[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 594
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: 0.90.
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The machine reads it as
- 594.
- PAISIC _ TRACFA ZYS IL.
- 0. 45el Tcomenca, axium, BA, CA, dinum C A, DC; id est re guadea-
- Fab. 2. DA, linc applicacE BF, CH, DL; ea applicatarum CA, DC; Ced vi
- BA cA 2dC A, vE quadratum BF.
- ad quadrarum CH; icemque ad
- DA, ve quadracum BE, ad quade2-
- Eig. 46. eum DL; pari modo in Ag, 46. TIE
- Eab. 2. vexcex parabolae E, Segmenta axis
- DE, LF, CF; applicata verd DC,
- LK, CA; CCKEODC, eA ad LF, vE
- guadratum DC, 2d quadrarum LR;
- de ad CF, ve quadearum DC, 2d
- quadracum CA: hoc (uPPONO CX
- geomerria, aur cerre li ageomerra
- es, luppone cancum hanc hguram
- CR A, quae ducatur per extremica-
- ces illarum applicararum, quarum
- quadrata sine re predicta axis segme-
- enta: pracerea cooniraratione appli-
- catx ad Ceomencuaris, inde cognol-
- quadracum CA, ad quadracum DC.
- cicur ditferentia veriulque, ve Patet.
- ita distanicia E C, ad FD, FeC NUM. 2.
- igicur eadem est racio distantiacum,
- Terrio, Suppono, parabolicum
- planum ACC, este Cublelquialre-
- rum rectanguli CF; quod mulei
- Maccenus demonstrarune, inter quos
- Foricellus plures modos huius
- Theoremaris demonstrandi doctis-
- sime expoluic, eso modum Facilem
- peopolui eract. L. l. 2. in quo eriam ha-
- ec relictentiarum; Ced momenta,
- Cune ve relistentiae, permucando,
- Des proporriones omnium Fructoru
- ve jam cencies dictum est; igieur
- momentum aduersus balim D∞, C2-
- plani parabolici ACE, _ AFF.
- tione distantiae CA VEF. D; satione
- FelICtCMEIA VE FC; momencum re
- Fd aduertuS Ba(IM AC, catione di-
- quas consule, ne reperere me c08a5.
- Ouaero, hoc polco. Cc planum
- parabolicum ACE, cuius applicato
- AC, sic muro 2ffixa; sa habeatur
- cancum ratio ponderis appensi, in
- Fi momenca Pune aqualia, aduersis
- omnes bales, hoc Fuse Galileus de-
- Aantix es VE F. C, eatione relisten-
- nonstrar; ego brenirer, e Facilé
- denoncro; sinr bales CA, DC
- EIX VEFD; vides aequalicatem ra-
- tionis compolice, nempe rectan-
- outa TubFC, DG, ec (UbDO, EC.
- anomentum aduersus CA, est ad
- momencum eiu ldem ponderis, ad-
- sunt aequaliz: vis calculos; AEDC,
- Cubdupla DEI; resictencia Cune in
- ratione =. permuta =. distancia
- vero in ratione =. igirus compo-
- Sica eric +. vides aequalicatis rario-
- nem; isicur habira cantum rarione
- ponderis appensi, in P, momenta
- adversus bases DC, C A, Tuneaequa
- lia; idem de aliis balibus demon-
- versus DC, in rarione compolica
- resistenciarum, permucando, de
- Strari porest; igieur pondus appen-
- Cum in F, Facit ae quale momencum,
- distanciarum, non permucando;
- in Cingulis basibus.
- Ouinco, si habeatur rancum ea-
- eio ponderis proprii; CItEA OINE
- pondus appentum, momenea aduer-
- CuS dinertas BaleS, TAINE VE rectan
- gula, lub basibus, ec distanciis,
- vel sub applicaris, et Cagieris; v. 8.
- sincbales, vel applicata, C A, DC3
- sine vero distaneia, vel lagieca, LC,
- ED; dico momentum, aduersus
- Bali C A, CNsC ad momencum, 2d-
- versus balim DC, ve rectangulum
- CF, quod est (aB CE, CA, ad re-
- ctangulum DH, quod eAt (ubDF
- DC; quod Facile probo; quia que
- mmadmodum parabola AE C est Cab
- Sesquialcera rectansuli, P A, ica pa-
- reliscencia sune, in duplicora adviru rabola P.HL., est sublelquialtera
- rectomsula
Cite
[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 594. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/779782283:0680?run=74