data:image/png;base64,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

23456717

23456789101112

falseThe corresponding date is .2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==What number day of the week is it?08Tell me what year it is and I'll tell you if it's a leap year.yearThat is .2trueSo there are days in .2Now tell me what day of the month it is.DayOfTheMonthThat .2falseOkay, now give me another year.yearLeapYear2091130200216not a leap yeartrue3650