Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 88r
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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The machine reads it as
- Et fiet
- iet
- et sa
- t fie
- d
- Sint
- ergo binae aerquationes ad binas literas identificandae
- 20XX + 102 yy + 111yX + 110 aX + 101ay + 10a4 20
- 220 202
- 120 acXX
- 211
- 102 ff XX + 102 afgX F 102
- 11D afXX + 119aagX
- EDH2
- + 11Oaa4X
- 101 aa fX +101
- r10c
- (9- 120aa + 102 ff + 111 af
- pD= 2204a + 202ff + 21 af
- 210
- 201
- Ex aequ. 2
- 200
- 0
- (3
- siat as = fX + ag
- Bossunt abesse 111 101 100
- 220A_XX 4
- 211 201
- nam inqualibet conica tolli possunt
- 102 ff XY titor fgX 12aage
- EII afXX +2II aa9X
- +210 aaaX
- +20l aa FX +201 a044
- Hooaana
- 21102f9+ 111ag + 110aa +101 a L (2) 1029g + 101ag + 100aa
- in
- .202f9 +211 a9+210aa+201 a5. 20299+20lag +200 aa
- WWa +uoaa =vocetm am 2, 102f+111a = ap
- - . per 0 = 0. A compendio
- 211 af + 2109a = . an 2. 202f+211a =9
- Et ob = fiet (ant 49) = (aM+ p9) D sit q = apC
- NI.) + pY
- in 4. 8 pro g simplice in gg substituatur valor, fit 1 4: 8 = cd2 gam C - 102angD + 10, ag4C = 101 agp D Hooaaq
- 4. d
- e
- 101 afg0D - 101 agpDD
- 201 479OC
- vat
- detur nobus valor ipsius g aequandus priori
- = 201 aGpOD AaC Contrahetur Ci 202+102=3027 et ita incaetens
- 200 daq (C = 200 dapc
- t fis (502 mg + 201 g + 100 Raq) OD = (22 mg + 20199+ 200l4) OC + O2ng +IoIgP+ 100ap)DD, Hinc novus
- 100 ad q - 100 aa p DF
- 100 rap.)
- =B. P 202 amg ( - 202 ang5 +201a99 ( - 301 agpD fo- 2odapD
- ipt 102amg D - 102angDD+ oramu DC _ - 20q ango. und
- Hni novus valor ipsius 9 aequandus priori fit (102m + 101 9 (aHC- an D) +500ag(.q+ BD) O = eormt 2oGHMO- qu D) tra q(OW) e
- eon
- lova
- 2oi
- 200 a
- 202l n
- (102n+ 10cP) Ca C am) 4100 +q C ( pD, DD
- videndum an Md = 1 et qB- pD dent destinctiones
- exaequ.L
- 100
- ita separatur diffi
- cultas. 1mo non
- possunt
- itunt sic
- reduci
- amba
Cite
Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 88r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068207:0175?run=74