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