4 4 7
Ipfa ut fin t, cjuorum: pars fcilicct una fub ortum
Verla fit-, occidui fub metas altera fotis.
Undique pundtum unum regiones fpcdat in omnes
Totum , diverfis expers quia partibus extat.
Porro i a fimplicibus fiant ut corpora pundtis
i 8 i *
Extenfa, & nequeant..penetrari plura , fub unum
Nec cogi proin poffc locum conjun&a, neceffe eft,
Vicina ut •nimium pellant fe , vifquc ea poffit
Contradis fpatiis effe infinita, repulfu
Ut pun&i quamcumque refrrenet mobilitatem .
1815
Natura hinc igitur per fe impenetrabilis omnis
Corporea eft, nequeunt quia in unum pun£t.a coire. .
Fons
L I B E R D E C I M U S .
o m n iu m ,
te
evid en s e r i t , c u m
lim item nullas h a b e re p a r t e s ,
fim plicem cllc ,
te
in d iv ilib ilc m .
D u o ejufmodi p u n d a , p.er a liam
fe ftio n e m haberi p o te ru n t alteri
e prioribus p a ra lle lam
> tte
h a b e
bitur clara idea d ifta n tix m a jo
ris , vel' m inoris in te r ca p u n d a .
Sic p u n fti indivifibilis ,
te
in e x -
tcnfi idea a c q u ire tu r per refle
xio n em fupra id eas , m ih i q u i
dem fallaces , q u a s
h a b e m u s
om nes de co n tin u a e x te n fio n e ,
ac
idea d iftan tix e ju fm o d i p u n
ctorum . Pundtis ita c o n ce p tis
adim am us m en te m a te ria m c ir
cum jacentem , c o n c ip ie n d o c a ,
non jam ut a lio ru m lim ites , l e a
ut e n t ia , q u x per fe f u b f i f t a o t .
addemus d ete rm in atio n em
a a
acceflum , v e l rc c e flu m ,
te
qu i-
dem ad reccfium in m in im is d i-
ftantiis , n im ir u m
vires
illas
a te r a & iv a s >
te
r e p u lf iv a s , q u a s
p ro p o fuimus ; c o n ftitu em u s c x
ipfis politis in lim itibus atera-
d i o n i s , & rcpulfionis * tam n o
ftri corporis
m em b ra , q u a m
p orpora , q u x ipfis m em bris o b
jic iu n t u r ,
te
h abebim us id eam
com p le tam c o rp o ru m
eom pofi*.
to ru m e p u n d is realibus 9
io c x -
tenfis *
indivifibilibus ? c o m p o
n entibus m a fias d iv ifib ilc s ,
e x -
t e n f a s , fe n fib ile s . Q u o d fen fus
n o b is im m ed iate n o n e x h ib e n t ,
fupp ed itabit r e f l e x i o .
1 T r a n fit h ic a d im p e n c tr a -
b ilitatcm , q u x e ft a ltera m a t e -
, r ix proprietas g e n e r a l is . E t p r i
m o q u id em cu m in» m in im is d i
ftantiis in m ea th eo ria yirfcs fine
re p u lfiv a ;,
te
iis im m in u tis iu
in fin itum , • e x d e m
a u g e a n tu r
itidem in in fin itum ita , uc p o f
fint elidere q u am cu m q u e v e l o
cita tem u tcum q ue m a g n a m ; p a
tet u tiq u e d uo p u n c t a m a t e r i x
n o n pofle ita ad fe in vicem a c
cedere , ut co ean t ,
te
c o m p c -
n e t r e n t u r .
E t q u id e m h x c v is n e n fo lu m
im p e d it cora pe n e tratio n em b i n o
r u m p u n it o r u m , fed e tiam n i
m iu m a cccfiiim m u tu u m y .u n d e
o ritu r illa im p e n etra b ilita s e tia m
apparens , q u a m in
p le rifq u e
c o rp o rib u s o b fe r v a m u s , & a q u a
fo la id eam im pen etrabilitatis h a u
rim u s p e r fe n fu s . N i m i r u m ,
fc c lu fa o m n i vi r e p u lf iv a , m il
ia u n q u a m h a b e re tu r v ex a c o tu -
p cn ccra tio ullius p u n f i i m a t e r i x
c u m u llo a lio m a t e r ix / p u n ftd *
N a ra p u n ft a m a te rix ju x ta t h e o
ria m i p f a m , u tja lm d c m o n ftr a -
v i m u s , fu n t p u n c ta in d ivifib ilia
te
i n e x t e n k * q u o r u m n q m c ru s ,
u tc u m q u e imm an is u ltra o m n e m
c a p tu m h u n ia n x m entis.,, .debet
