data:image/png;base64,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

23456717

23456789101112

falseThe corresponding date is .2

data:image/png;base64,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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