data:image/png;base64,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:image/png;base64,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pt: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)
2025000013902204004004001802090707903090309060656318020907255,253,250,1100-1902025000013902204004004001802090707903090309060805418027906