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# Title: De Locis Solidis Secunda Divinatio Geometrica (shelfmark Leibn. Marg. 151)
# Folio 72, page id 898203430:0100
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=898203430&page=100
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VINCKNTII VIVTAM DE LOCIS SOLIDIS
ad semirectu s s Oppencatum AO, CP. a SeitraMeH LA
dracum lemiordinaex ex L in Elypeibola AO, cieo rectanculum C HIF
ad quodracum E B est VE rectanGUIIIM L A R ad guadracum semiordinatae
ex L, Sed permutando rectangulum G EL F, L A R sunE eequalia, ergo
et quadranim F B quadrato lemiordinatae ex L, sive ip (a F B ipsi lemior-
dinacae aegualis exic. Cuare huiulmodi Fyperbola AO necestario eranlie
Pet Cr; Pariterque C P EraNSIE PeF P,
3. Mudlo. PFATCFCA FCCLanGUIUI C BF ad OM P est vED quadratum BF ad FO,
vel ve quadratum BF act OY, sed permurando est rectangulum, C B F
aequale quaciraio BF, erso, ee rectangulum OM P aequale cA quacrato
L. LIC quacaO E O E) aticudinis normalis M N: hIS itaquE COMIUI.
 2r. primi
BOMIC.
ed lemirectum AK, ica est a rectangulum CL. A, vel L A R ad qua
vd
ni addito quadrato OM, CTUNE rectanGuIa O MI P cum quadrato M O.
sive vnicum quadracum OO, aequale quadratis NO, OM, sivc vnico
quadrato NMI; ac ideo semiordinata O aequalis normali N MI; F. hOC
Temper, ecc. quare convexa huiusmodi oppolitarum Sectionum AO, CP
Tune Limites Ordinationis propolux. Quod erat, dc.
C HI C
dut 
r e e
Pinc, nisi rectum latus inveniendorum Limirum Racuendum (IC, latis
 CTIE CUM CCNETO P PeF VertiCeS A, C, TranVeKI axiS A C, et per
puncta C, F, terminos semirectorum laterum B G, BF datae FllipsiS
oppolitas Sectiones describere A G, C F; nam ip(X exedem CrUNE, ac
illae superiori methodo invena; et demonstracio ab allaca pariim diste.
Fet.
pen
s
esoe e
leu
e(900 (09009
adna  d 
PRO.