Particulas folida conflantes (Implicitate,
1.050
Quo numero vifum e ft, quoque a u d u , quaque figura
Naturx livmmo A rtific i, rerumque Paren ti,
Aptanti rebus primordia qureque cupitis :
Scilicet has aliis compAftas partibus e ffe ,,
Qure non fc punflis , ied totis frontibus apte
1055
Contingant, nullo interfepto prorfus inani;
Infinita ideo corijunfitre vi teneantur,
Et restent avellere fe tentantibus ex tra .
Nulla ergo primx poffint ratione fccari
Pa rticu lx , nunquam molem., aut mutare figu ram , 1060
L I B E R D E C I M U S .
395
„ p lic a tu m . U t iq u e q u a lita te s
,, ipfas fu n t tn a n irc ftx , e a r u m -
,, q u e c a u f x fo lu m m o d o o c c u l t x .
,, Q u a lit a t u m o c c u lta r u m n o m e n
3, in d id e ru n t A r ifto tc lic i , n o n
3, q u a lita tib u s m a n ifc flis , fe d
,, iftiu fm o d i ta n tu m q u a lita tib u s ,
,, qu as in c o rp o rib u s la te r e ,q u a s -
3, q u e cfle ipfas m a n ife fto r u m e f-
„ f c & u u m ca ufas in c o g n ita s e x i-
,, {lim a b a n t. C u j u s ge n e ris fo r e n t
3, scilicet g r a v ita t is ,a t tr a & io n u m -
„ qu a m a g n c tic a r u m ,
Se
c le e lr ic a .
„ ru m ,fe rm e n ta tio n u m q u e c a u f x ,
,, fiquid em v i r e s , v e l
a d lio n c s
, , hafce cx q u a lita tib u s o r ir i fin g e -
„ rem us nobis in c o g n itis , quae-
„ q u e n a tu ra fu a in e x c o g ita b ile s ,
„
te
e xp loratu im p o flibiles e ffe n t.
3, P h ilo fo p h ix n atu ra lis p r o g r e s -
,, fu m im p e d iu n t iftiu fm o d i q u a -
3, lit a t c s , id c o q u e nuperis te m -
,, poribus r c j c & x fu e ru n t * A ff ir -
,3 m a re lingulas re ru m f p e c i c s ,
3, fpccificis p r x d ita s effe q u a lita -
,, tibus occultis > per q u as c x
3, v im e e r r a m in a g e n d o h a b e a n t ,
„ c c rr o fq u e e ffeffu s in a n ife flo s
, , p r o d u c a n t , h o c
u tiq u e e ft
„ n ih il d ic e re . A t e x p h x n o m c -
,, nis n a tu r x , d u o vel tria d e r iv a .
,, re ge n e ra lia m o tu s p r in c ip ia ;
,,
te
d ein d e exp licare q u e m a d -
,, m o d u m p r o p r ie t a t e s , & a & i o .
„ nes rerum c o rp o re a r u m o in -
, , nitim c x p rincipiis iflis m a n i.
,, feftis c o rffc q u a m iir 3 id v e r o
In
3, m a g n u s effet F a& u s in p h ilo -
3, fo p h ia p ro g rc ffu S je tia m fi p r in -
,3 c ip io ru m i l l o r u m c a u f x n o n -
„ d um effent c o g n i t x . Q u a r e
„ m o tu s p rin cip ia fu p ra dnfta
,, p ro p o n e re n o n d u b i t o , c u m
„ per n a tu ra m u n iv e t fa m illa
„ latifiim e
p a te a n t >
c o r u m -
,3 q u e caufas
e x q u ire n d a s r o
,, l i n q u o .
„ J a m q u id e m , o p e p rin c i-
3, p io r u m ifto r u m , res c o r p o -
,3 rea: u n iv e r f x v id e n tu r c o m p o -
, , fit x fuiffc c x d u ris (o lid isque
„ p articulis fu p r a d ittis , v a rie
in te r fe in p r im a r e r u m fa -
, b r ic a tio n c fo cia tis
* te
c o n
te, ju n c tis , n u tu ,
te
co n filio
3
,
A g e n t is in tc llig e n tis
.
D e c u it
„ e n im c u m , q u i res o m n e s e re .
3, avie , ca rn em d ifp o n c rc q u o '
3
q u e
,
te
in o r d in e m c o llo c a re *
, , Q u x fi Vera re ru m o r ig o fu it -
, , ja m in d ig n u m e rit P h ifo lo p h o ,
„ alias M u n d i c o n d e n d i Rationes
3, e x q u ire re , v el c o m m in is c i ,
„ q u e m a d m o d u m e C h a o p e r m e .
,, ras leges N a t u r x M u n d u s u n i-
3, versus oriri p o t u e r it ; q u a m v is ,
„ fo r m a tu s c u m fit , p o ffit is
3, ja m p er iftas le g e s in
m u i-
„ ta
q u id e m
faecula p e r d u r a
r i re , > •
E t q u id e m . q u o d ad c o h x f io
n e m
p e r tin e t ,
h ic p r o p o n it
N o f t e r N e w t o h i t h e o r ia m c irca
d iv e rfo s p a r t ic u la r u m o r d i n e ,
