Replaced FFP code that sets up orthogonal projection with explicit matrix
calculation. Storing the orthogonal projection in the projection matrix for
legacy GL (1.x) rather than in the modelview matrix.
module ServerState
(
module RoomsAndClients,
clientRoomA,
ServerState(..),
client's,
allClientsS,
roomClientsS,
sameProtoClientsS,
io
) where
import Control.Monad.State.Strict
import Data.Set as Set(Set)
import Data.Word
----------------------
import RoomsAndClients
import CoreTypes
data ServerState = ServerState {
clientIndex :: !(Maybe ClientIndex),
serverInfo :: !ServerInfo,
removedClients :: !(Set.Set ClientIndex),
roomsClients :: !MRnC
}
clientRoomA :: StateT ServerState IO RoomIndex
clientRoomA = do
(Just ci) <- gets clientIndex
rnc <- gets roomsClients
io $ clientRoomM rnc ci
client's :: (ClientInfo -> a) -> StateT ServerState IO a
client's f = do
(Just ci) <- gets clientIndex
rnc <- gets roomsClients
io $ client'sM rnc f ci
allClientsS :: StateT ServerState IO [ClientInfo]
allClientsS = gets roomsClients >>= liftIO . clientsM
roomClientsS :: RoomIndex -> StateT ServerState IO [ClientInfo]
roomClientsS ri = do
rnc <- gets roomsClients
io $ roomClientsM rnc ri
sameProtoClientsS :: Word16 -> StateT ServerState IO [ClientInfo]
sameProtoClientsS p = liftM f allClientsS
where
f = filter (\c -> clientProto c == p)
io :: IO a -> StateT ServerState IO a
io = liftIO