# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/00068045:0018 # Permalink to this reading: https://leibnizlegible.com/page/00068045:0018?run=73 # Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 27 # Folio 9v, page id 00068045:0018 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068045&page=18 # Source image: https://digitale-sammlungen.gwlb.de/content/00068045/jpgs/default/00000018.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 92 lines, status machine # Lines: 92 recognised, mean confidence 0.63 # Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. # Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text. # Wording rule: say "the machine reads it as …", never "Leibniz wrote". # After the first blank line: the recognised lines in reading order, one per line. .: son nid ram. goyer mio tynito in juos3, 10i injurcio opgu utur eum n: X or tupa onm ten vuns caguse, es) nor go nan L galim Eirnn cagnon vrinuo angeiu wn ujorn goes un) on un nugo et eugorgen d Ashin) ervir exhi eg no mebt lhin rugurgs y om un agen hhos han rugi aser aalero) ummerrs ancomtracrm n Gupos ncamiu en Sopali oimis suo furim Lonc en oisins vau ingygge sojurtam lerre esoe hon nn sgnnch mvegesnndge Nun ruyursoe dn po. Vronh d mnrumum enqueur ueme, sng nogn no hini n douns o un aridiu uma eridoirim en rems ugam serotntun si agr terne semimnen ini n ons it iso c inu hingruimidi se vimum bormat gnisse ymm rgterve in sgnann bnnn exlguu t. eim hunami smmoi oneo ui smpisro gustiurs son porenq des surtun nuende a uynner goroVo nonn ro nen uten et oere d ervor unez nt mergio rageun, mol 2u 50) 29in uugor Vo neuviir to ngnge possse guiont egurga rmor, que nyoque an dmgi ad, id 10 Eggus eaorin lgnne en 2 10 q rugones oile unu t 1 u 7Y20 L 2o,n eguat angolinrs u suggns grongnns aoE mont ut c ur amo e de cinus) ues YV ∞ ∞0 Z 2, in 2 egos imotu) i 6 3Z :: v: net dop u cn hups: vec vet do e DD: Dd 1) aen E alo rutirk2.L k + 7 +) X2- XL fusina .v: d i n - k : 1 - x : 20) aliu 3. 4b2. 38 alozy n 1 - Y 2 alo 7V-aV hor 203 1) m o 37 mon 7 Vnv upased id aum 1Sagoe duens at um bso d 3 80) hL nem limonet intivis: uperu ngmerio mbfii6) orgnissoe nb) mgnom osso roe viat. h 10 X onil yoor dgnior unrgra di 7 102 auguone) val in virvugo do purcurs sins atere. rugunnetor + 10 Z not in naeren rug eigacho hugsnn neno 6X Xsi bo) 10 4 v go v +onp atro 20V. L rigguaalo d u a Eminuer v- dh. abo Y B d0+ oop= atro Z atro hurge H Kk 30 + vosik to vo E obo 4 vunt 16) + 1Z 2gu epogo qu) mot nqus Ep: Xp :: v: d exsit c. dh etros vX + v+ Rh + XX + X +2 + 3) eb hG ifsed ven pysae Z15.) _ cidoge) rgna lug eguatio er ti at 20 neque v cum Soquato x po Xy Juvis pir mogns aghars e imos bii monaesohant dus 90 s) E:k. + un mon eiguat linc on L auggas E.k X. + en uro R. X, en ets arto so vur Exiur. ex an nynabo wnn ront . lmos, u Er AP. AY a. EY 2n. 9g v. d:: k: X+ +. alo aohsin apX p Eysrt eu atae 2X Z 1) ae Bit h Z2 Esmis Esat CR 10X ab uos d opser V: d:: k: X + + Lk+ XX + X) 2 + 4 abo 2Z u 1 + ++ XEB+ + :: sitoi Z 26) 1+ p: . dt ). : Ex Y et . V: d :: Ep: xp :: E: X + + -3 aho 3. + abo Y d: 4 L cununr dynnhur vit onuit en ossa non 2B, chrgn eus inga aner pB, en nuor gen n d1 5 Ju 32B. curm yinitur pnmmo ib varvi ymiguo Sorgmum 832qu2 dide nmoi Y3i rugons 3 2 1d 32d2 1d H.d. ngnchar Smerposon eumpnur ps 2 32 anguine 32 ast B D2d2 10 H14 rungusur, munivns arposiem. 6 c cavu vervit 3 un oncm 1h3H1 3its vavo u