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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)
902-2904002022000240714015105-635-30344154-535-30