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jcbXXdU,7sc%p(!r(KDeV8#U[j!eueBg=:`Vl)Kr2GTE)2AW0j)?-!hX)$-c3@'O8/$ee@gr2! Frattanto Brunelleschi compì viaggi a Roma (dal 1402), studiando con passione i monumenti antichi, non tanto per ricavarne modelli di stile, ma per rintracciare le leggi matematiche e i rapporti proporzionali che li reggono e i procedimenti tecnici e statici che ne permisero la realizzazione. *1oi2aj*Y$:dtaOi8E#qS2US';_r8e$-juMB*@.T90*iN=? In queste due “quadrature” – così le definisce Longhi a causa della totale assenza di figure umane – Giotto insomma dimostra di avere una piena coscienza della prospettiva, prospettiva certamente non ancora matematica – come sarà quella di Brunelleschi e Piero della Francesca – ma profondamente ragionata, tradotta successivamente a mano libera. :eEt]J6TJ0nIRESgrG/%WXG#mS_,k*\+ToKWor_*2(-Zb)IC4kK
6]V/DTL"b>[_0OEc*BmP1sTA)=`5Us1k? 2006. V`e`>]8t3=Q$W*`c=rKcZptZ1Q9R)UM7Na2.AG%8$q6Z0Q9,&m.)_. Google Scholar —. !o08SDd479!&E9@)LUdVa@C,3>k#pZjOq'
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