data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==What number day of the weekis it?07Tell me what year it is and I'll tell you i it is a leap year. yearThat is ,2So there are days in .2Now tell me what day of the month it is.dayofthemonthThat .2falseOk, now give me another year.yearleapyear20day of week2day of week3day of week4day of week5day of week6day of week7month2month3month4month5month6month7month8month9month10month11month1223000000Monday