Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 319v
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: 0.79.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 318r); this page is its left half.
The machine reads it as
- 100 105 - 100.
- lod
- s
- 1000 Eooc
- 100 10000 1000000
- 100. et = - = 1 + 001 + 000eI + 4000051 + 00000ral + 00000 000VOI 400000V00V0VOI
- 100-1 (00 -2 1c-3
- 100 2 = =- = 1 + 002 + 000b 4 7 0000008 + 0vo0 av16 + o o0 vr 134 40000000000064
- 100-1
- 0c
- 100
- 1- 100
- 100-3
- 100
- = 2 =
- 12
- etc et
- 100+1
- 10
- 1F003 + c9 +00000D7 +000000VXY 4 00000000243 + 0000000000729
- k et et et
- etc
- etc
- - = 1 - 003 +0000 9 -00000027 +0000uav B1 - 00 v0v050243 +00000000V0 7X)
- 10072 = 17 700
- 100-
- etc
- = 1 = 002 + 0000 4 -500v 400000 16-00000032 40000VV64
- 1100
- 1
- 10013 1 + 700
- etc etc
- et etc etc etc etc etc
- Ergo ((100 + 100 + ete usque ad 100.) + (100 108 + et usqe ad 10
- 100-1 100-2
- 100 -99) N1voF, 100 +2
- etc
- =100 s(= + L + het ud =
- 1c +99)
- 2 3
- erit Se+ Snam funt 199 + sum pueidratorm + Sum biquadr. B + sun. bicub fg + etc
- 10000
- 1000000 106000 100000DWV
- eliduntur autem naturales, cubi, jurdesoludi, seu dignitates impares
- termino
- continuare licet quousus libet, error est minor summa sequente
- Nolatu dignum est series signorum non alternantium, quae fiunt
- 199
- ex alternantibus per elisionem, participare de hac earum commoditate
- ut erpor minor sit termino sequente
- isem est si nro 100 sumatur numerus cquicuaque, ut pro ut scilicet
- su assumuntur tramionii seu recipioci summandi
- procedendum est eousque donec sumna dignitatum exiguam rationem
- habeat ad suum divisrem
- Haec methodus non potest esse utilis, nisi quis tubulam habeat
- pro summis potentiarum aliquousque produxtis Ni faltor Tabula talis
- aliqua est videndum un talis Tabula sit e opere (ergusonis
- + 15 + etc = 2 = (1) + 1
- 1) l 9) + 2, + etc =
- + = + + + = t es = = = 1) +(3)
- 16 64
- vodx
- X
- Ergo 1 - = - +) XY
- seu , - = =
- = 1
- -
- -
- ux + d
- X
- +S
- ab X = 2 usque ad X ultinum naturatem
- CX + dy utdo - X = X+ dY
- quem cunque
- =X+ dx + X+de - XV
- NFd rdo - xFdx = X F (Etdx) - 1 _tde) - x = 2 X vodba
- et du
- av
- +
- Ergo (X + dx) - X = (X + dX) (
- 12 X. M, + 2. C-1. C-2 XC 3+ etc
- sit X = +a _ = et e = 2 fint d (X = 2t 2 d2
- Zd
- Eeti
- 2.
- Z. 2V + 41
- qu (2247d2)
- ei
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 319v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0634?run=74