data:image/png;base64,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31357911
evenUPC246810
ANSWER12
100
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
0,2,7,5,4,1,2,2,5,0,1,3
57100