data:image/png;base64,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data:image/png;base64,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47.126.59,0,184,14-220137255,128,174,1439-3328,255,189,14watermelon bquesto è un quadrato2quanti lati ha41144134monkey2 a1806090questo è di nuovo un quadrato ma è blu2 quanti angoli ha?41-13382alonzoquanto misura ogni suo angolo?90 gradi1-102-105dog puppy back50qual'è il nome dei suoi angoli?rettidata:image/png;base64,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