Francisci Dulaurens Specimina Mathematica Duobus Libris Comprehensa, fol. 80
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: 0.83.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- etiam aequalis LL. L LZ
- ablurdum, (percorol. 3
- 80
- D5, Quo
- CO DeCX
- erpenarcula
- SPECLMENUM MATHEM ATTCORUM
- ale
- UaEUE DF. Ouod est
- )nam recta e Zminor est recta
- Cadhuc ipla net elt. Ouumisitur jun
- uciplomajus sic. Suouesalocendendu.
- vale, necminus esse queat Lo Dg, Cuperest
- du l d de de det et aaaa
- u C
- Si super aliquam rectam duae rectae, ab ejus extremitati
- sitae aequalis. supra quat ita acta ad sas tes
- bas ductae, concurrant; ccbarquo o toa to-
- ductae concurrant, quae lineis supra primam cocuntibus sizit.
- larim aequales sint, cadentia a punctis concursus in subjectas
- ntur inter se, e nominaras subjectas divi-
- dunt in pasaas singulis aequabes.
- D A TU M.
- Sunto duxe aquales IADectx AB _E F F, a quarum
- extremis A, B, L3 l auctX lincx AC, BC, F. G, FC
- sigillatim aequales concurrant ad puncta C eE C, d quibus
- in subjectas cadane Ia CO, e GR.
- Ou AESTTUM.
- Oportet ostendere rum COHT IIO CFR, e ab ipsS plis
- Tubjectas AB, e E F diridiad puncta O, e R in paF-
- ces sixillarim xquales, hoc est rectam AO Hrecte F R,
- _ rectam OB II rectX R F.
- PR APARAFIO.
- lncc alcut Detpectenduma C, Ckim duplum pio-
- ducta ad puncta D, _ FI, icaue puncta OR Kjam SINE
- media rectarum C D, e CtI. Deinde d punctis D et LL
Cite
Francisci Dulaurens Specimina Mathematica Duobus Libris Comprehensa, fol. 80. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1066520976:0100?run=74