data:image/png;base64,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

list_of_nums gets passed to this procedure

This goes through the list and does a running total

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==sum

Here is where my student made procedure "sum_numbers" is called by the main program.The sum of the numbers in your list is 10The total value of your numbers is: 10000