Synopsis Geometrica, fol. 103
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: 0.84.
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The machine reads it as
- S,VeD
- LBad
- AerOI
- ratio.
- ad C,
- L dII.
- C B
- lP. d
- adB;
- ejul
- CMa
- qua
- 1C d
- qu
- Geometrica.
- que mulciplicibus, CHIM AD, tMX C F,
- vel allumpea A e C parte qualibce
- aliquota eiuldem denominationis, iter
- aliquora C e Peiuldem quidem deno-
- nominationis, licet diverla a priores
- nec eniiri hiabemus sionum extrinlecum
- quodpiam, vel locum, unde melius con-
- Aec 4. quanciraces elle proportionales,
- Quanquam stance praedictarum propor-
- tionum coniugatione, leu connexione
- in sex terminis, feri non porelt, quin
- semper eadem lu proporrio vel rarionis
- Similicudo Aad C, d D ad P.
- VII. Eereridens in Schemare conne-
- riones illas necellarias ratiorum sIC A.
- Listo
- ad B, VE F ad F, _ B ad C; Ve, D ad Es 29.
- prima connexio est rationis A ad P, 8
- B ad F; quae est alterna; item B ad D, 8E
- C ad E; quae est etiam alcerna; irem A
- 3d C, e D ad P; ac derrium A ad D ∞
- C ad F. i enim quatuor exeremae hincin
- de bina lune proportionales, id eAt, A
- BEFomissis duabus mediis, item qua-
- tuormediae BCDF, quatuor criam
- extremas, id est, AC D F proporcio-
- nales esse, necesse est; _ haec cit perrur-
- bata; in ordinata vero proporcionales
- lune quatuor prima, hinc inde binae; AB
Cite
Synopsis Geometrica, fol. 103. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0123?run=74