Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 128r
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: 0.81.
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The machine reads it as
- si quadratum ficit ex numero indefinito ot fre + d+ et bta
- erit tale.- a
- ha qu fa ea da ca ba X aa
- t e
- 9
- fb eb db 6
- CdC X CC
- dd
- X bb
- S rga rfa rea 2da 2ca 2ba a
- 2fb 2b 2d 2cb b
- rec 2dc C
- Sepemamus jam ee dd ec ac
- 51 50 4 40 31 20
- ma sla Ra ha ea fa ea da ca
- Uo ob leb eb db cb
- RC hC ge zc ec
- hd 9d
- ge fe
- sd ed
- ab period. 0001 bc 040e12 cd 0804b4
- C = OVIY d = DErI2Y. Erit Cd = O2Y OrIY
- orsti6
- ac = 04(01)2 bd = 08(0212)2 CC = s (0414)2 generalit OYIY in ~Ar IY
- C =OYIY C = 0ArI 4Y Ergo ce = 09r (OrIY) 2
- ad = 08(01) 4 be = 016 (O212)_ sit C = orir f Drf
- 1
- sit C = orir erit f- B8rIBY. Ergo CF = O8r (Or 1r) 4
- t quaeritur bf, sit b = Ortr. f= D er ler fit bf = O er (OrIr) e
- e numerus qui duplicatus ex numero notarum similium prioris, facit nume muttieum
- multiplica
- multiplicando numerum notarum similium posterioris
- ab= (1 oro1) ac = 04 (01) 2
- ea = O. s(O1) 8
- db= d8(0212)2
- db 61 (1) O112)
- da = 68(01) 4 ea - 616(01)8
- Cb. 04(0212) db 08(0212)2
- 6402l2 81)26112
- c + b + a
- c + b F a
- ae ab a
- b ba
- a est periodus 01
- 001 1velo212
- 04 14
- 0
- 016 116
- 632 132
- sebude
- fa = 32V1) 16
- eb = Dib (V2124 dC (0212) O2 12 1222) ed,
- ebrCd
- cb) ( (O D) (12) 1O11
- De = 18 (0+14)1.
- OHLILL3
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 128r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068197:0255?run=74