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

falseOkay, now give me another year.yearLeapYear

91130200216not a leap yeartrue3650