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

pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255) 25500

pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1) 0.30.70.6

pt: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) 0