De Locis Solidis Secunda Divinatio Geometrica, fol. 127
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: 0.89.
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The machine reads it as
- ORDINATIONYM CONIC. LIMITIBVS LIB. I.
- Soyperbola ABC. M i guarta neuea clus dis BI. Vellex b
- id Tansuersus axis D B, Centrum C, rectum latus BF, e regulatrix _C.
- Aer HMSS
- Sed hiic praetermissis argumentis ijs, quibus hactenus vsi fuimus in de-
- monstralionibus Prop. 54. 59, _63. huius, lubet idem pro singulis simul
- Coni-lectionibus alia ria, ac ratione ostendere per sequentem rnicam Prop.
- N quacunque Coni. sectione. Limes Ordinationis ra
- morum ab orioine in vertice, est, in Par abola, yper-
- bola (5 Fllipsi oblonea, ad Locum concanum Sectio-
- nis Fyperbolae; sed in Fllipsi prolata ad Locum con-
- cauum alterius Ellipsis, quorum Locorum anis tran-
- suersus aequatur Modulo ex semirecto, centrum cum cen-
- tro coneruit; (5 rectum latus idem est ac datae Sectionis.
- Sto quaecunque Coninsectio ABC, vel Parabola, ve in L. Fgura, vel
- Ellipsis oblonsa, ve in 2. rel prolata ve in 3. vel Hyperbola VE in 4
- niam regularices ILF, C F le lecat in P, et intra cansenrem BL ipla L L.
- B
- tuS BL
- e more eidem axi-
- quarum sie axis BDH, ve
- Derpendiculare; aue in secunda, Terria, _ GuArE, sit BD sua Sectionis
- axis transuertus, in omnibus vero sE regUlaEriX DCFO, _e BHI SE MOdu.
- lus invencus per anoulum lemirectum IIBC ac. in vleima vero cAot cen
- erum data syperbolae de P cencrum Moduli. Dico si per B, circa axem B
- N, cum tanluerso BFI, eodemque recto BF datae Sectionis deseribatur in
- 5. 2. ec 4. Nsura Hy perbola M BO, de in terria EHipsiS MBO, has de
- scripeas Sectiortes das esse circumleripeus, atque elle Limites provs.
- Ducacur in singulis regulatrix FIF L deseriptae Coni-sectionis. Ft quon
- LCBuld
Cite
De Locis Solidis Secunda Divinatio Geometrica, fol. 127. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/898203430:0155?run=74