[Ps. 1], fol. 41
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: 0.80.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- dert
- ccaces
- 1
- RCXrC
- HC
- ccent
- aittiei
- a ius
- cruncus
- lincas,
- puncio
- na hoci
- erali.
- cia scire
- nea cu
- aeque Der
- cectam
- eC, la
- nipia al
- _ ellent.
- s
- a
- CL
- itionc
- DCV
- que qua
- eriat
- L ED E R S E C U N D U S.
- 4F
- lum rectangulum PM C invenio ss, quod est quadea-
- rum basis, aequale X x L ~~- 2y + y y, quadratis
- duorum lacerum, hoc est, invenio x D V 55 - v∞
- 2 Vy - 9y, aUC y ∞ ~ = V. 55 = X X. Cujus aequationis
- Opc autero ex xquatione altera, (quae mihui relationem
- explicat, quam puncta currae C P habent ad puncta re
- etx (O) alccrutram e duabus quanticatibus indeter-
- minatis x vel r. Ouod quidem tacile eAt, li ubigue pro
- X POMAU V SS= ~~= ~y - yg, e quadratum LIII-
- indeterminata X; vel y.
- JuS SUIMMX PEO XX,
- ec ejus Cubum PFOKS,
- e ita porro; A fuerie
- x, quam collerere
- limus; aut si fueriey,
- ponendo ejus loco
- 2 V 55 m X X, e
- quadratum, cubum-
- ve, Cc. hujus lum-
- MX, LOCOVY, aUF y3,
- ec. Ita uc inde sem-
- Per restet aequatio,
- in qua non nili una
- habeatUE guanTItaS
- Ouemadmodum si C F cA EIlipsIS, in qua MI A L
- sic segmentum diametri ad quam C V sic ordinatim Exemplum
- hujus Ope-
- adplicata, quodque pro latere recto habeat r; pro rationis in
- tranverlo autem q: Hec per r3rium Theorema mi li- Ellipsi.
- bri Conicorum Apollonii: x X ∞ry - - yy. Vndecol.
- lendoxx, restabits 5- 00 12 2g - yy ∞ry - 173, vel
- + quy
- quy +qu2 -955
- xquale nihilo.
- Praectat
Cite
[Ps. 1], fol. 41. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0063?run=74