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4002022000240714015105-635-30344154-535-30455-545pt: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