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# Title: Ps. 2 (shelfmarks Leibn. Marg. 178, Stück 2; Leibn. Marg. 178)
# Folio 216, page id 175906937X:0240
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=175906937X&page=240
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 39 lines, status machine
# Lines: 39 recognised, mean confidence 0.87
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

216
F F E M. L U R V A R u M
OA, Sive recta AR, bali P B, ansulusque DO A, id est P RA.
per 27 pri anguloTTP B aequalis; ac propterea  recta P B ipli R A paral-
MI.
lela. Flinc cum eriangulorum R A P _ BP A laterAR A, AP19-
teribus BP, P A circa aequales angulos, nempe rectos, utrumque
2per 4pri- Verique sine aequalia: erit de = balis AB bali P R, Peu descri-
mi.
benti TV, angulusque AR P anguloP B A aequalis. OVocirCA
ee circulus diametro AB descriptus (qui quidem, ob angulos
ACB, A P B rectos, AC A B P, A R P aequales, per puncta C,
 per con- P 3, X R + tran(IC) circulo TR V aequalis erit. EInde cum an-
Versam 31
terrii.
suliPBC, BPR ipsIS PR MI, R PV, uterque utrigue, aqua-
 per con- les sInE, nempe PBC ip(I T R M d, quoniam uterque cum an.
versam 21 gulo P AC seu T AM, binos rectos conttituic, e BP R ip(
terrii.
a pro ca(u Ho. IL adde: ideoque ec hi qui ipsis deinceps FuINE. 5 per 22 tertii. e in casu,
ig. TI uterque angulo P A C seu Y AMI aequalis est per 20 terrii. In calu Ag. IIL uterque
cum ansulo P aC binos rectos constituie, nempe hic per 13 primi, ec ille per 22 tertii. In
casu Fg. IV aequales sune anguli PBC, TR M, quoniam prior cum angulo PA C, potterioe
verocum angulo FV a (qui quidem PAC, TV A aequales (unt per 32 tertii) binos rectos
constituie per 22 tertii. In calu fis. V. TR M sire T AM aequalis est angulo PBC, quia
ucerque cum angulo PAC duos rectos constituit per r3 primi e 20 ac 22 tertii. In calu
tis. V I aequales sune anguli PBC, T RM, quoniam angulus P AC aequalis est ei, qui in
SEBIENEO A V M constitueretur per 32 tertii, quorum quidem prior cum angulo PBC, po.
Eerior vero cum ansulo FRM binos rectos constiruit per 22 tertii.
sit 9. 1
etos consut Per 13 primi,  22 tertii. 2 per 2680 29 terrii.
sit, acque in
6per 2Oter. R F V, propterea quodcse angulo B AR seH LLL VM
casu Aio. YI) LA V aao S e PeO, 6b glales an8l10SL 11B3
vercandem LLL, Tam peripheriae lB, l R, quamcarum lubcenlae, nem-
De
ec32tertii.
In casibus
S8. IV _E V cam an guluSBPR SCUBAR, quam anpulus K T V cum angulo R AV duosre.