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:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)
25500pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)
0.30.70.6pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)
pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)
902-290