[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 176
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: 0.89.
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The machine reads it as
- IP
- CV LV S
- Hatot Lquidiltans CF: iunetaGue AF, cOnCUr.
- rat cum DB, producta in F. quoniam parallela
- TUnE CF, DF, cric angulus AFC anguto AF D
- aequalis: scd AFC aequalis ponitur angulo le
- ementi AE B; igicur cOnCUrIUS A V. cum DB
- producta, Acin perimerro circuli A F B: Rurlum
- quia xoncingens est FD, cidemque aequidistar
- CF, crunc legmenta B F, B C x qualla, ac proin.
- de iunctx FB, BC, quoqueinter (C Cquales. vn-
- de similia sunc, de xqualia exiansula F L. B, BDC,
- id eoque F B aequalis BD.
- Terrio, recta E D circulum non contingae su-
- pex basi AC crectum, led intersecet in. pun-
- eto quodam C. scque F. D aequidistans AC. dico
- F C, BDlineas aeguari. cum enim P D, A C aequi-
- distenE, CrUnE, AG, B C arcus adooque _ subien-
- (x aequales: vnde e anguli C A C, BC A equa-
- les sunc, rei ee anguliillis alcernarim posiciF ( A,
- DBC; quocirea limilia lune e xqualia criangula
- E AC, BDC; _ recta P. C, ipA BD aequalis.
- Ouarco, quod si recta F D per B ductaoc.
- CUEreNS PerimeEro A B C in C, non aequidi.
- AECE A C, duCaEUE A F parallela F D, de ducta
- C F, OCCUTTAE F B, producte in D. quoniam
- DaraIICLA TUNC F D, AF, CxIE A F C angulus
- angulo EDC equalis: led AF C equatuE an.
- sulo seomenci BD C expositione, isitur D in
- perimetro eA circuli BD C; ec quia xequidistane
- E. D, AF CrUnCarCUS A C, BF, Xquales, adeo-
- que e subcense A C, BF. cumque x qua les sine
- anguli GAF, BF A, equalibus arcubus insi-
- Rences, crunc de anguli F C A, DBF quoque x.
- quales; sune insuper aequales anguli AF. C
- BD F, ob segmenca similia; igirur criangula (i-
- milia sunc de xqualia A F G, BDE; inde e tinex L G, BD, equales.
- Ouinco cadar B verrex crianouli A B C: in-
- cra aream circuli supra baum crianguli deleri-
- pri: _ primo recta F. II P er apice B cranhens.
- baleriansuli nOn OCCUrEAE. duCatuF C F aequi
- distans F FT, dOnec. COnGeNIAE CUM AF pEO-
- ducta in B. Ostendecur rei priuspunctum P in
- Perimetro cAe circuli AE B, _ FF D, CTIC
- criangula, 2dcoque de lacera F. D, CHL incer (0
- aequari. Secundo recta per apice B acta, OCcur.
- racbali criansuli: quo calu demonstrandum
- elt linem F. B, lCaE C. EI aequalem ese. uoniam
- H LL per B ducta occurric basi crianguli A C; vel alce.
- Cum Circulorum ontinsic in B, (quo CalU APBAFCE ED,
- CFI, aequales eNe: cum FHIC, AD E criangulataci.
- le ex dacis ostendancur aequalia.) vel verumque circu
- lorum super laceribus crianguli AB C descriptorum
- secat in C ex F. circulu aucem luper bah Factu, in D, 8
- HI; quo cali ducaTUT Cx A per C, linca AC F, lung acur-
- que puncta F C, CF, FFI, CD; angulus AG B vna
- cum ansulo segmenci AIB. axequalis est duobus rectisi
- ed angulo ATU a caiS est anpulus A F C ex hypocheli, et angulo AC. B xqua
- is s s t t e ut b sati sa e eee t t est tet t st s e p peta nte et a p
Cite
[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 176. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0233?run=74