Synopsis Geometrica, fol. 180
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: 0.78.
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The machine reads it as
- 18C
- Synopsis
- AD SB A; Parimodo sic A Oaquale d
- D dico dimidiam peripheria ACD esse
- minorem dimidia A y o, quia vero,
- adt A C3 ita haec ad A. eAque AC me.
- dia proportionalis, quae bis lumpra
- Temper mminor est duabus exrremis limul
- Cumpeis; sic enim re Y = maior, 3d b,
- ita x 8, vel s Y, aequalis, ad sy, bis
- inedia Continet x B ec s Y, extrema
- continent Y a co; led ve Y r ad d B, ita
- Vc ad obisitur ve V x maior r B, itay
- co vels ninor c8; igitur lumma ex
- Ycomaior eAt lumma ex Y 5 v, 8.
- 3. Cubus de omnia parallelipipeda
- Tune huius classis; sE quadratum MI N,
- ductum praedicto mocu in. C. S aequalem
- CM, vel quadratum GR ductum in
- Cmt, sionic cubum OL; sic rectangulum
- MK ductu in CS gignie parallelipipedii
- SP;itE PNI ductII IA NVK; quod auFEPK
- tic xequale, parallelipipedo obliquo, leu
- Icaleno P Z ductis parallelis FIX, PV,
- item IT, L. Z, cum V T, X Z paral
- Telis PP, IIL, item V X, F Z, paral.
- delis PHI, IL; nempe ve rectangulum
- R K eraducitur directo moru in V L,
- ica e reliqua; acque adeo omnian d ea
- demiisicur P Z est xquale P K; igitue
- habecur.
- risura
- FigBra.
- tdd
- N
- di
- O
- 8
- et
- Ct
- di
- d
Cite
Synopsis Geometrica, fol. 180. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0200?run=74