Synopsis Geometrica, fol. 436
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
- A3
- Opusculum
- Etanoulum L. N es omnium postibi-
- lium maximum, est auFeM AC ad AI), vE
- 6. ad latuS quadeari 12. _ ad DE, vE6. ad
- lacus quadrati 24. ica prortus L II ad L
- R VE AE ad AD; _L. M ad HO, ve a Mt
- ad AR: cum aurem, re quadeacum AB ad
- guadratum. DE, id est 3. 2d 2. ica (IC AB,
- ad DInempere quadeacum AC, ad qua-
- dratum LBaequale quadrato C7 F; lcqui.
- tur, AF esse duplam IB: item cum qua-
- dracum LMI Cic ad quadratum IEO VC3.
- 2d 2 exic LM ad LP. rE 3. ad 2. isicur L. I
- dupla PM; ergo requadeatum L. H ad
- quadratum LK, vel PN id cA, 36. ad +2.
- vel 3. ad L. ita LMI ad RNV, vel L P vides,
- quam probecuncta conueniane.
- 38.
- In quolibet rrilineo parabolicoinue
- nire rectansulum inscriptum omnium
- Possibilium maximum: Su lemiparabola
- ABD, axis BA; a trilineUm BCDF; SIEB
- N dupla NE, ducantur NC R; dicore-
- etangulum N R elle omnium pollibi-
- lium maximum; sic enim criangulum BF
- F producatur CN in C; VeDE, adC H,
- ica quadratum P F.ad quadratum II Ci3
- vel genicum ab F P, ad genitum ab N6,
- lactareuolurione circa BFiluncenim co. u
- HUS
- UII
- pre
- E
- de
- Figura
- 14o
Cite
Synopsis Geometrica, fol. 436. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0456?run=74