1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
|
(* EF (1962) temporal cycle. Every boundary and rank rule cites its Rubricae
Generales paragraph; see docs/research/rules-register.md §3-§4. *)
open Colitur_kernel
open Vocab_ef
let mk y m d =
match Date.make ~year:y ~month:m ~day:d with
| Ok t -> t
| Error e -> failwith ("temporal_ef: " ^ e)
let weekday_index d =
match Date.weekday d with
| Date.Sun -> 0 | Date.Mon -> 1 | Date.Tue -> 2 | Date.Wed -> 3
| Date.Thu -> 4 | Date.Fri -> 5 | Date.Sat -> 6
(* The Sunday on or before [d]. *)
let sunday_on_or_before d = Date.add_days d (-(weekday_index d))
(* RG 71: Advent I is the Sunday nearest 30 November -- equivalently the fourth
Sunday before Christmas, i.e. three weeks before the last Sunday on or before
24 December. *)
let advent_start y = Date.add_days (sunday_on_or_before (mk y 12 24)) (-21)
let year_start = advent_start
let before a b = Date.compare a b < 0
let on_or_after a b = Date.compare a b >= 0
(* RG 71-77. Tested in chronological order within the civil year. *)
let season d =
let y = Date.year d in
let easter = Computus.gregorian_easter y in
let advent_this = advent_start y in
let christmas_this = mk y 12 25 in
let jan14 = mk y 1 14 in
let septuagesima_sunday = Date.add_days easter (-63) in
let ash_wednesday = Date.add_days easter (-46) in
let passion_sunday = Date.add_days easter (-14) in
let paschal_end = Date.add_days easter 55 in
if on_or_after d advent_this && before d christmas_this then Advent (* RG 71 *)
else if on_or_after d christmas_this then Christmastide (* RG 72-73: 25-31 Dec *)
else if before d jan14 then Christmastide (* RG 72-73: 1-13 Jan inclusive *)
else if before d septuagesima_sunday then Time_after_epiphany (* RG 77: from 14 Jan *)
else if before d ash_wednesday then Septuagesima (* RG 73 *)
else if before d passion_sunday then Lent (* RG 74 *)
else if before d easter then Passiontide (* RG 75; Holy Saturday included *)
else if Date.compare d paschal_end <= 0 then Paschaltide (* RG 76 *)
else Time_after_pentecost (* RG 77 *)
(* Last Sunday of October, per the 1960 calendar -- NOT the OF's last Sunday
before Advent. Register §6 flags this for primary-source confirmation. *)
let christ_the_king y = sunday_on_or_before (mk y 10 31)
let same a b = Date.compare a b = 0
(* Named temporal days: the I-class feasts of the Lord (RG 91 entries 1 and 3),
the Vigil and Octave Day of the Nativity and the Vigil of Pentecost (RG
28-34, RG 91 entries 5 and 9), the I-class Sundays of Passiontide and Low
Sunday (RG 91 entry 6), Ash Wednesday (RG 91 entry 7), and the days within
the Octave of the Nativity (RG 63-70, RG 91 entry 17).
Returns (season, slug, colour, rank). Deliberately NOT week: an earlier
version carried an explicit week option here, hand-set on some branches
(Passion/Palm Sunday, Easter, Low Sunday, Pentecost and its Vigil, Christ
the King) and left at [None] on others (Ascension and its Vigil, Corpus
Christi, Sacred Heart) even though those sit inside a numbered season run
just the same -- a manual-convention bug the guarding property could not
even detect (see test_temporal_ef.ml's history). [temporal] now calls
[week] itself for every day, named or not, which makes "a named day inside
a run carries that run's week" hold by construction instead of by
remembering to set it here. *)
let named d =
let y = Date.year d in
let easter = Computus.gregorian_easter y in
let off n = Date.add_days easter n in
let m = Date.month d and dd = Date.day d in
if m = 12 && dd = 25 then Some (Christmastide, "ef-nativity", Colour.White, Class1)
else if m = 12 && dd = 24 then
(* RG 91 entry 5: the Vigil of the Nativity is I class. lectio has no slug
for it, so this key has no lectionary entry until Plan 3 fills it. *)
Some (Advent, "ef-nativity-vigil", Colour.Violet, Class1)
else if m = 12 && (dd = 29 || dd = 30 || dd = 31) then
(* Days within the Octave of the Nativity; 26-28 Dec are Stephen, John and
the Innocents, hence sanctoral (Plan 3). Colitur slugs -- lectionary gap. *)
Some (Christmastide, Printf.sprintf "ef-nativity-octave-day-%d" (dd - 24), Colour.White, Class2)
else if m = 1 && dd = 1 then
(* RG 91 entry 5: 1 Jan is the Octave Day of the Nativity, the same table
entry as the Nativity vigil above. *)
Some (Christmastide, "ef-circumcision", Colour.White, Class1)
else if m = 1 && dd = 6 then Some (Christmastide, "ef-epiphany", Colour.White, Class1)
else if same d (off (-46)) then
Some (Lent, "ef-ash-wednesday", Colour.Violet, Class1) (* RG 91 entry 7 *)
else if same d (off (-14)) then
Some (Passiontide, "ef-passion-sunday", Colour.Violet, Class1) (* RG 91 entry 6 *)
else if same d (off (-7)) then
Some (Passiontide, "ef-palm-sunday", Colour.Violet, Class1) (* RG 91 entry 6 *)
else if same d easter then Some (Paschaltide, "ef-easter-sunday", Colour.White, Class1)
else if same d (off 7) then
Some (Paschaltide, "ef-low-sunday", Colour.White, Class1) (* RG 91 entry 6 *)
else if same d (off 38) then
(* RG 91 entry 21: II-class vigil. It is also Rogation Wednesday; with no
precedence framework until Plan 3, temporal emits the higher-ranked
vigil and the Rogation commemoration waits for RG 108-111. *)
Some (Paschaltide, "ef-ascension-vigil", Colour.White, Class2)
else if same d (off 39) then Some (Paschaltide, "ef-ascension", Colour.White, Class1)
else if same d (off 48) then Some (Paschaltide, "ef-pentecost-vigil", Colour.Red, Class1) (* RG 91 entry 9 *)
else if same d (off 49) then Some (Paschaltide, "ef-pentecost", Colour.Red, Class1)
else if same d (off 56) then Some (Time_after_pentecost, "ef-trinity", Colour.White, Class1)
else if same d (off 60) then Some (Time_after_pentecost, "ef-corpus-christi", Colour.White, Class1)
else if same d (off 68) then Some (Time_after_pentecost, "ef-sacred-heart", Colour.White, Class1)
else if same d (christ_the_king y) then Some (Time_after_pentecost, "ef-christ-the-king", Colour.White, Class1)
else None
let days_between a b = Date.to_rata b - Date.to_rata a
(* Floor division. OCaml's [/] truncates toward zero, so a date before a
season's week origin would round up into week 1 instead of falling out of the
numbering: Ash Wednesday is 4 days before the Lent I origin, and -4/7 = 0
would make it week 1. *)
let floor_div a b = if a >= 0 then a / b else ((a + 1) / b) - 1
(* The Sunday on which week 1 of a season begins. Every origin is a Sunday, so
week numbers are constant Sunday-to-Saturday.
Christmastide has no numbered weeks. Time after Epiphany counts from the
first Sunday after Epiphany -- which itself falls 7-13 January and is
therefore inside Christmastide (RG 72-73), so the season's own days start
part-way through week 1. Time after Pentecost counts from Pentecost, making
Trinity Sunday the first Sunday after Pentecost. *)
let week_origin s y =
let easter = Computus.gregorian_easter y in
match s with
| Advent -> Some (advent_start y)
| Christmastide -> None
| Time_after_epiphany -> Some (Date.add_days (sunday_on_or_before (mk y 1 6)) 7)
| Septuagesima -> Some (Date.add_days easter (-63))
| Lent -> Some (Date.add_days easter (-42)) (* Lent I Sunday *)
| Passiontide -> Some (Date.add_days easter (-14))
| Paschaltide -> Some easter
| Time_after_pentecost -> Some (Date.add_days easter 49) (* Pentecost *)
(* [week] is total and defined for every date, named or not: a named day
inside a numbered season run carries that run's week by calling this same
function, not by a separately hand-set value (see [named]'s docstring
above). It naturally returns [None] for Christmastide (no season-wide
numbering) and for the handful of proper-Mass days between Ash Wednesday
and Lent I that precede any run's origin. *)
let week d =
let s = season d in
match week_origin s (Date.year d) with
| None -> None
| Some origin ->
let n = floor_div (days_between origin d) 7 in
let n = match s with Time_after_pentecost -> n | _ -> n + 1 in
if n < 1 then None else Some n
(* Christmastide has no numbered weeks ([week_origin] returns [None]), so the
generic <season>-<week>-<weekday> ferial fallback below would collapse
every feria to literal week "0" -- and because colitur's Christmastide
spans 25 Dec - 13 Jan (RG 72-73, the deliberate divergence from lectio),
the same weekday recurs two or three times across that span, producing
duplicate slugs within a single liturgical year (register finding 1).
Four sub-stretches, each given a key that cannot collide with the others:
- 26-28 Dec (between the Nativity and its Octave days, which are named
above): lectio has no narrower key here either, so this keeps its
existing "ef-christmas-0-<weekday>" key unchanged -- nothing to lose by
changing it, and nothing gained.
- 2-5 Jan (between the Octave Day and Epiphany): lectio *also* collapses
this to "ef-christmas-0-<weekday>", indistinguishable from the stretch
above in lectio's own data. colitur cannot preserve a distinction lectio
doesn't make, so this becomes "ef-christmas-1-<weekday>" -- a
colitur-only key and a lectionary gap for the Plan 3 bootstrap to fill,
exactly like the Nativity vigil and octave-day keys above.
- 7-13 Jan, split in two by the *actual* first-Sunday-after-Epiphany
origin ([week_origin Time_after_epiphany], which by construction always
falls somewhere in this window -- see that function's own comment):
- from the origin Sunday through 13 Jan: this genuinely is week 1 of
Time after Epiphany, just still inside Christmastide by season
(RG 72-73). lectio keys it "ef-time-after-epiphany-1-<weekday>", the
same key [sunday_slug] already gives the Sunday in this window --
and it is the *same computation* the ordinary Time-after-Epiphany
ferial fallback below will give the rest of that same
Sunday-to-Saturday week once the season turns on 14 Jan, so this
cannot collide with it (a fixed 7-day week has each weekday once).
- 7 Jan through the day *before* the origin (0-6 days, only present
when Epiphany does not fall on a Saturday): these genuinely precede
week 1 -- treating them as week 1 too, as a naive calendar-range
read of lectio's behaviour would, collides with the days named just
above, because they are exactly 7 days before them for whichever
weekdays they cover (verified empirically: reusing "week 1" here
produced duplicates in most years, not merely an edge case). No
lectio key to preserve either way, so this is its own colitur-only
"ef-christmas-2-<weekday>" -- a further lectionary gap. *)
let christmastide_feria_slug d =
let y = Date.year d in
let m = Date.month d and dd = Date.day d in
let w = Date.weekday_to_string (Date.weekday d) in
if m = 12 && dd >= 26 && dd <= 28 then Some (Printf.sprintf "ef-christmas-0-%s" w)
else if m = 1 && dd >= 2 && dd <= 5 then Some (Printf.sprintf "ef-christmas-1-%s" w)
else if m = 1 && dd >= 7 && dd <= 13 then
match week_origin Time_after_epiphany y with
| Some origin when Date.compare d origin >= 0 -> Some (Printf.sprintf "ef-time-after-epiphany-1-%s" w)
| _ -> Some (Printf.sprintf "ef-christmas-2-%s" w)
else None
(* Sunday slugs. These are lectionary keys: they use [season_slug_word], and for
Christmastide they keep lectio's keys even though colitur's season differs
(spec §4.4 -- slugs are opaque keys, not truth). *)
let sunday_slug d =
if Date.weekday d <> Date.Sun then None
else
let y = Date.year d in
let m = Date.month d and dd = Date.day d in
let s = season d in
match s with
| Christmastide ->
if m = 12 && dd >= 26 then Some "ef-christmas-sunday-0"
else if m = 1 && dd >= 7 && dd <= 13 then
(* 1st Sunday after Epiphany (Holy Family). Season is Christmastide per
RG 72-73; the key stays lectio's. *)
Some "ef-time-after-epiphany-sunday-1"
else if m = 1 && dd >= 2 && dd <= 5 then
(* Most Holy Name of Jesus. Colitur slug -- lectionary gap; confirm the
placement against MR1962 while coding (register §6). *)
Some "ef-holy-name-sunday"
else None
| Time_after_pentecost -> (
(* Reuse [week] rather than recomputing the Pentecost-relative week
number locally, so the two can never drift apart (see
test_week_sunday_slug_agree). Only the last Sunday and the resumed
tail are genuinely special. *)
match week d with
| None -> None
| Some n ->
let last_sunday = Date.add_days (advent_start y) (-7) in
if same d last_sunday then
(* The last Sunday before Advent always keeps the 24th (Last) Mass. *)
Some "ef-time-after-pentecost-sunday-24"
else if n > 23 then
(* Surplus Sundays resume the Sundays after Epiphany that Septuagesima
cut short -- the highest-numbered ones, so the 6th sits just before
the Last. *)
let total = match week last_sunday with Some t -> t | None -> n in
Some (Printf.sprintf "ef-time-after-epiphany-sunday-%d" (n - total + 7))
else Some (Printf.sprintf "ef-time-after-pentecost-sunday-%d" n))
| _ -> (
match week d with
| Some n -> Some (Printf.sprintf "ef-%s-sunday-%d" (season_slug_word s) n)
| None -> None)
let id = "ef"
(* The third Sunday of September: the Ember week's anchor.
This specific date-derivation rule is one of the more contested points in
the 1962 calendar: pre-1955 practice tied the September Ember days to the
week following the Exaltation of the Holy Cross (14 Sept) instead. The two
rules only disagree when 1 September is a Monday -- 2025 is such a year --
and the primary-source scan available to this project does not contain an
explicit numbered-paragraph statement of either rule (searched; see
register §3 "Ember days"), so this citation is deliberately left at the
rank rules only (RG 91 entries 18/22, cited on [ember] below), not the
date-derivation rule itself: a wrong citation is worse than none.
Empirically: for 2025 this rule gives 24/26/27 September, confirmed
against an independent oracle; the Holy-Cross rule would give 17/19/20
September instead. See register §3 for the full note. *)
let third_sunday_of_september y =
let sep1 = mk y 9 1 in
let first_sunday = Date.add_days sep1 ((7 - weekday_index sep1) mod 7) in
Date.add_days first_sunday 14
(* Ember days: Wednesday, Friday and Saturday after the anchoring Sunday.
RG 91 entry 18 makes the Advent, Lent and September sets II class; entry 22
excepts the Lenten set from the III-class Lenten ferias. The Whitsun set
falls inside the I-class Pentecost octave and takes its rank.
The September and Advent sets match lectio's own Ember slugs. The Lent and
Whitsun (Pentecost) sets do not -- lectio has no Ember slug for either, so
"ef-lent-ember-*" and "ef-pentecost-ember-*" are colitur-only keys and a
lectionary gap for the Plan 3 bootstrap to fill (spec §4.4), the same
status as the Nativity vigil and the Rogation days below. *)
let ember d =
let y = Date.year d in
let easter = Computus.gregorian_easter y in
let sets =
[ (third_sunday_of_september y, "september", Class2, Colour.Violet);
(Date.add_days (advent_start y) 14, "advent", Class2, Colour.Violet);
(Date.add_days easter (-42), "lent", Class2, Colour.Violet);
(Date.add_days easter 49, "pentecost", Class1, Colour.Red) ]
in
List.find_map
(fun (anchor, name, rank, colour) ->
let day_of = function 3 -> Some "wed" | 5 -> Some "fri" | 6 -> Some "sat" | _ -> None in
let n = days_between anchor d in
if n >= 3 && n <= 6 then
match day_of n with
| Some w -> Some (Printf.sprintf "ef-%s-ember-%s" name w, rank, colour)
| None -> None
else None)
sets
(* RG 91 entry 7: Ash Wednesday (named above) and Monday-Wednesday of Holy
Week are I-class ferias -- the primary text reads "feria IV cinerum et II,
III et IV Hebdomadae sanctae", i.e. explicitly stops at Wednesday. Thursday
to Saturday of Holy Week are the Sacred Triduum, RG 91 entry 2 -- ranked
even above entry 7, not a mere feria -- but their own named offices are a
Plan 3 sanctoral addition; until then this gives them the same I-class rank
via the generic ferial path. RG 91 entry 10: the weekdays within the
privileged Octaves of Easter and Pentecost are I class too. *)
let privileged_feria d =
let easter = Computus.gregorian_easter (Date.year d) in
let n = days_between easter d in
(n >= -6 && n <= -1) || (n >= 1 && n <= 6) || (n >= 50 && n <= 55)
(* RG 117 enumerates the five colours (white, red, green, violet, black);
RG 127 assigns green and RG 128 violet to the seasons de Tempore below.
White's own specific paragraph (the "B) De colore albo" section, between
117 and 123) was not pinned by the primary-source search available here --
left uncited rather than guessed; see register §3 "Colours". *)
let season_colour = function
| Advent | Septuagesima | Lent | Passiontide -> Colour.Violet (* RG 128 *)
| Christmastide | Paschaltide -> Colour.White
| Time_after_epiphany | Time_after_pentecost -> Colour.Green (* RG 127 *)
(* Gaudete (Advent III) and Laetare (Lent IV) are rose: RG 131, "may be used...
for the Office and Mass of that Sunday only" -- an indult over the
season's violet, not a season colour of its own. *)
let is_rose_sunday d s =
let y = Date.year d in
match s with
| Advent -> same d (Date.add_days (advent_start y) 14)
| Lent -> same d (Date.add_days (Computus.gregorian_easter y) (-21))
| _ -> false
(* RG 91 entry 28, "Feriae IV classis", is an unqualified catch-all: any feria
not placed by a more specific entry above defaults to IV class. That is
what a per annum or Septuagesima feria falls back to here -- and also an
ordinary Paschaltide weekday (e.g. a Rogation day) outside the privileged
octave, since the table has no entry of its own for Paschaltide ferias. *)
let ferial_rank d s =
if privileged_feria d then Class1
else
match s with
| Advent -> if Date.month d = 12 && Date.day d >= 17 then Class2 (* RG 91 e18 *) else Class3 (* e25 *)
| Lent | Passiontide -> Class3 (* RG 91 e22 *)
| _ -> Class4 (* RG 91 e28 *)
let weekday_word d = Date.weekday_to_string (Date.weekday d)
let temporal d =
let y = Date.year d in
let easter = Computus.gregorian_easter y in
let s = season d in
let weekday = Date.weekday d in
let build ~season ~slug ~colour ~rank ~week =
let office =
Colitur_kernel.Celebration.make ~slug:(Slug.of_string_exn slug) ~rank ~colour
~subject:Colitur_kernel.Subject.Temporal ~layer:"temporal" ()
in
{ Colitur_kernel.Temporal.season; week; weekday; office }
in
match named d with
| Some (season, slug, colour, rank) -> build ~season ~slug ~colour ~rank ~week:(week d)
| None -> (
(* Rogations (the Minor Litanies only -- RG 87, Monday and Tuesday
before Ascension). The Major Litanies (25 April, RG 80) are a fixed
date and are not yet computed; they arrive with Plan 3's sanctoral
(register §6). The Wednesday here is the Ascension vigil (see Task
11). RG 88: "de Litaniis minoribus nihil fit in Officio" -- the
Office (hence the day's rank) is unchanged by the Rogation; only the
Mass is proper. No RG 91 table entry elevates these days, so they
take the ordinary ferial rank of their season via [ferial_rank]
rather than a fixed class. lectio has no Rogation slug at all, so
"ef-rogation-monday"/"-tuesday" are colitur-only keys and a
lectionary gap for Plan 3, like the Ember and Nativity-vigil keys
above. *)
let rogation = days_between easter d in
if rogation = 36 || rogation = 37 then
build ~season:s
~slug:(if rogation = 36 then "ef-rogation-monday" else "ef-rogation-tuesday")
~colour:Colour.Violet ~rank:(ferial_rank d s) ~week:(week d)
else
match ember d with
| Some (slug, rank, colour) -> build ~season:s ~slug ~colour ~rank ~week:(week d)
| None -> (
match sunday_slug d with
| Some slug ->
let colour = if is_rose_sunday d s then Colour.Rose else season_colour s in
(* RG 11-12: Sundays of Advent, Lent, Passiontide, Easter, Low
Sunday and Pentecost are I class; all others II. The I-class
ones are already named above -- Passiontide has only two
Sundays and both are named, so no Passiontide Sunday ever
reaches this fallback -- leaving II class here except the
remaining Advent and Lent Sundays. *)
let rank = match s with Advent | Lent -> Class1 | _ -> Class2 in
build ~season:s ~slug ~colour ~rank ~week:(week d)
| None -> (
match christmastide_feria_slug d with
| Some slug ->
build ~season:s ~slug ~colour:(season_colour s) ~rank:(ferial_rank d s) ~week:(week d)
| None ->
(* The days between Ash Wednesday and Lent I have proper
Masses and belong to no numbered week. *)
let after_ashes = days_between easter d in
if after_ashes >= -45 && after_ashes <= -43 then
build ~season:s
~slug:(Printf.sprintf "ef-lent-after-ashes-%s" (weekday_word d))
~colour:Colour.Violet ~rank:Class3 ~week:None
else
let colour =
(* The Pentecost octave weekdays are red, not Paschaltide's white. *)
if days_between easter d >= 50 && days_between easter d <= 55 then Colour.Red
else season_colour s
in
let week_n = week d in
let slug =
Printf.sprintf "ef-%s-%d-%s" (season_slug_word s)
(Option.value week_n ~default:0) (weekday_word d)
in
build ~season:s ~slug ~colour ~rank:(ferial_rank d s) ~week:week_n)))
(* Independent restatement of [named]'s fixed and Easter-relative dates,
paired with the slug each should carry, for civil year [y]. Deliberately
NOT derived from [named] itself -- consumed by [Validate]'s anchor-
agreement check (design spec §5.7), which exists precisely to catch an
accidental single-site drift (e.g. Ascension's [off 39] silently becoming
[off 40]) that both sides moving together would hide. *)
let anchors y =
let easter = Computus.gregorian_easter y in
let off n = Date.add_days easter n in
[ ("ef-nativity", mk y 12 25);
("ef-nativity-vigil", mk y 12 24);
("ef-nativity-octave-day-5", mk y 12 29);
("ef-nativity-octave-day-6", mk y 12 30);
("ef-nativity-octave-day-7", mk y 12 31);
("ef-circumcision", mk y 1 1);
("ef-epiphany", mk y 1 6);
("ef-ash-wednesday", off (-46));
("ef-passion-sunday", off (-14));
("ef-palm-sunday", off (-7));
("ef-easter-sunday", off 0);
("ef-low-sunday", off 7);
("ef-ascension-vigil", off 38);
("ef-ascension", off 39);
("ef-pentecost-vigil", off 48);
("ef-pentecost", off 49);
("ef-trinity", off 56);
("ef-corpus-christi", off 60);
("ef-sacred-heart", off 68);
("ef-christ-the-king", christ_the_king y) ]
(* Compile-time check that this module satisfies the kernel's rite contract. *)
module _ : Colitur_kernel.Temporal.RITE = struct
let id = id
type season = Vocab_ef.season
type rank = Vocab_ef.rank
let vocab = Vocab_ef.vocab
let year_start = year_start
let temporal = temporal
end
|