data:image/png;base64,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

negative

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==1,2,3,4,5,6,7,8,9,10,1101,2,3,4,5,6,7,8,9,10,1110-5,-4,-3,-2,-1,0,1,2,3,4,52,4,6,8,10