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Show D'S STATlCtS EXPERIMENTIS (t 1 t ~ter~ fo!lem in fomo , claudcn~ ~~tntum p~nderare ~ ~reK e ::;fo.uern implcbz~:quem ut aercm pondc .&erem expr:M,aperr.en ~focer~ uter (Umu~ an aer lcuior., 0' quanto rar_e poter_r-s,C7 ~errcu~rfcs !7 ex motu fomi fhUatis aqucu clcp[Ydr•. lcuLOY·C7 tta de ~et~. ~ J~' fiillatU itidcm aqu~t clepfydr£ grauilcut guttUC7 motuzgnMJt'r,um • ~mconiellare.Etqu~tdicimu.sdcclcp, tatem ignis {uper fomfoum ~ l~ertent.ari hO rfent her clep[ydr M drtnd• . t ·1 bzw rte me uu r w r- . r, · fydrr-saqua ' 1 • ct'l' 4 unoforammUmcatum1ummttate, les foCi a-s ex uitr~ aut.r r: fo~7o qui clauderem r cera aut drgito u{q; f7 uno anguj!o &n uaJ ~eru peri~ula effetlt fo.cienda. Tunc apem~do. 4td momentum ~uo po ~uentem ~~trenam tempore motu.s leurum 4tnguflum fUndr me~trms, ~ do fi arena ut aqua pondrrarctur, ex 4tUtgrauiuminpduzm recrpren , nderafatUpropin~uaconidiui ponde;e aren£ ad arcnam, rer~ ~~ibru ingenqs per diucrfitatemfi:a ra cogno{cerentur .lit ficfJiut [up~ ~ .. r,·t·t-~ dft' anu£ uenaripo!Jet, a/1; guratum,aer.. l!.S P"'duspo etcome"'" · "~ '1 d · 0 r. . 't.u PHILO. Audiu1quo dtllln• ~; a um uarra capacr W> • • A . econuer,o,.gur r .... arU ro{UnditJ.tcmuenarl. MECH ~ Pro fUndi= ftrumcnto uoluifle nonuUos m d . ftar.lun£ oClo dicrum:ita tame quod tM. cum plumbo fieret fDrm~o a:; aliud lcuius,(7 in leuiori p~mum ~ut cornu: unum fit ponderoJ IUS, ndtttur uod plwmbo in fondu pomum ~liud lcue talijnf!rumcnto :!!:rofiori p~rte tcrram tangente,(J fe {lc. trabente,cr przmo cump d cornu lzberatum fur[um rcuertdtur, fuccef?!Ueinclm.tntc:pomzr b~ cr pomuminaltaaquanottepro• babita [cientia per ~mzlc P um um um a u£ ex clep[ydra;. tempore fUnditdtU. nam ex d!Ucr{itatefipon~e~omi ~~ diucr [is aquu fcitur qr~· proieClionU plumbz !7 rcu~r to~~ odU profondttatemaquarr~~rn I fitum. PH J L o. Crc~~t ~lr ~a IJS: uelocittU mottU naui1 cotlY"fi' VdocitM • uefiigari pc ffc • Sed drcato.n~n:;:r~ pH I L 0 • Scilicet per prordtzo• potcrit!ME CH A. Vt,quop flo. ~qu~texclepfydraquou{qu~ l (; dra nempomiinaquamexprora,.e:?" uxum arationepodcrumaqu£un~ ' tp Y . pomum ad puppim pcrucnrrzt,at:::,:p aut alio modo [ctliet·t per t~!c f7 alto tempore • ~ E C H :A • Im . , d [a itt am c'itiu.se:r tctrduu !:~ft~. haUifi£ ui[Jr1 a~~nder~ ':a ~~egu;:i~:~i= :iriU !r,uum c;r baa:,: ,mna~~ac ep,~ ~· . .- ~ · · . • D I A L 0 G V !. 'Viilttur proportionaliter inquiri po!Je,per fiuxum ttqt~ tx clepfydrl .,b co punClo temports quo fagitta diamctraliter [Hr[um mittitur & rtu"tttur ad terr~m, ita quod in riiUerfrs btAUifiu ~tquali.f fit [agittaf "''- .I ME CH A. Vi.fballtftarum,bombard.trum,immo(7 ucntorumuola Bo"a~w.e. mmauium/ic a curfuum hominum, a ctnimalium atq; utrium, & Vmtt. quicquidftmzle did potcfl:t:oniecruralztcr cxfl..ttids cxpcrimenth tttq; Vol~tt-r. ' fluxu dqu~t ex clep (ydra poterit inucftigari. P H 1 L 0 s. Q}!omodo Ctt~ '"· fortitudo he minis [czctur'~ M E C H A • V 1debts quantum ponderts in Ro ~r • 'lilance una,pofitus homo per attratliencm ctltcrilU u&cu~t bilancis ad ForutfdGo tqu~tlztatcm./eu~Are pofllt • deindc huitu bomilf'ts ·pondtu de pond ere eltUdto defolcabts, quod [upercfl ex grauitate, fortitudini-s bominis .. f'roportionatur. P HI L 9.Sic etiam jpiritm bomini-s pondmtri pofo Sptrltw. fet.M E C .H A. A.liud ~fl pond.m b~~ints at~rahentis ~ tfne~tU a~ beUtum,altud cxptrantu,& almd utm, (7ttlmd mortm: e::r /ictn omna 6tu •nimaltbtu'. Vnde pulchrum e!Jet hM diffrrentia.s babrre annota• tM in diuerfts animalzbcu,(7 diuerfis homittibcu, et diuerfis hominum tt«tib~:ut ad pondcu fPirituwm uitaltu conidtura a[cendcre {'offet. PH I L 0. Nonne calor em e:7 frigus,{tccitatem & humiditatem tern= ca.1 o t'• poru,poffcmus tali modo uena~i! ME c H A. Po/fe~ru certc. Nam fi . FrtgtU. notautris pondm aqu£ tempore gelu ante congelatzonem cr poft,ua= riumreperics. glaciem enim cum uideM [upra a quam natare,[cts cam d!"" l~uiortm. unde ficundum frtjOris intenfttatem. maior cfl ronde ris uariatio,Sic ctiam fi tempore calorh aquam expo(uerU airt,pon= Gltfecuntlum tempus uariatur. Aut fi lignum uiridc pOderaucrU,& po/lttmpJU .diquot eius pond1u mut a tum rep~rrr ts,cogno[ces ex hoc f"goris (7 calor is exccfTum .fie (7 bumiditatU (!J' /iccitatts. PH I L• 0 . Nonne cr tempus diei ponderari fie potcfl t ME c H A.' Si a quam ex let. ckppdrl( ab ortu ad or tum folh uperU e:7 ponderau~rh,iterum flue re alia die ab ortu ~crts, ex proportion~ ponder is efflux~ ttqu~t ad (frimum pond us boram (7 tempus diei (eire poteri-5. PH I L 0. Ferte A trmpru anni. ME c H A • Immo fi per annum ab ortu ad oc-cafum ptr ttntH. dtp{1drdm omnium dierttm not am fignarurts , potrrU (7 dicmnten~ ~ C1boram dieiconiefluraliter per ftauramJetr. pcr r:tttinger~ .licet s 3. diebut |
