cohibere potefi,fig. IV. it.

Prop. 6. Theorema 4. Vnaqu&qua humidi pars, ipsum humorem ad per-pendiculumpremit fig. V. 15».

Prop. 7. Theorema 5. Si fuerint duo corpora aqualia infundo aqu&nua-forum altitudine aqualium , capacitate uero inaqualiut aqua-li potentia Ä fundo insublime per Spartum in Statera subrige -tur y quod fi vero vnum '-vas altero fuerit altius , pro ratione ex-cessus potentia attollens maior requiretur fig % VL 20.

Prop. 8-Theorema 6. Potentia qua ad centrum grauium liquidum impel-lit non inducit vacuum, fig VI /. foL zzl

Experientia pro Vacuo allata discutitur refellitur Lz.

Digressio de Vitrorum Porofitatibus 24.

Regressio ad Materiam 25.

Experimentum. MonBrans Aquam Elementarem Mercurio inejfe % 6»

Prop. A. Vnde nam fiat quod non modo aquased Qf corporasolida in subii -me attollantur y suspensa teneantur 30.

Experimentum i. 3 0.

Experimentum 2. fig-VHU - HI.

Experimentum 3 . ' ibid .

Experimentum 4* 32.

Experimentum S . ibid»

Discursus Codefridi Aloyfij K.inneri y "Matura a metu *vacui r vi?idicansyre*cenfit aquesupra molimina aliter demon Urans fig. IX.&X, 3 4.

Prpp. i o. Problema 2. ^ descensus alterius liquidi ascensum cau-

^ \ fi*h' XL .... Z9.

Prop. Ii. Theorema 7. Aquaiuri suo relißa iuxta mensuram fui per-

- pendiculiinsublime attollitur figiXII, */.

NO V Mi' ET A MANIORIS

. , DE FONTIBVS PHILOSOPHIA

r’j _P ARS S E C V N D A-, De Vari« fontium classibus, & Ideis.

„ * > " /• # n

^..:,Pr^ogium : ^ r ^.vy-x-. ^ .. * /^* 45 v

Prop. 1. Problema 1 • . -Ckpfidram Hydrofiaticamconfiruerp

Prop. 2, Problem^!* v.. pressione incumbentisaqusconfiruere^ 4/>'f

Fons