data:image/png;base64,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

Iteration of ProcedureName of procedure: sum_numbers Parameter: List

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==sum

The total value of the numbers in your list is 10330