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1 module Hcompta.LCC.Compta where
2
3 import Control.Applicative (Applicative(..))
4 import Control.Monad (Monad(..))
5 import Data.Bool (Bool(..))
6 import Data.Either (either)
7 import Data.Eq (Eq)
8 import Data.Function (($), (.), id)
9 import Data.Functor (Functor(..), (<$>))
10 import Data.Typeable (Typeable)
11 import Prelude (error)
12 import Text.Show (Show(..))
13 import qualified Control.Monad.Classes as MC
14 import qualified Control.Monad.Trans.State.Strict as SS
15
16 import Hcompta.LCC.Amount
17 import Hcompta.LCC.Balance
18 import Hcompta.LCC.Chart
19 import Hcompta.LCC.Journal
20 import Hcompta.LCC.IO
21 import Hcompta.LCC.Transaction
22 import Language.Symantic as Sym
23 import qualified Hcompta as H
24 import qualified Hcompta.LCC.Lib.Strict as S
25
26 -- * Type 'LCC'
27 data LCC src
28 = LCC
29 { lcc_chart :: !Chart
30 , lcc_journals :: !(Journals src (Transactions src))
31 , lcc_style :: !Style_Amounts
32 , lcc_base :: !CanonFile
33 } deriving (Eq, Show)
34 instance H.Get Style_Amounts (LCC src) where
35 get = lcc_style
36
37 -- ** Type 'State_Sym'
38 data State_Sym src ss
39 = State_Sym
40 { state_sym_types :: !(Sym.Imports Sym.NameTy, Sym.ModulesTy src)
41 , state_sym_terms :: !(Sym.Imports Sym.NameTe, Sym.Modules src ss)
42 } deriving (Eq, Show)
43
44 state_sym ::
45 forall src ss.
46 Sym.Source src =>
47 Sym.ImportTypes ss =>
48 Sym.ModulesInj src ss =>
49 Sym.ModulesTyInj ss =>
50 State_Sym src ss
51 state_sym =
52 let mods = either (error . show) id Sym.modulesInj in
53 State_Sym
54 { state_sym_types = (Sym.importTypes @ss [], Sym.modulesTyInj @ss)
55 , state_sym_terms = (Sym.importModules [] mods, mods)
56 }
57
58 -- State_Sym src ss
59 type instance MC.CanDo (S.StateT (State_Sym src ss) m) (MC.EffState (State_Sym src ss)) = 'True
60 instance Monad m => MC.MonadStateN 'MC.Zero (State_Sym src ss) (S.StateT (State_Sym src ss) m) where
61 stateN _px = S.StateT . SS.state
62
63 -- (Sym.Imports Sym.NameTe, Sym.Modules src ss)
64 type instance MC.CanDo (S.StateT (State_Sym src ss) m) (MC.EffState (Sym.Imports Sym.NameTe, Sym.Modules src ss)) = 'True
65 instance Monad m => MC.MonadStateN 'MC.Zero (Sym.Imports Sym.NameTe, Sym.Modules src ss) (S.StateT (State_Sym src ss) m) where
66 stateN _px f = S.StateT $ SS.state $ \st ->
67 (\a -> st{state_sym_terms=a}) <$> f (state_sym_terms st)
68
69 -- (Sym.Imports Sym.NameTy, Sym.ModulesTy src)
70 type instance MC.CanDo (S.StateT (State_Sym src ss) m) (MC.EffState (Sym.Imports Sym.NameTy, Sym.ModulesTy src)) = 'True
71 instance Monad m => MC.MonadStateN 'MC.Zero (Sym.Imports Sym.NameTy, Sym.ModulesTy src) (S.StateT (State_Sym src ss) m) where
72 stateN _px f = S.StateT $ SS.state $ \st ->
73 (\a -> st{state_sym_types=a}) <$> f (state_sym_types st)
74
75 -- * Type 'Context'
76 type Context m = SS.State m
77
78 -- * Type 'Code'
79 newtype Code src ss m a
80 = Code (S.StateT (State_Sym src (Sym.Proxy (Code src ss) ': ss)) m a)
81 deriving (Functor, Applicative, Monad, Typeable)
82
83 -- * Class 'Balanceable'
84 class Balanceable ctx where
85 balance :: Context ctx Balance
86 instance Balanceable (LCC src) where
87 balance = do
88 js <- SS.gets lcc_journals
89 return (H.sum js)
90
91
92 {-
93 main :: (Compta a -> b) -> FilePath -> b
94
95 main :: (Compta a -> b) -> FilePath -> IO b
96
97 (ComptaM a -> ComptaM b) -> ComptaM a -> ComptaM b
98 (a -> b) -> (a -> b)
99
100 a -> b
101
102 balance :: Compta Journals -> Compta Balance
103 balance :: Balanceable f => Compta f Balance
104
105 fp :: Compta a
106
107 balance ./toto
108
109 ./toto :: IO (Context a)
110 balance :: Context LCC Balance
111
112 readLCC :: Context LCC ()
113 readLedger :: Context Ledger ()
114 readSQL :: Context SQL ()
115
116 write :: Context Ledger ()
117
118 init :: Context ()
119
120 journals :: Context LCC Journals
121 chart :: Context LCC Chart
122 styles :: Context LCC styles
123 stats :: Context LCC stats
124
125 do
126 load ./toto
127 bal <- balance
128
129 load ./toto >>= \() ->
130 balance >>= \bal ->
131 -}
132
133 {-
134 data Context src ss fmt a
135 = Context
136 { state_sym :: !(State_Sym src ss)
137 , context_return :: fmt a
138 }
139 instance Functor (Context src ss fmt)
140 instance Applicative (Context src ss fmt)
141 pure = context_return
142 f <*> a =
143 instance Monad (Context src ss fmt) where
144 return = context_return
145 c >>= f = f (context_return c)
146 -}
147
148 {-
149 instance Functor LCC where
150 fmap f c = c{lcc_return = f (lcc_return c)}
151 instance Applicative LCC where
152 pure a = LCC
153 { lcc_chart = mempty
154 , lcc_journals = mempty
155 , lcc_style = mempty
156 , lcc_return = a
157 }
158 f <*> a =
159 LCC
160 { lcc_chart = lcc_chart f <> lcc_chart a
161 , lcc_journals = lcc_journals f <> lcc_journals a
162 , lcc_style = lcc_style f <> lcc_style a
163 , lcc_return = lcc_return f (lcc_return a)
164 }
165 instance Monad LCC where
166 return = pure
167 c >>= f =
168 let c' = f (lcc_return c) in
169 c'
170 { lcc_chart = lcc_chart c <> lcc_chart c'
171 , lcc_journals = lcc_journals c <> lcc_journals c'
172 , lcc_style = lcc_style c <> lcc_style c'
173 }
174 -}
175
176 {-
177 instance Balanceable LCC where
178 balance f = f{lcc_data = H.sum $ lcc_compta f}
179 data LCC_IO a
180 = LCC_IO
181 { lcc_io_data :: Set FilePath
182 , lcc_calc :: IO a
183 }
184
185 class Backend a where
186 instance Backend (IO a) where
187 instance Backend () where
188 instance Backend (SQL a)
189
190 class Journalable a where
191 journal_fold :: (Transaction -> j -> j) -> a -> j
192
193
194 -- * Type 'ComptaT'
195 type ComptaS src ss = SS.State (State_Compta src ss)
196 -- type ComptaIO src ss = ComptaT src ss IO
197
198 runComptaS :: ComptaS src ss a -> State_Compta src ss -> (a, State_Compta src ss)
199 runComptaS = SS.runState
200
201 -- ** Type 'State_Compta'
202 data State_Compta src ss
203 = forall js. Journalable js
204 => State_Compta
205 { state_compta_sty :: !Style_Amounts
206 , state_compta_sym :: !(State_Sym src ss)
207 , state_compta_jnl :: !js
208 } deriving (Eq, Show)
209
210 compta ::
211 forall src ss.
212 Sym.Source src =>
213 Sym.ImportTypes ss =>
214 Sym.ModulesInj src ss =>
215 Sym.ModulesTyInj ss =>
216 State_Compta src ss
217 compta = State_Compta
218 { compta_sym = state_sym
219 , compta_data = mempty
220 }
221 -}