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[datetime]: Remove the definition of EPOCH
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@@ -5,13 +5,11 @@ Type representing a mononotic day number corresponding to a date.
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Ordinal 1 = Midnight Monday, January 1, 1 A.D. (Gregorian)
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| Midnight Monday, January 3, 1 A.D. (Julian)
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Every other ordinal counts days forwards, starting from the above date.
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*/
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Ordinal :: i64
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/*
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*/
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EPOCH :: Ordinal(1)
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/*
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Minimum valid value for date.
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@@ -98,7 +98,7 @@ This procedure takes the value of an ordinal and returns the day of week for
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that ordinal.
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*/
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day_of_week :: proc "contextless" (ordinal: Ordinal) -> (day: Weekday) {
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return Weekday((ordinal - EPOCH + 1) %% 7)
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return Weekday(ordinal %% 7)
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}
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/*
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@@ -349,8 +349,7 @@ the result is unspecified.
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unsafe_date_to_ordinal :: proc "contextless" (date: Date) -> (ordinal: Ordinal) {
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year_minus_one := date.year - 1
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// Day before epoch
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ordinal = EPOCH - 1
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ordinal = 0
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// Add non-leap days
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ordinal += 365 * year_minus_one
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@@ -382,17 +381,17 @@ This procedure returns the year and the day of the year of a given ordinal.
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Of the ordinal is outside of its valid range, the result is unspecified.
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*/
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unsafe_ordinal_to_year :: proc "contextless" (ordinal: Ordinal) -> (year: i64, day_ordinal: i64) {
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// Days after epoch
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d0 := ordinal - EPOCH
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// Correct for leap year cycle starting at day 1.
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d0 := ordinal - 1
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// Number of 400-year cycles and remainder
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n400, d1 := divmod(d0, 146097)
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n400, d1 := divmod(d0, 365*400 + 100 - 3)
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// Number of 100-year cycles and remainder
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n100, d2 := divmod(d1, 36524)
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n100, d2 := divmod(d1, 365*100 + 25 - 1)
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// Number of 4-year cycles and remainder
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n4, d3 := divmod(d2, 1461)
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n4, d3 := divmod(d2, 365*4 + 1)
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// Number of remaining days
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n1, d4 := divmod(d3, 365)
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