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.1581255,29,0,11pt: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)
the code makes a pinwheel with the amount of branches the user inputs