De Locis Solidis Secunda Divinatio Geometrica, fol. 98
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: 0.86.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- VINCENLIL VIVLNT DE LOC
- tem verricis seca O aguis seecto, qua in prima figura incidet
- in Parabolx verricem B, in secunda intra, in TertA VerO extrA Sectio.
- nem cadet (ex FIyporhesi): in omnibus vero per L Cic ordinata F O
- super quam ex P lumantur verinque PF, PO, viraque POtenS rectangu
- lun sub OT, TD Segmentis axis trianguli circumscripei, (quas LF, I9.
- in prima, de sccunda figura, aequales esse minimo ramo ducibili ex O ad
- Parabolam inferius demonstrabitur) a CenrO L, cum Cemiaxibus Tran(.
- verHS TF, IO descripea concipiantur Sectiones oppositxe aequilaterae L. I.
- OV. Dico has in punctis cancium A, C. Parabolam continsere, iplit
- rumque convexa esse Limites propoluos.
- 08
- S SOLIDIS
- cuius avis DO; ab orisine aurem O sumatur super aem O D ad par-
- Top. 1.hu
- OD, SecA CADD n mpet ostendimus, ergo OL eo minoc
- exit ipsa OD, led OB Posica est minor OL, ergo punctum L in hac ter-
- tia fioura necessario cadie inter B Parabolx verricem, de D verricem erian.
- suli circumleripei; in prima vero, ve monicum fuie, cadic in ipsum B.
- de in secunda intra B, ita ve in singulis ordinata ex Y secet omnino lae
- rales
- Schor.
- Tam. Prito, ea S, quuI semiordinata O A infr2 Focum L
- Sie minor 2 quam dupla segmenti axis OB, et axis OD duplus sic ciul
- dem OB, ob tangente e iaOD, sed quadra
- 1S
- B 1C. BA
- Conit.
- tum AO aequatur b rectansulo lub OB in rectum latus, hempe in du
- plam OL, BC eA rectangulo lub dupla B, hec en sub OD in iplam
- OIC quod pari modo ostenditur in reliquis feuris) ergo AO media
- proporrionalis eA inter OD, OI; ideoque IO ad O A es vi O A ad
Cite
De Locis Solidis Secunda Divinatio Geometrica, fol. 98. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/898203430:0126?run=74