data:image/png;base64,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:image/png;base64,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

23456717

23456789101112

falseThe corresponding date is .2

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

81131200216not a leap yeartrue3650