data:image/png;base64,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data:image/png;base64,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 day of the week is it? (1.Sunday, 2.Monday,etc...)08Tell me what year it is and I'll tell you if it's a leap year.yearThat is .2trueSo there are days in .2What day of the month is it?(Numerical value)DayOfTheMonthThat .2falseLeapYearhow are you today?

23456717

23456789101112

falseThe corresponding date is .2

111130200211not a leap yeartrue10