data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=

The values were made positive

These are the even numbers in the list

01,1,1,1,1,10