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 yearyearThat is 2trueso there are days in 2now tell me what day of the month it isDayOfTheMonthThat 2falseokay, now give me another yearyearLeapYear201113120245a leap yeartrue322