data:image/png;base64,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data:image/png;base64,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give me a number for the week08give me a year and i'll tell you if it's a leap year or notyearthat's.2truethere's days in .2now tell me what day of the month it is.DayOfTheMonthThat .2falseOkay, now give me another year.yearLeapYear20

23456717

23456789101112

falseThe corresponding date is .2

91130200216not a leap yeartrue3650