Synopsis Geometrica, fol. 432
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: 0.82.
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The machine reads it as
- A3
- Opusculum
- BCD SC maius BXD, dimidium liett
- Ecilicet dimidio, exiE torum maius plos
- Coto.
- 32.
- In quadrante Elliplis, cuius maior le- jenlu
- midiameter est dupla minoris, nimirum ius.
- Cemilatus cransuertum, inscribere re- pulis
- etanoulum; ex cuius reuolutione, circa NII
- maiorem Lemidiameerum signarur cxlina sipleo
- drus omniu possibiliu maximus. Sic le- idea
- miparabola AROF, cuiuS FOcuS SIE A, ad pM.
- proinde AF dupla AR; SiC AV dupla VR. ju
- ducta VO,DO, habetur rectanguluma- mil
- Xium A O: Per pFOP. 23. Sic quadrans. IHI
- ellip seos ARIF, SInEDL, TIL; dico, cylin- UW
- deum genicum ab A L, reuolura circa A lide
- F, figura elle omnium possibilium maxi- m
- MIina ve Se habet AR, ad DO, ita sC ha-
- Det genitu ab AR, ad genicum a DL; cr-
- ∞overectangulum AO, ad reliqua recta.
- sula, ita cylindrus gentus ab AL ad reli-
- quos cylindrosierso re rectansulum est
- omnium. Possibiliu maximuiita e cylin-
- drus genitus ab A L omnium possibiliu
- raximus:hinc si sic ellipsis inteora, dupli-
- caca altirudine cxlindri geniti ab AL, ha-
- bebitur cylindrus omnui polsibiliuma
- ximusimanima porro diameter ellipleos
- illa
- uie
- Mlii
- 1d
- it
- 11
- In
- dret
- Illa
- Inle
- Figura
- 12
Cite
Synopsis Geometrica, fol. 432. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0452?run=74