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-2000i-5050-200-133i-5050pt: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)
128128128