (N: a Y) p = (XP: hx) Y
  32. D2) ap: Epe = v: X sat 1 sy go sungma Ho
  33. cop = . Eppo rS EP: PS2 = EreV EpP
  34. v: X2 = Xp: hp. H = E
  35. 20 70 2r: ters = v: s ps
  36. rirap derzu= per: apax sp + . Eps rb qus av. sth = X X = e: X
  37. 2:52p
  38. oe
  39. tors v: h = Ep: aP 1 v. X = dS Xis +
  40. sipsur po
  41. L
  42. = AXpE + hxtp2 +
  43. o = Hephp e spes tre _ = (ax Xp + Eplip p E
  44. ap Xp 2 = Xpp xEep jo
  45. d 2) ax ax 2 + lipsipe v hotve + Ap o= hon uss nis
  46. Hiti pr + hpt pq = (ptipet Xpoph - Erop Z = B sP , Xep t VEChpB
  47. v: YY = k
  48. v. Cxpr p + Xep L2 = hp A vi XVXE p
  49. ∞ =et : R -GYV ApsX 1
  50. er um neooo tervureo in hras mmnoco eot
  51. et pos
  52. A. B f D ∞ 9 ao) XX: dev. pX sp k 1. L: v = H. Y
  53. us
  54. it 0 az. d irrggqus raguunt ym onis epera vyo req
  55. Y
  56. dugesat mognssex upguatio maume hnesser n 96 seit onn run) 13 migisositi
  57. horyga 5 en von egra inc 33 () Epp = Xeip 2 + X∞Y X2 jar rupi
  58. 1
  59. usti 16. Z abo 1 y ataue iponur, ngncbor ia ps umis iggas )sert
  60. uis
  61. hep 1 XpP an) oveomas ossen non ime nip ras ma go tini
  62. Kop. Ep ger ann egpun at hegeo y Ben minb wn ezeret eg hp Y XpX
  63. arpep - hpp N =ne_ g ios X. Xpx Xe t Epp Xe
  64. agna
  65. 12). pe He isin emvendisae von morio veensis int
  66. = (hiy = XDZ nos
  67. auy X conragoro ngnosu dmusso quau . un cun muende s
  68. Epexe E) = Kephe L Hl p Xp ∞ siep R X, 1d h= Her: tip X nos
  69. = apaph nos h: lip X(X) ap X 2O 1 moregva Augns jegus v erit
  70. l
  71. N heo, = X2 1) ho XVFo 8 By eirgurvi in ps
  72. apumpure ins porbeur pou
  73. cingmitur in agiser tum 207. Err: apy ap. Ditiguat gunisum arit
  74. dgmnßse soin mvgnmne gonchonn in ean unari 22) fest
  75. Wshnrch auva byo an ger Jram ao uvoe.
  76. tro
  77. ax as
  78. Exp ap = Mp
  79. 3
  80. k
  81. ib

Cite

Leibniz-Handschriften zur Mathematik LH 35, 6, 27, fol. 20r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068072:0039?run=73