data:image/png;base64,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

21index1You have even numbers in your list2

The sum of your list is 2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==2,2,2,2,2,2670122