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    < p > U n t e a m d i f i s i c i a t o m i c i p o l a c c h i s t a s t u d i a n d o d e l l e n u o v e t e c n i c h e p e r r i u s c i r e a r i p r i s t i n a r e i c o l o r i o r i g i n a l i d e g l i a f f r e s c h i e g i z i c h e , a d o g g i , s o n o o v v i a m e n t e m o l t o d i v e r s i d a c o m e e r a n o i n o r i g i n e . A l o r o s t e s s o d i r e , n o n c ‘ & e g r a v e ; a l c u n a c e r t e z z a d i r i u s c i t a , p e r & o g r a v e ; , t a n t o v a l e p r o v a r c i ! S p e r i a m o ! < / p > < p > Q u e s t o l ‘ a r t i c o l o : < / p > < p > h t t p : / / e n . n a u k a w p o l s c e . p l / p a l i o / h t m l . r u n ? _ I n s t a n c e = c m s _ n a u k a p l . p a p . p l & a m p ; _ P a g e I D = 1 & a m p ; s = s z a b l o n . d e p e s z a & a m p ; d z = a r c h e o l o g y & a m p ; d e p = 6 6 4 3 5 & a m p ; d a t a = & a m p ; l a n g = E N & a m p ; _ C h e c k S u m = – 2 0 2 8 1 3 2 8 2 4 < / p >

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