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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)
151-1154180-1774