data:image/png;base64,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
you guessed odds andevens2your average mistake was2
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==truethat's right2922,7,55,99,77,89,95,91,02,93,92