[Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura, fol. 4
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: 0.91.
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The machine reads it as
- que
- CurraRSIY e rectis R2, Y S, S2 comprehensum. Deinde
- Aac uc93 ad53 ica X alcicudo cslindrici ad 3 NI; idem Reri
- supponimus in omnibus aliis rectis spaciiRV S2 recte 2d per
- pendicularibus, ue compleatur spacium PEI se comprehen;
- Cum a curra PHI _ rectis HIS, P 2328: hoc cM incelligo duo
- mixcilinea esse descripta, quorum primihaec est proprieros,
- uc exeius currae puncto quocunque Sin rectum 26 demilla
- perpendiculoris 53 sic aequalis perpendiculari ad curvam 7o
- CD in puncto cransicus g nempe 96. secundi vero haec HE
- Proprieras, ve ex eius currae puncto quocunque Nin rectam
- 26 demissa perpedicularis N5 sic ad alcirudinem cylindrici
- X, re eius pars incercepca in primo mixtilineos z ad eius
- parcem incercepeam a curva daca 93. dico mixtilineum se-
- cundum PH s2 esse aequale superticici exlindricirecti, cuius
- basis est curra daca7oCD, _ alcirudo recta X. Si mixcili-
- neum PHI S2 non est aequale superticiei cylindrici praedicti,
- incer illas erie aliqua differentia, quae sic a planum: explice-
- cur a planum ad rectam Z, sicque lacicudo inde oriens β. du
- Cacur ex puncto7 recta7 A curram 7 D eangens in Puc07,
- ec ex puncto D ducacur recta De curram cansens in pun-
- a0D, Scque recte D e porallella7 v. _ ex punctis 7. D, in
- rectam 26 demirrantur perpendiculares 72, dD; diridatur.
- que recta 2 din tor partes aequales, ut ab extremitace ca-
- rum primae crecta perpendiculari 3 A, excessus cangentis
- abCcillae A supra parallellam ablcistam7 V AC minor recta
- Bhoc enim lemper heri posse manifestum est, si FanGCNS
- A non scperpendicularis recte 2 s, nec curra daca sinuota.
- a dinisionum punctis 2, 3, 4. s exciceneur perpendiculares
- 2P, 3N, 4L, StI curram dacam secances in punctis 7, 9)
- C. D; curram primâ inveneam secances in punctis R, S, T, V,
- e secundam in punctis P, N, LsHI; deinde curram dacam can-
- Sences in punctis 7,9, C, D ducantur rectae 7 A, 9B, CF, D8,
- aproximis perpendicularibuscerminara, sincque recta 78,
- 90,CB, D5, ZP, NK, LC, HI, LM, NO ipsis parcibus aequali.
- bu.
Cite
[Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura, fol. 4. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/834940469:0088?run=74