data:image/png;base64,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

Paramter and Name of prcedure

iteration

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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCsum

Inside the blockThe total value of the numbers in your list is 10output00