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# Title: Concordia Scientiae Cum Fide, E difficillimis Philosophiae Et Theologiae Scholasticae Quaestionibus Concinnata ... (shelfmarks Leibn. Marg. 183, Stück 1; Leibn. Marg. 183)
# Folio 310, page id 1665034815:0318
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ademe
rolutario-
_ Y B BR OV I N TV S.
detnatione nasci potir. Nam peripheriae pars ea quadlumris exigua,
qua circutus pralto conselie, lacus cs tisurae muleilarerae quam à Deo vet
tactam vel heri posse constat. Traquenon est illiuslareris incerra, sed raca de
detinita a dirina sciencia magnitudo.
5. 32. Ouinetiam haud InUS ex FOIX, quam Sphaerx volutatione
Re ROEX conficitur, nacurx leges in circulis ideoque et sphaeris, a geometrix legi
deducitur.
e Nodus
implica.
cissimus
clare dis
bus discordare. Concesso etenim pertecto circulo peripheriam minimam
aquari maximx, quod ueraque rectis aqualibus coexcensione respondeat,
concedendum. FAO CUEVATUTA POER extima A B in exactam circuli rO.
aimr. cunditacem excisa, inceriorem alcerum C. D communi cenero F. descrip.
tum finsito, qualis esset curratura modioli cui aris inseritur: PUM ex CeN
Ero F rectam educi quae interiori in C, exreriori incidat in puncto A;
perpendiculares vero ad radium quae circulostanganein A, C, ac proin.
de ad invicem parallelas, cum angulosinternosrectos etficiane. Ium sicireu
us A B, iper AF in plano Colido roluretr, o punnu a cenuo ad pla
num reaedeL uniculus parrectae A Fi circumelteut aqud-
lis peripheria circuli A B: Porro eodem momentotemporis quo punctum A
perolucum ridects d planu Cepuccum  enuu i Cecremu
recx C. G quam in aere aut plano Auido discripeam incellisimus, Nam quia
supponicur taccus in F, eric P. F perpendicularis ad F A, ideoque ad paralle-
lam GC, haec circulum ransit in puncto C, de quia anguliad A, e P recti,
parallelae unE AC, FC, itaque A F, C. C latera parallelogrammi oppolica pa
reserune, coexten saisitur de commensa peripheria circuli minoris C. D recta
C O, quxe parest ei quam peripheria majoris aequalem deprehendimus. Ouo-
cunquere rertasnullam eradendirimam inrenies. Fcquid enim allesari pon
cet cur peripheria C D non aque commenta Cir recta C C, quam perspheria
t