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IAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Fix the custom Smallest block so it will report the smallest value. Test it with both lists by clicking each!4,10,11,4,641,2,3,4,5,6,71127