data:image/png;base64,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 reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext

The sum of all the numbers are 2

The average of the set numbers is 2

index1true

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AD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC000000000