data:image/png;base64,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

0

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Fix the custom Smallest block so it will report the smallest value. Test it with both lists by clicking each!4,8,3,5,6-144,5,-9,8,23,-14,10274,8,3,5,6008false