data:image/png;base64,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data:image/png;base64,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yrowcyrowc1itemxrowcxrowc1item013510-10901datamapmany1data lists11110i22yrowcyrowc1itemthis item tskes the amount of rows and if the row number is odd, it puts row a and if it is even it puts row B it also has how many bricks per row.
Angela Weng
Ruifeng Wu.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)
401,1,1,1,1,0,0,00,0,0,0,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,10,0,0,0,1,1,1,10,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1720501012960