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calfr.apl
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#!/usr/bin/apl -f
∇ calfr∆license
'APL program to convert Gregorian dates'
'to French Revolutionary dates and the other way'
''
'Copyright (C) 2015, 2016 Jean Forget (JFORGET at cpan dot org)'
''
'Build date: 2016-02-02'
''
'Portability: L1 (tested with GNU-APL and NARS2000)'
''
' This program is distributed under the GNU Public License version 1 or later'
''
' You can find the text of the license in the LICENSE file or at'
' http://www.gnu.org/licenses/gpl-1.0.html.'
''
' Here is the summary of GPL:'
''
' This program is free software; you can redistribute it and/or modify'
' it under the terms of the GNU General Public License as published by'
' the Free Software Foundation; either version 1, or (at your option)'
' any later version.'
''
' This program is distributed in the hope that it will be useful,'
' but WITHOUT ANY WARRANTY; without even the implied warranty of'
' MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the'
' GNU General Public License for more details.'
''
' You should have received a copy of the GNU General Public License'
' along with this program; if not, write to the Free Software Foundation,'
' Inc., <http://www.fsf.org/>.'
∇
⍝ Installing from GitHub (https://github.com/jforget/apl-calendar-french):
⍝ clone the Git repo and copy "workspaces/calfr.apl" to the "workspaces" sub-directory of your GNU-APL directory
⍝ or copy "workspaces/calfrnars.atf" to some place where NARS2000 will find it
⍝ Installing from browsing https://www.gnu.org/software/apl/Bits_and_Pieces/
⍝ save the webpage as simple text into the "workspaces" sub-directory of your GNU-APL directory
∇ calfr∆usage
'Loading the module from the command line (for GNU-APL):'
' apl -f workspaces/calfr.apl'
'Loading the module from inside GNU-APL:'
' )LOAD calfr'
'Loading the module from inside NARS2000:'
' )IN calfrnars'
'Dates are vectors of 3 numbers YYYY MM DD. e.g.'
' DR ← 8 2 18 ⍝ for 18 Brumaire VIII'
' DG ← 1794 7 27 ⍝ for 27th July 1794'
'Gregorian to French Revolutionary:'
' DR ← calfr∆gr2fr DG'
'French Revolutionary to Gregorian:'
' DG ← calfr∆fr2gr DR'
'Pretty-printing:'
' STRING ← calfr∆prtfr DR'
'Pretty-printing today''s date:'
' STRING ← calfr∆prtfr calfr∆gr2fr 3↑⎕TS'
∇
∇ R ← calfr∆year D
R ← D +.× 1 0 0
∇
∇ R ← calfr∆month D
R ← D +.× 0 1 0
∇
∇ R ← calfr∆day D
R ← D +.× 0 0 1
∇
∇ R ← calfr∆zerojanvnd Y
R ← Y ∘.× 1 0 0
R ← R + (⍴R) ⍴ 0 1 0
∇
∇ R ← calfr∆fr2rd DATE
R ← 654019 + (calfr∆frbis calfr∆year DATE) + DATE +.× 365 30 1
∇
∇ R ← calfr∆frbis YEAR
YEAR ← YEAR - 1
R ← - / ⌊ YEAR ∘.÷ 4 100 400 4000
R ← R + YEAR ∈ 3 7 11 15
∇
∇ R ← calfr∆gr2rd DATE; DIM
DIM ← ⍴ DATE
DATE←(DIM ⍴0 1 0) + DATE + (2≥calfr∆month DATE) ∘.× ¯1 12 0
R ← ¯428 + (-/ ⌊ (calfr∆year DATE) ∘.÷ 4 100 400) + ⌊DATE +.× 365 30.6 1
∇
∇ R ← calfr∆rd2fr N; ⎕IO; N1; YH; YL; YI; YR; DR; NR; CM; Y; M; D
⎕IO ← 1
N1 ← N - 654414
YH ← ⌈ N1 ÷ 365.24
YL ← ⌈ N1 ÷ 365.34
YI ← 0 , ⍳ ⌈/,YH-YL
YR ← YL ∘.+ YI
DR ← calfr∆zerojanvnd YR
NR ← calfr∆fr2rd DR
CM ← NR < N ∘.+ (⍴YI)⍴0
Y ← ⌈/YR×CM
D ← N - ⌈/NR×CM
M ← ⌈D÷30
D ← D - 30 × M - 1
R ← (Y ∘.× 1 0 0) + (M ∘.× 0 1 0) + D ∘.× 0 0 1
∇
∇ R ← calfr∆rd2gr N; ⎕IO; YH; YL; YI; YR; DR; NR; CM; Y; M; D; ML; MR
⎕IO ← 1
YH ← ⌈ N ÷ 365.24
YL ← ⌈ N ÷ 365.25
YI ← 0 , ⍳ ⌈/,YH-YL
YR ← YL ∘.+ YI
DR ← calfr∆zerojanvnd YR
NR ← calfr∆gr2rd DR
CM ← NR < N ∘.+ (⍴YI)⍴0
Y ← ⌈/YR×CM
D ← N - ⌈/NR×CM
ML ← ⌈D÷31
MR ← ML ∘.+ 0 1
DR ← (Y ∘.× 2 3 ⍴ 1 0 0) + (MR ∘.× 0 1 0)
NR ← calfr∆gr2rd DR
CM ← NR < N ∘.+ 0 0
M ← ⌈/MR×CM
D ← N - ⌈/NR×CM
R ← (Y ∘.× 1 0 0) + (M ∘.× 0 1 0) + D ∘.× 0 0 1
∇
∇ R ← calfr∆gr2fr D
R ← calfr∆rd2fr calfr∆gr2rd D
∇
∇ R ← calfr∆fr2gr D
R ← calfr∆rd2gr calfr∆fr2rd D
∇
∇ R ← calfr∆prtfr D; DAY; MONTH; CM; ⎕IO
⎕IO ← 1
DAY ← 10 8 ⍴ 'Décadi Primidi Duodi Tridi QuartidiQuintidiSextidi Septidi Octidi Nonidi '
R ← DAY[1 + 10 | calfr∆day D;]
MONTH ← 13 11 ⍴ 'VendémiaireBrumaire Frimaire Nivôse Pluviôse Ventôse Germinal Floréal Prairial Messidor Thermidor Fructidor jour compl.'
R ← R, ' ', (⍕ calfr∆day D), ' ', (MONTH[calfr∆month D;]), ' ', (calfr∆roman calfr∆year D), ', jour ', calfr∆feasts[¯30 + D +.× 0 30 1;]
CM ← ' ' ≠ R
R ← (CM ∨ 0,¯1↓CM) / R
R ← (⌽∨\⌽R≠' ')/R
∇
∇ R ← calfr∆roman N; NODES
→ ((N>0) ∧ N<4000)/CONV
R ← ⍕ N
→ 0
CONV:
NODES ← 40 4 ⍴ (calfr∆nodes 'IVX'), (calfr∆nodes 'XLC'), (calfr∆nodes 'CDM'), calfr∆nodes 'M??'
R ← ,NODES[⎕IO + 30 20 10 0 + 10 10 10 10 ⊤ N;]
R ← (R≠' ')/R
∇
∇ R ← calfr∆nodes CH
R ← (' ', CH) [ ' IVX' ⍳ ' I II III IV V VI VII VIIIIX ' ]
∇
∇ R ← calfr∆feasts; V
⍝ include here the contents of feasts
V ← ''
⍝ Vendémiaire
V ← V, 'du Raisin '
V ← V, 'du Safran '
V ← V, 'de la Châtaigne '
V ← V, 'de la Colchique '
V ← V, 'du Cheval '
V ← V, 'de la Balsamine '
V ← V, 'de la Carotte '
V ← V, 'de l''Amarante '
V ← V, 'du Panais '
V ← V, 'de la Cuve '
V ← V, 'de la Pomme de terre '
V ← V, 'de l''Immortelle '
V ← V, 'du Potiron '
V ← V, 'du Réséda '
V ← V, 'de l''Âne '
V ← V, 'de la Belle de nuit '
V ← V, 'de la Citrouille '
V ← V, 'du Sarrasin '
V ← V, 'du Tournesol '
V ← V, 'du Pressoir '
V ← V, 'du Chanvre '
V ← V, 'de la Pêche '
V ← V, 'du Navet '
V ← V, 'de l''Amaryllis '
V ← V, 'du Bœuf '
V ← V, 'de l''Aubergine '
V ← V, 'du Piment '
V ← V, 'de la Tomate '
V ← V, 'de l''Orge '
V ← V, 'du Tonneau '
⍝ Brumaire
V ← V, 'de la Pomme '
V ← V, 'du Céleri '
V ← V, 'de la Poire '
V ← V, 'de la Betterave '
V ← V, 'de l''Oie '
V ← V, 'de l''Héliotrope '
V ← V, 'de la Figue '
V ← V, 'de la Scorsonère '
V ← V, 'de l''Alisier '
V ← V, 'de la Charrue '
V ← V, 'du Salsifis '
V ← V, 'de la Macre '
V ← V, 'du Topinambour '
V ← V, 'de l''Endive '
V ← V, 'du Dindon '
V ← V, 'du Chervis '
V ← V, 'du Cresson '
V ← V, 'de la Dentelaire '
V ← V, 'de la Grenade '
V ← V, 'de la Herse '
V ← V, 'de la Bacchante '
V ← V, 'de l''Azerole '
V ← V, 'de la Garance '
V ← V, 'de l''Orange '
V ← V, 'du Faisan '
V ← V, 'de la Pistache '
V ← V, 'du Macjon '
V ← V, 'du Coing '
V ← V, 'du Cormier '
V ← V, 'du Rouleau '
⍝ Frimaire
V ← V, 'de la Raiponce '
V ← V, 'du Turneps '
V ← V, 'de la Chicorée '
V ← V, 'de la Nèfle '
V ← V, 'du Cochon '
V ← V, 'de la Mâche '
V ← V, 'du Chou-fleur '
V ← V, 'du Miel '
V ← V, 'du Genièvre '
V ← V, 'de la Pioche '
V ← V, 'de la Cire '
V ← V, 'du Raifort '
V ← V, 'du Cèdre '
V ← V, 'du Sapin '
V ← V, 'du Chevreuil '
V ← V, 'de l''Ajonc '
V ← V, 'du Cyprès '
V ← V, 'du Lierre '
V ← V, 'de la Sabine '
V ← V, 'du Hoyau '
V ← V, 'de l''Érable-sucre '
V ← V, 'de la Bruyère '
V ← V, 'du Roseau '
V ← V, 'de l''Oseille '
V ← V, 'du Grillon '
V ← V, 'du Pignon '
V ← V, 'du Liège '
V ← V, 'de la Truffe '
V ← V, 'de l''Olive '
V ← V, 'de la Pelle '
⍝ Nivôse
V ← V, 'de la Tourbe '
V ← V, 'de la Houille '
V ← V, 'du Bitume '
V ← V, 'du Soufre '
V ← V, 'du Chien '
V ← V, 'de la Lave '
V ← V, 'de la Terre végétale '
V ← V, 'du Fumier '
V ← V, 'du Salpêtre '
V ← V, 'du Fléau '
V ← V, 'du Granit '
V ← V, 'de l''Argile '
V ← V, 'de l''Ardoise '
V ← V, 'du Grès '
V ← V, 'du Lapin '
V ← V, 'du Silex '
V ← V, 'de la Marne '
V ← V, 'de la Pierre à chaux '
V ← V, 'du Marbre '
V ← V, 'du Van '
V ← V, 'de la Pierre à plâtre'
V ← V, 'du Sel '
V ← V, 'du Fer '
V ← V, 'du Cuivre '
V ← V, 'du Chat '
V ← V, 'de l''Étain '
V ← V, 'du Plomb '
V ← V, 'du Zinc '
V ← V, 'du Mercure '
V ← V, 'du Crible '
⍝ Pluviôse
V ← V, 'de la Lauréole '
V ← V, 'de la Mousse '
V ← V, 'du Fragon '
V ← V, 'du Perce-neige '
V ← V, 'du Taureau '
V ← V, 'du Laurier-thym '
V ← V, 'de l''Amadouvier '
V ← V, 'du Mézéréon '
V ← V, 'du Peuplier '
V ← V, 'de la Cognée '
V ← V, 'de l''Ellébore '
V ← V, 'du Brocoli '
V ← V, 'du Laurier '
V ← V, 'de l''Avelinier '
V ← V, 'de la Vache '
V ← V, 'du Buis '
V ← V, 'du Lichen '
V ← V, 'de l''If '
V ← V, 'de la Pulmonaire '
V ← V, 'de la Serpette '
V ← V, 'du Thlaspi '
V ← V, 'du Thymelé '
V ← V, 'du Chiendent '
V ← V, 'de la Traînasse '
V ← V, 'du Lièvre '
V ← V, 'de la Guède '
V ← V, 'du Noisetier '
V ← V, 'du Cyclamen '
V ← V, 'de la Chélidoine '
V ← V, 'du Traîneau '
⍝ Ventôse
V ← V, 'du Tussilage '
V ← V, 'du Cornouiller '
V ← V, 'du Violier '
V ← V, 'du Troène '
V ← V, 'du Bouc '
V ← V, 'de l''Asaret '
V ← V, 'de l''Alaterne '
V ← V, 'de la Violette '
V ← V, 'du Marsault '
V ← V, 'de la Bêche '
V ← V, 'du Narcisse '
V ← V, 'de l''Orme '
V ← V, 'de la Fumeterre '
V ← V, 'du Vélar '
V ← V, 'de la Chèvre '
V ← V, 'de l''Épinard '
V ← V, 'du Doronic '
V ← V, 'du Mouron '
V ← V, 'du Cerfeuil '
V ← V, 'du Cordeau '
V ← V, 'de la Mandragore '
V ← V, 'du Persil '
V ← V, 'du Cochléaria '
V ← V, 'de la Pâquerette '
V ← V, 'du Thon '
V ← V, 'du Pissenlit '
V ← V, 'de la Sylvie '
V ← V, 'du Capillaire '
V ← V, 'du Frêne '
V ← V, 'du Plantoir '
⍝ Germinal
V ← V, 'de la Primevère '
V ← V, 'du Platane '
V ← V, 'de l''Asperge '
V ← V, 'de la Tulipe '
V ← V, 'de la Poule '
V ← V, 'de la Blette '
V ← V, 'du Bouleau '
V ← V, 'de la Jonquille '
V ← V, 'de l''Aulne '
V ← V, 'du Couvoir '
V ← V, 'de la Pervenche '
V ← V, 'du Charme '
V ← V, 'de la Morille '
V ← V, 'du Hêtre '
V ← V, 'de l''Abeille '
V ← V, 'de la Laitue '
V ← V, 'du Mélèze '
V ← V, 'de la Ciguë '
V ← V, 'du Radis '
V ← V, 'de la Ruche '
V ← V, 'du Gainier '
V ← V, 'de la Romaine '
V ← V, 'du Marronnier '
V ← V, 'de la Roquette '
V ← V, 'du Pigeon '
V ← V, 'du Lilas '
V ← V, 'de l''Anémone '
V ← V, 'de la Pensée '
V ← V, 'de la Myrtille '
V ← V, 'du Greffoir '
⍝ Floréal
V ← V, 'de la Rose '
V ← V, 'du Chêne '
V ← V, 'de la Fougère '
V ← V, 'de l''Aubépine '
V ← V, 'du Rossignol '
V ← V, 'de l''Ancolie '
V ← V, 'du Muguet '
V ← V, 'du Champignon '
V ← V, 'de la Jacinthe '
V ← V, 'du Rateau '
V ← V, 'de la Rhubarbe '
V ← V, 'du Sainfoin '
V ← V, 'du Bâton-d''or '
V ← V, 'du Chamérisier '
V ← V, 'du Ver à soie '
V ← V, 'de la Consoude '
V ← V, 'de la Pimprenelle '
V ← V, 'de la Corbeille-d''or '
V ← V, 'de l''Arroche '
V ← V, 'du Sarcloir '
V ← V, 'du Statice '
V ← V, 'de la Fritillaire '
V ← V, 'de la Bourrache '
V ← V, 'de la Valériane '
V ← V, 'de la Carpe '
V ← V, 'du Fusain '
V ← V, 'de la Civette '
V ← V, 'de la Buglosse '
V ← V, 'du Sénevé '
V ← V, 'de la Houlette '
⍝ Prairial
V ← V, 'de la Luzerne '
V ← V, 'de l''Hémérocalle '
V ← V, 'du Trèfle '
V ← V, 'de l''Angélique '
V ← V, 'du Canard '
V ← V, 'de la Mélisse '
V ← V, 'du Fromental '
V ← V, 'du Martagon '
V ← V, 'du Serpolet '
V ← V, 'de la Faux '
V ← V, 'de la Fraise '
V ← V, 'de la Bétoine '
V ← V, 'du Pois '
V ← V, 'de l''Acacia '
V ← V, 'de la Caille '
V ← V, 'de l''Œillet '
V ← V, 'du Sureau '
V ← V, 'du Pavot '
V ← V, 'du Tilleul '
V ← V, 'de la Fourche '
V ← V, 'du Barbeau '
V ← V, 'de la Camomille '
V ← V, 'du Chèvrefeuille '
V ← V, 'du Caille-lait '
V ← V, 'de la Tanche '
V ← V, 'du Jasmin '
V ← V, 'de la Verveine '
V ← V, 'du Thym '
V ← V, 'de la Pivoine '
V ← V, 'du Chariot '
⍝ Messidor
V ← V, 'du Seigle '
V ← V, 'de l''Avoine '
V ← V, 'de l''Oignon '
V ← V, 'de la Véronique '
V ← V, 'du Mulet '
V ← V, 'du Romarin '
V ← V, 'du Concombre '
V ← V, 'de l''Échalotte '
V ← V, 'de l''Absinthe '
V ← V, 'de la Faucille '
V ← V, 'de la Coriandre '
V ← V, 'de l''Artichaut '
V ← V, 'de la Giroflée '
V ← V, 'de la Lavande '
V ← V, 'du Chamois '
V ← V, 'du Tabac '
V ← V, 'de la Groseille '
V ← V, 'de la Gesse '
V ← V, 'de la Cerise '
V ← V, 'du Parc '
V ← V, 'de la Menthe '
V ← V, 'du Cumin '
V ← V, 'du Haricot '
V ← V, 'de l''Orcanète '
V ← V, 'de la Pintade '
V ← V, 'de la Sauge '
V ← V, 'de l''Ail '
V ← V, 'de la Vesce '
V ← V, 'du Blé '
V ← V, 'de la Chalémie '
⍝ Thermidor
V ← V, 'de l''Épautre '
V ← V, 'du Bouillon-blanc '
V ← V, 'du Melon '
V ← V, 'de l''Ivraie '
V ← V, 'du Bélier '
V ← V, 'de la Prèle '
V ← V, 'de l''Armoise '
V ← V, 'du Carthame '
V ← V, 'de la Mûre '
V ← V, 'de l''Arrosoir '
V ← V, 'du Panis '
V ← V, 'du Salicor '
V ← V, 'de l''Abricot '
V ← V, 'du Basilic '
V ← V, 'de la Brebis '
V ← V, 'de la Guimauve '
V ← V, 'du Lin '
V ← V, 'de l''Amande '
V ← V, 'de la Gentiane '
V ← V, 'de l''Écluse '
V ← V, 'de la Carline '
V ← V, 'du Câprier '
V ← V, 'de la Lentille '
V ← V, 'de l''Aunée '
V ← V, 'de la Loutre '
V ← V, 'de la Myrte '
V ← V, 'du Colza '
V ← V, 'du Lupin '
V ← V, 'du Coton '
V ← V, 'du Moulin '
⍝ Fructidor
V ← V, 'de la Prune '
V ← V, 'du Millet '
V ← V, 'du Lycoperdon '
V ← V, 'de l''Escourgeon '
V ← V, 'du Saumon '
V ← V, 'de la Tubéreuse '
V ← V, 'du Sucrion '
V ← V, 'de l''Apocyn '
V ← V, 'de la Réglisse '
V ← V, 'de l''Échelle '
V ← V, 'de la Pastèque '
V ← V, 'du Fenouil '
V ← V, 'de l''Épine-vinette '
V ← V, 'de la Noix '
V ← V, 'de la Truite '
V ← V, 'du Citron '
V ← V, 'de la Cardère '
V ← V, 'du Nerprun '
V ← V, 'du Tagette '
V ← V, 'de la Hotte '
V ← V, 'de l''Églantier '
V ← V, 'de la Noisette '
V ← V, 'du Houblon '
V ← V, 'du Sorgho '
V ← V, 'de l''Écrevisse '
V ← V, 'de la Bagarade '
V ← V, 'de la Verge-d''or '
V ← V, 'du Maïs '
V ← V, 'du Marron '
V ← V, 'du Panier '
⍝ jour complémentaire
V ← V, 'de la Vertu '
V ← V, 'du Génie '
V ← V, 'du Travail '
V ← V, 'de l''Opinion '
V ← V, 'des Récompenses '
V ← V, 'de la Révolution '
R ← 366 21 ⍴ V
∇
∇ R ← calfr∆testdata; V; L
⍝ include here the contents of testapl
V ← ⍳0
V ← V, 1792 9 22 1 1 1 654415
V ← V, 1793 10 23 2 2 2 654811
V ← V, 1794 7 27 2 11 9 655088
V ← V, 1794 11 23 3 3 3 655207
V ← V, 1795 10 5 4 1 13 655523
V ← V, 1795 12 25 4 4 4 655604
V ← V, 1797 1 24 5 5 5 656000
V ← V, 1798 2 24 6 6 6 656396
V ← V, 1799 11 9 8 2 18 657019
V ← V, 1801 3 29 9 7 8 657524
V ← V, 1804 4 30 12 8 10 658652
V ← V, 1807 6 1 15 9 12 659779
V ← V, 1810 7 3 18 10 14 660907
V ← V, 1813 8 4 21 11 16 662035
V ← V, 1816 9 4 24 12 18 663162
V ← V, 2000 1 1 208 4 12 730120
V ← V, 2001 5 11 209 8 22 730616
V ← V, 1792 9 22 1 1 1 654415
V ← V, 1793 9 21 1 13 5 654779
V ← V, 1793 9 22 2 1 1 654780
V ← V, 1794 9 21 2 13 5 655144
V ← V, 1794 9 22 3 1 1 655145
V ← V, 1795 9 22 3 13 6 655510
V ← V, 1795 9 23 4 1 1 655511
V ← V, 1796 9 21 4 13 5 655875
V ← V, 1796 9 22 5 1 1 655876
V ← V, 1797 9 21 5 13 5 656240
V ← V, 1797 9 22 6 1 1 656241
V ← V, 1799 9 22 7 13 6 656971
V ← V, 1799 9 23 8 1 1 656972
V ← V, 1800 9 22 8 13 5 657336
V ← V, 1800 9 23 9 1 1 657337
V ← V, 1801 9 22 9 13 5 657701
V ← V, 1801 9 23 10 1 1 657702
V ← V, 1823 9 22 31 13 5 665736
V ← V, 1823 9 23 32 1 1 665737
V ← V, 1824 9 22 32 13 6 666102
V ← V, 1824 9 23 33 1 1 666103
V ← V, 1825 9 22 33 13 5 666467
V ← V, 1825 9 23 34 1 1 666468
V ← V, 1892 9 21 100 13 5 690938
V ← V, 1892 9 22 101 1 1 690939
V ← V, 1900 9 22 108 13 6 693860
V ← V, 1900 9 23 109 1 1 693861
V ← V, 1992 9 21 200 13 5 727462
V ← V, 1992 9 22 201 1 1 727463
V ← V, 2000 9 21 208 13 6 730384
V ← V, 2000 9 22 209 1 1 730385
V ← V, 2092 9 20 300 13 5 763986
V ← V, 2092 9 21 301 1 1 763987
V ← V, 2100 9 21 308 13 6 766908
V ← V, 2100 9 22 309 1 1 766909
V ← V, 2192 9 21 400 13 6 800511
V ← V, 2192 9 22 401 1 1 800512
V ← V, 2193 9 21 401 13 5 800876
V ← V, 2199 9 22 408 1 1 803068
V ← V, 2200 9 22 408 13 6 803433
V ← V, 2791 9 23 1000 1 1 1019292
V ← V, 2792 9 22 1001 1 1 1019657
V ← V, 3000 1 1 1208 4 12 1095363
V ← V, 3001 1 1 1209 4 11 1095728
V ← V, 3791 9 22 2000 1 1 1384534
V ← V, 3792 9 22 2001 1 1 1384900
V ← V, 4000 1 1 2208 4 12 1460605
V ← V, 4001 1 1 2209 4 12 1460971
V ← V, 4320 9 10 2528 12 24 1577735
V ← V, 4320 9 11 2528 12 25 1577736
V ← V, 4791 9 23 3000 1 1 1749777
V ← V, 4792 9 22 3001 1 1 1750142
V ← V, 5000 1 1 3208 4 12 1825848
V ← V, 5001 1 1 3209 4 11 1826213
V ← V, 5791 9 22 4000 1 1 2115019
V ← V, 5792 9 21 4001 1 1 2115384
V ← V, 6000 1 1 4208 4 13 2191090
V ← V, 6001 1 1 4209 4 13 2191456
V ← V, 6791 9 22 5000 1 1 2480261
V ← V, 6792 9 21 5001 1 1 2480626
V ← V, 7791 9 21 6000 1 1 2845503
V ← V, 7792 9 21 6001 1 1 2845869
L ← (⍴ V) ÷ 7
R ← (L, 7) ⍴ V
∇
∇ R ← calfr∆teststring; V; L
V ← ''
⍝ include here the contents of testapl1
V ← V, 'Primidi 1 Vendémiaire I, jour du Raisin '
V ← V, 'Duodi 2 Brumaire II, jour du Céleri '
V ← V, 'Nonidi 9 Thermidor II, jour de la Mûre '
V ← V, 'Tridi 3 Frimaire III, jour de la Chicorée '
V ← V, 'Tridi 13 Vendémiaire IV, jour du Potiron '
V ← V, 'Quartidi 4 Nivôse IV, jour du Soufre '
V ← V, 'Quintidi 5 Pluviôse V, jour du Taureau '
V ← V, 'Sextidi 6 Ventôse VI, jour de l''Asaret '
V ← V, 'Octidi 18 Brumaire VIII, jour de la Dentelaire '
V ← V, 'Octidi 8 Germinal IX, jour de la Jonquille '
V ← V, 'Décadi 10 Floréal XII, jour du Rateau '
V ← V, 'Duodi 12 Prairial XV, jour de la Bétoine '
V ← V, 'Quartidi 14 Messidor XVIII, jour de la Lavande '
V ← V, 'Sextidi 16 Thermidor XXI, jour de la Guimauve '
V ← V, 'Octidi 18 Fructidor XXIV, jour du Nerprun '
V ← V, 'Duodi 12 Nivôse CCVIII, jour de l''Argile '
V ← V, 'Duodi 22 Floréal CCIX, jour de la Fritillaire '
V ← V, 'Primidi 1 Vendémiaire I, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. I, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire II, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. II, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire III, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. III, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire IV, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. IV, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire V, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. V, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire VI, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. VII, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire VIII, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. VIII, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire IX, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. IX, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire X, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. XXXI, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire XXXII, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. XXXII, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire XXXIII, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. XXXIII, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire XXXIV, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. C, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire CI, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. CVIII, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire CIX, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. CC, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire CCI, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. CCVIII, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire CCIX, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. CCC, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire CCCI, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. CCCVIII, jour de la Révolution'
V ← V, 'Primidi 1 Vendémiaire CCCIX, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. CD, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire CDI, jour du Raisin '
V ← V, 'Quintidi 5 jour compl. CDI, jour des Récompenses '
V ← V, 'Primidi 1 Vendémiaire CDVIII, jour du Raisin '
V ← V, 'Sextidi 6 jour compl. CDVIII, jour de la Révolution '
V ← V, 'Primidi 1 Vendémiaire M, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire MI, jour du Raisin '
V ← V, 'Duodi 12 Nivôse MCCVIII, jour de l''Argile '
V ← V, 'Primidi 11 Nivôse MCCIX, jour du Granit '
V ← V, 'Primidi 1 Vendémiaire MM, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire MMI, jour du Raisin '
V ← V, 'Duodi 12 Nivôse MMCCVIII, jour de l''Argile '
V ← V, 'Duodi 12 Nivôse MMCCIX, jour de l''Argile '
V ← V, 'Quartidi 24 Fructidor MMDXXVIII, jour du Sorgho '
V ← V, 'Quintidi 25 Fructidor MMDXXVIII, jour de l''Écrevisse'
V ← V, 'Primidi 1 Vendémiaire MMM, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire MMMI, jour du Raisin '
V ← V, 'Duodi 12 Nivôse MMMCCVIII, jour de l''Argile '
V ← V, 'Primidi 11 Nivôse MMMCCIX, jour du Granit '
V ← V, 'Primidi 1 Vendémiaire 4000, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire 4001, jour du Raisin '
V ← V, 'Tridi 13 Nivôse 4208, jour de l''Ardoise '
V ← V, 'Tridi 13 Nivôse 4209, jour de l''Ardoise '
V ← V, 'Primidi 1 Vendémiaire 5000, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire 5001, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire 6000, jour du Raisin '
V ← V, 'Primidi 1 Vendémiaire 6001, jour du Raisin '
R ← 79 52 ⍴ V
∇
∇ calfr∆alltests
calfr∆testfr2rd
calfr∆testgr2rd
calfr∆testrd2fr
calfr∆testrd2gr
calfr∆testgr2fr
calfr∆testfr2gr
calfr∆testprtfr
∇
∇ calfr∆testfr2rd; IO; ⎕IO; OK; PARAM; EXPEC; RESUL
⎕IO ← 1
EXPEC ← calfr∆testdata[;7]
PARAM ← calfr∆testdata[;4 5 6]
OK ← 1
IO ← 2
LOOP:
IO ← IO - 1
⎕IO ← IO
OK ←OK ∧ calfr∆test0fr2rd 1
OK ←OK ∧ calfr∆test0fr2rd 2
OK ←OK ∧ calfr∆test1fr2rd 1 ↑ ⍴PARAM ⍝ checking with the full vector
OK ←OK ∧ calfr∆test1fr2rd 5 5
OK ←OK ∧ calfr∆test1fr2rd 5 3 3
OK ←OK ∧ calfr∆test1fr2rd 5 2 2 2
OK ←OK ∧ calfr∆test1fr2rd 7 ⍴ 2 ⍝ checking max allowed rank
→ IO / LOOP
→ (OK=0) / 0 ⍝ exit if the errors are already reported
'Checking calfr∆fr2rd : no errors'
∇
∇ R ← calfr∆test0fr2rd N; LIB; PAR; EXP; GOT; NERR
⎕IO ← 1
EXP ← EXPEC[N]
PAR ← PARAM[N;]
LIB ← 'Checking calfr∆fr2rd with scalar date ', (⍕PAR), ' and ⎕IO ', ⍕IO
⎕IO ← IO
GOT ← calfr∆fr2rd PAR
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDATA ⍝ no need to check dimension, it is the empty vector
LIB, ' Wrong rank: expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ R ← calfr∆test1fr2rd DIM; LIB; EXP; GOT; NERR
LIB ← 'Checking calfr∆fr2rd with dimension ', (⍕DIM), ' and ⎕IO ', ⍕IO
EXP ← DIM ⍴ EXPEC
⎕IO ← IO
GOT ← calfr∆fr2rd (DIM, 3) ⍴ PARAM
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDIM
LIB, ' Wrong rank: expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDIM:
→ (∧/(⍴EXP)=⍴GOT)/CHKDATA
LIB, ' Wrong dimension: expected ', (⍕⍴EXP), ', got ', ⍕⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ calfr∆testgr2rd; IO; ⎕IO; OK; PARAM; EXPEC; RESUL
⎕IO ← 1
EXPEC ← calfr∆testdata[;7]
PARAM ← calfr∆testdata[;1 2 3]
OK ← 1
IO ← 2
LOOP:
IO ← IO - 1
⎕IO ← IO
OK ←OK ∧ calfr∆test0gr2rd 1
OK ←OK ∧ calfr∆test0gr2rd 2
OK ←OK ∧ calfr∆test1gr2rd 1 ↑ ⍴PARAM ⍝ checking with the full vector
OK ←OK ∧ calfr∆test1gr2rd 5 5
OK ←OK ∧ calfr∆test1gr2rd 5 3 3
OK ←OK ∧ calfr∆test1gr2rd 5 2 2 2
OK ←OK ∧ calfr∆test1gr2rd 7 ⍴ 2 ⍝ checking max allowed rank
→ IO / LOOP
→ (OK=0) / 0 ⍝ exit if the errors are already reported
'Checking calfr∆gr2rd : no errors'
∇
∇ R ← calfr∆test0gr2rd N; LIB; PAR; EXP; GOT; NERR
⎕IO ← 1
EXP ← EXPEC[N]
PAR ← PARAM[N;]
LIB ← 'Checking calfr∆gr2rd with scalar date ', (⍕PAR), ' and ⎕IO ', ⍕IO
⎕IO ← IO
GOT ← calfr∆gr2rd PAR
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDATA ⍝ no need to check dimension, it is the empty vector
LIB, ' Wrong rank: expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ R ← calfr∆test1gr2rd DIM; LIB; EXP; GOT; NERR
LIB ← 'Checking calfr∆gr2rd with dimension ', (⍕DIM), ' and ⎕IO ', ⍕IO
EXP ← DIM ⍴ EXPEC
GOT ← calfr∆gr2rd (DIM, 3) ⍴ PARAM
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDIM
LIB, ' Wrong rank, expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDIM:
→ (∧/(⍴EXP)=⍴GOT)/CHKDATA
LIB, ' Wrong dimension, expected ', (⍕⍴EXP), ', got ', ⍕⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ calfr∆testrd2fr; IO; ⎕IO; OK; PARAM; EXPEC; RESUL
⎕IO ← 1
EXPEC ← calfr∆testdata[;4 5 6]
PARAM ← calfr∆testdata[;7]
OK ← 1
IO ← 2
LOOP:
IO ← IO - 1
⎕IO ← IO
OK ←OK ∧ calfr∆test0rd2fr 1
OK ←OK ∧ calfr∆test0rd2fr 2
OK ←OK ∧ calfr∆test1rd2fr 1 ↑ ⍴PARAM ⍝ checking with the full vector
OK ←OK ∧ calfr∆test1rd2fr 3 3
OK ←OK ∧ calfr∆test1rd2fr 15 3
OK ←OK ∧ calfr∆test1rd2fr 2 3 3
OK ←OK ∧ calfr∆test1rd2fr 6 ⍴ 2 ⍝ checking max allowed rank
→ IO / LOOP
→ (OK=0) / 0 ⍝ exit if the errors are already reported
'Checking calfr∆rd2fr : no errors'
∇
∇ R ← calfr∆test0rd2fr N; LIB; PAR; EXP; GOT; NERR
⎕IO ← 1
EXP ← EXPEC[N;]
PAR ← PARAM[N]
LIB ← 'Checking calfr∆rd2fr with scalar RD value ', (⍕PAR), ' and ⎕IO ', ⍕IO
⎕IO ← IO
GOT ← calfr∆rd2fr PAR
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDIM
LIB, ' Wrong rank: expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDIM:
→ (∧/(⍴EXP)=⍴GOT)/CHKDATA
LIB, ' Wrong dimensions: expected ', (⍕⍴EXP), ', got ', ⍕⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,∨/EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ R ← calfr∆test1rd2fr DIM; EXP; GOT; LIB; NERR
LIB ← 'Checking calfr∆rd2fr with dimension ', (⍕DIM), ' and ⎕IO ', ⍕IO
EXP ← (DIM, 3) ⍴ EXPEC
GOT ← calfr∆rd2fr DIM ⍴ PARAM
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDIM
LIB, ' Wrong rank, expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDIM:
→ (∧/(⍴EXP)=⍴GOT)/CHKDATA
LIB, ' Wrong dimension, expected ', (⍕⍴EXP), ', got ', ⍕⍴GOT
R ← 0
→ 0
CHKDATA:
NERR ← +/,∨/EXP≠GOT
→ (NERR=0) / CHKIO
LIB, ' Data errors: ', ⍕ NERR
R ← 0
→ 0
CHKIO:
→ (IO=⎕IO) / SUCCESS
LIB, ' ⎕IO clobbered: was ', (⍕IO), ' became ', ⍕⎕IO
R ← 0
→ 0
SUCCESS:
R ← 1
→ 0
∇
∇ calfr∆testrd2gr; IO; ⎕IO; OK; PARAM; EXPEC; RESUL
⎕IO ← 1
EXPEC ← calfr∆testdata[;1 2 3]
PARAM ← calfr∆testdata[;7]
OK ← 1
IO ← 2
LOOP:
IO ← IO - 1
⎕IO ← IO
OK ←OK ∧ calfr∆test0rd2gr 1
OK ←OK ∧ calfr∆test0rd2gr 2
OK ←OK ∧ calfr∆test1rd2gr 1 ↑ ⍴PARAM ⍝ checking with the full vector
OK ←OK ∧ calfr∆test1rd2gr 3 3
OK ←OK ∧ calfr∆test1rd2gr 15 3
OK ←OK ∧ calfr∆test1rd2gr 2 3 3
→ IO / LOOP
→ (OK=0) / 0 ⍝ exit if the errors are already reported
'Checking calfr∆rd2gr : no errors'
∇
∇ R ← calfr∆test0rd2gr N; LIB; PAR; EXP; GOT; NERR
⎕IO ← 1
EXP ← EXPEC[N;]
PAR ← PARAM[N]
LIB ← 'Checking calfr∆rd2gr with scalar RD value ', (⍕PAR), ' and ⎕IO ', ⍕IO
⎕IO ← IO
GOT ← calfr∆rd2gr PAR
→ ((⍴⍴EXP)=⍴⍴GOT)/CHKDIM
LIB, ' Wrong rank: expected ', (⍕⍴⍴EXP), ', got ', ⍕⍴⍴GOT
R ← 0
→ 0
CHKDIM:
→ (∧/(⍴EXP)=⍴GOT)/CHKDATA
LIB, ' Wrong dimensions: expected ', (⍕⍴EXP), ', got ', ⍕⍴GOT
R ← 0