data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==What's your expense(s)?Are you done?NoYour total income is2

Your total expense is1

40,60800800