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