data:image/png;base64,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data:image/png;base64,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

013510-1090

1datamapmany

data lists

110i

Quadir Dow and kang lai

kang lai and quadir dow.

401,1,1,1,1,0,0,00,0,0,0,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,10,0,0,0,1,1,1,10,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1