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