feat(ef): the Most Holy Name of Jesus, and the ferias of 2-5 January

RG 17(a): "festum Ss.mi Nominis Iesu, celebrandum dominica quae occurrit a die
2 ad 5 ianuarii, secus die 2 ianuarii." The Most Holy Name is kept on the
Sunday falling 2-5 January and, when no Sunday falls in that window, on 2
January instead. lectio built neither shape, so the day was an ordinary Sunday
within the octave and read Gal 4:1-7.

The FALLBACK matters more than it looks. The window is four days wide, so in
about three years in seven no Sunday lands in it -- in those years there was no
Holy Name office at all, a missing II-class feast rather than a misnamed one.
The test pins both shapes, checks the fallback does NOT also fire in a year
where the Sunday carries the feast, and asserts across 2005-2050 that every
year gets it exactly once by one shape or the other.

Separately, the ferial days of that window get their own Mass. The Missal's
rubric at the feast says it directly: "Diebus ferialibus a 2 ad 5 ianuarii
Missa dicitur ut die 1 ianuarii" -- the Circumcision's Mass, Titus 2:11-15 /
Luke 2:21. They had been falling through to the Sunday within the octave.

Ferial only, and the exclusions are the interesting part: the Sunday carries
the Holy Name and its own Mass, and an unoccupied Saturday carries Our Lady's
office and hers. 3 January 2026 is such a Saturday and correctly reads
Titus 3:4-7, not 2:11-15 -- which works because the BVM check runs first.

All four days of 2-5 January 2026 now match colitur.

1 files changed, 30 insertions, 0 deletions

diff --git a/internal/calendar/temporal_ef.go b/internal/calendar/temporal_ef.go
index 6828f35..0cd4b41 100644
--- a/internal/calendar/temporal_ef.go
+++ b/internal/calendar/temporal_ef.go
@@ -159,6 +159,23 @@ func temporalEF(date time.Time) temporalDay {
 		return efCel(Christmas, "ef-nativity", White, RankClass1, 0)
 	case date.Month() == time.January && date.Day() == 1:
 		return efCel(Christmas, "ef-circumcision", White, RankClass1, 0)
+	// RG 17(a): "festum Ss.mi Nominis Iesu, celebrandum dominica quae occurrit
+	// a die 2 ad 5 ianuarii, secus die 2 ianuarii" -- the Most Holy Name of
+	// Jesus is kept on the Sunday falling 2-5 January, and when no Sunday falls
+	// in that window, on 2 January instead.
+	//
+	// The fallback is not decoration: the window is four days wide, so in
+	// roughly three years in seven no Sunday lands in it and 2 January carries
+	// the feast. Without the fallback lectio simply had no Holy Name office at
+	// all in those years.
+	//
+	// Placed before the Epiphany case below and after the Circumcision above,
+	// so 1 January keeps its own feast and 6 January keeps Epiphany.
+	case date.Month() == time.January && date.Day() >= 2 && date.Day() <= 5 &&
+		date.Weekday() == time.Sunday:
+		return efCel(Christmas, "ef-holy-name-sunday", White, RankClass2, 0)
+	case date.Month() == time.January && date.Day() == 2 && !sundayFallsJan2to5(y):
+		return efCel(Christmas, "ef-holy-name", White, RankClass2, 0)
 	case date.Month() == time.January && date.Day() == 6:
 		// Christmas, not TimeAfterEpiphany: RG 72 puts Epiphany INSIDE Christmas
 		// Time, which runs to 13 January. The slug is unchanged.
@@ -330,6 +347,19 @@ func temporalEF(date time.Time) temporalDay {
 	return efCel(season, "ef-"+string(slugSeason)+"-"+strconv.Itoa(week)+"-"+weekdayLower(date), col, rank, week)
 }
 
+// sundayFallsJan2to5 reports whether any Sunday falls in RG 17(a)'s own window,
+// 2 to 5 January inclusive. When one does the Holy Name is kept on it; when
+// none does the feast falls back to 2 January, which is what "secus die 2
+// ianuarii" provides for.
+func sundayFallsJan2to5(y int) bool {
+	for day := 2; day <= 5; day++ {
+		if time.Date(y, time.January, day, 0, 0, 0, 0, time.UTC).Weekday() == time.Sunday {
+			return true
+		}
+	}
+	return false
+}
+
 // firstSundayAfterEpiphany returns the first Sunday strictly after 6 January
 // of year y -- the anchor the weeks after Epiphany are numbered from. When
 // Epiphany itself falls on a Sunday the next one is meant, which is why the