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Show 220 CapJS. Dc Ration': Animahum . 10. AL. BORELLI DE MOTV ANIMALIVM. 22 l ad horizontem , ac fi 3; filo GD retineretur: igirur grauc ABC Cap.18- Primo, F1 in part8 C obtufi anguli_ GVS addatur De "my inm'xum {upcr V,quiefcct immotum. A: ahud corpus D, in vt amborum grauxum ABC, 86 D ncI_An1_ {1 angulus GVR fuerit acutus , ncccfl'ario ABC rucr ccntrum communis granitatls O,I€cet reétam GD,1n_,rm31umvcrfus R; duéfa GX perpendiculari ad RS, cadctpun- rarionc rcciproca pondcrun} corumdom 5 S‘ECX 0 F011" {tum X inter V , 85 R . Et quia gra ue AB fulciruri iunda 0V : haze, inquam, 11 perpendlcularls fuea‘lt ad vcé‘tc inclinato GC circa cenrrumwe l FulcimenmmV; RS)procul dubio grauia ABC , 85 D qulcfcent m taSc nifils grauitatis cius excrcctur per cularcm ad horizontcm RS .- ergo CX3pcrpcndiw- Iifirufitvocabitur OV linea PROPENSIONIS.an ex rindc CINE graue AB fulciatur £1 vcf mechanicis pc- propcnfio grauium fit pcrlincam pcrpcndicularcnu tc . ac {i innixus Fuiffet filper planum GH, inclinato GC, ad horizonralcm RS . pcrpcndicularc Sccundo, abfquc additionc noui pondcns, ruma ad GC , quod planum GH cfl inclinatu m ad horizon- impediri potct'ci‘, fi rotunda portio BC cxtcndatur tale planum RS : ergo graue AB b Tnb.xe. deorsiun in tali inclinato plano conneceflario labetur inlongum ad inflar brachij humam cxporrcétf , vt Fig. 10. flitutu déque ncccfllu‘ic‘) vna cum vefle GC Hedi m; prom. centrum grauitatis portionis BC tranfporteturan D, ctur, & ca- Iongifisapunc'm G g quam prius fuel-at; 85 promdo det graue AB vcrfus X . commune ccntrum grauitatis figurx elongatze ABC, ch vcra flmt , quando corpus gmu c tang itpa ficO in CV perpendiculari , fen linea propcnfioms, vt uimentum in vnico pum‘to V 3 at (i coutaéius fuerir 21m- in priori cafix cxtitcrat . plus occupans fpatium VT, tunc gra _ _ uc varié difpofi Tern?) , non alterata figura corporis AB C, prxcapr tum quiefcerc potcfl , dum perpendicula ris acc‘ntroG tiumimpcdiri poterit C, addito fulcro XZ , quod ad planum horizontalc edué‘ta cu 11- c 1123.10. , cadit intro. fpatfumJ um innixionis GV conflituat triangulum contacftus VT . Sed ruet fubitc‘), pofl GVX a. & Fig. II. quam perpendi- Perpendicularis GT, ex centro grauitatis G cadat up cularis CX cadit extra coutaé‘tu m VT . ahquod punétfi T, interceptfi inter puné‘ta X , 85 V ipfius bafis XV . P R O P O S. CXXXIII. Quyot modis impediri pofl'it ruina corporis grauis folo mmx: , cuius linca innixionis inclinata fit ad honzontale planum . Talmo. Fig.9. IO. 1 I. Sit grauc ABC 3 : cuius linca innixionis GV edu- c'l'a ex ccnrro granitatis eius G ad contafium pauimCfl' tiV: eflkiat cum horizomali RS angulum acutunv GVR " impedin‘ quidem poterit cius ruina . . \ Prlmo: P R O P O S. CXXXIV. LOrporis humani in direftum extenfi , centrum graux~ Ian's inter natcs, & pub1m cmlht . Tab. 10. F131 2. Extcnfo hominc nudo {uper tabulam planam ABai n ("‘3 mC'dl'Ofilppofiu' cunefi priflnaticum ED trfallggllam" "d ifUlcit‘mdfi. tabulam AB perpendxculantey In» ems |