Overview of Brest vs Le Havre

The upcoming match between Brest and Le Havre promises to be a thrilling encounter, with both teams showcasing their strengths in Ligue 2. Brest, known for their solid defensive strategies, will look to capitalize on their home advantage at Stade Francis-Le Blé. On the other hand, Le Havre, with their dynamic attacking play, aims to disrupt Brest’s defensive setup and secure vital points in their campaign. This match is crucial for both teams as they vie for a top spot in the league standings.

Betting Predictions: Match Outcome

• 1X2: Brest are favored to win due to their home advantage and recent form. However, Le Havre’s away performance has been commendable, making it a closely contested match.
• Over/Under Goals: Given both teams’ attacking prowess, an Over 2.5 goals bet seems promising. Expect an open game with multiple scoring opportunities.

Betting Predictions: Player Performances

• Top Scorer: Keep an eye on Brest’s striker, who has been in fine form this season. His ability to find the back of the net could be decisive in this match.
• Assists: Le Havre’s creative midfielder is expected to shine, potentially setting up key chances and contributing significantly to the team’s offensive efforts.

Betting Predictions: Special Markets

• First Goal Scorer: A bet on Brest scoring first could be advantageous, considering their strong home record and early dominance in recent matches.
• Both Teams to Score: With both sides having potent attacks, a BTTS (Both Teams to Score) bet is likely to pay off, especially if Le Havre manages to break through Brest’s defense.

Betting Predictions: Half-Time/Full-Time

• Half-Time/Full-Time: A Half-Time/Full-Time (HT/FT) bet predicting a draw at half-time followed by a Brest win could be lucrative, given their ability to control the game and capitalize in the second half.

Betting Predictions: Clean Sheet

• Clean Sheet: Betting on Brest to keep a clean sheet is a reasonable option, considering their defensive discipline and the pressure they will exert on Le Havre’s attack.

Betting Predictions: Double Chance

• Double Chance: Opting for a double chance bet on either Brest or draw provides a safer wager, minimizing risk while still capitalizing on Brest’s home advantage.

Betting Predictions: Correct Score

• Correct Score: A correct score prediction of 2-1 in favor of Brest could be rewarding, reflecting their offensive capabilities and potential defensive resilience against Le Havre’s attacks.

Betting Predictions: Handicap

• Handicap: A -0.5 handicap on Brest suggests they are expected to win by at least one goal margin, leveraging their strong home form and attacking threats.

Betting Predictions: Asian Handicap

• Asian Handicap: An Asian handicap of -1.0 for Brest indicates they are slightly favored but acknowledges the competitive nature of the match against a resilient Le Havre side.

Betting Predictions: Total Corners

• Total Corners: With both teams likely to push forward aggressively, betting on Over for total corners can be a strategic choice, anticipating numerous set-piece opportunities throughout the game.

Betting Predictions: Total Yellow Cards

• Total Yellow Cards: Given the competitive nature of this fixture, an Over bet on total yellow cards could be prudent, expecting a physical and intense encounter between the two sides.

Additional Expert Predictions for the Match:

YanJinzhao/Monad/src/Monad.hs
{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}
{-# LANGUAGE TypeFamilies #-}
module Monad where

import Data.Char

class Monad m => MonadPlus m where
mzero :: m a
mplus :: m a -> m a -> m a

instance MonadPlus [] where
mzero = []
mplus = (++)

instance MonadPlus Maybe where
mzero = Nothing
mplus x@(Just _) _ = x
mplus _ y = y

instance MonadPlus Bool where
mzero = False
mplus x _ | x = True

data Parser a = Parser {runParser :: String -> [(a,String)]}

instance Functor Parser where
fmap f (Parser p) = Parser $ s -> [(f x,s’) | (x,s’) [(x,s)]
() = ap

instance Monad Parser where
return x = Parser $ s -> [(x,s)]
(>>=) (Parser p) f = Parser $ s -> [z | (x,s’) <- p s,
let Parser q = f x,
z runParser p s ++ runParser q s

satisfy :: (Char -> Bool) -> Parser Char
satisfy pred = Parser f
where f [] = []
f (x:xs) | pred x = [(x,xs)]
| otherwise = []

item :: Parser Char
item = satisfy (const True)

digit :: Parser Char
digit = satisfy isDigit

upper :: Parser Char
upper = satisfy isUpper

lower :: Parser Char

lower = satisfy isLower

char :: Char -> Parser Char
char c = satisfy (c==)

string :: String -> Parser String
string [] = return []
string (c:cs) = do x <- char c
xs Parser [a]
many p =
many1 p `mplus` return []

many1 :: Parser a -> Parser [a]
many1 p =
do x <- p
xs Bool) -> Parser Char
sat pred = do c <- item
if pred c then return c else zero

letter :: Parser Char
letter = sat isAlpha

alphanum :: Parser Char
alphanum = sat isAlphaNum

lowercase :: Parser Char
lowercase = sat isLower

natural :: Parser Integer
natural =
do xs <- some digit
return $ read xs

integer :: Parser Integer
integer =
do sign <- option '+' ((char '-') char ‘+’)
n Integer
parseInteger s =
case parse integer s of
[(n,»»)] -> n
_ -> error «Parse failed»

oneOf :: [Char] -> Parser Char
oneOf str =
sat (`elem` str)

noneOf :: [Char] -> Parser Char
noneOf str =
sat (`notElem` str)

spaces :: Parser ()
spaces =
void $ many $ sat isSpace

token :: Parser a -> Parser a
token p =
do spaces
v Parser String
symbol xs =
token $ string xs

lexeme :: Parser a -> Parser a
lexeme =
token

whiteSpace :: Parser ()
whiteSpace =
void $ many1 $ sat isSpace

() :: MonadPlus m => m a -> m a -> m a
() `asTypeOf` mplus

class Alternative f where
empty :: f a
() :: f a -> f a -> f a
some :: f a -> f [a]
many :: f a -> f [a]
many1 :: f a -> f [a]

instance Alternative [] where
empty = []
() = (++ )
some as = foldr1 (x y-> x:y) as
many as = some as pure []
many1 as = as >>= x-> many as >>= xs-> pure (x:xs)

class Monad m => MonadZero m where
zero :: m a
() :: m a -> m b -> m c

instance MonadZero [] where
zero = []
() _ _ — not defined

class Alternative f => Plus f where
empty :: f a
() :: f a -> f b -> f c

instance Plus [] where
empty = []
() _ _ — not defined

newtype GenParser tok st result =
GP { runGenParser ::
ParseState tok st ->
[(result,[tok],ParseState tok st)] }

newtype ParseState tok st =
PS { unPS ::
([tok],st)
}

data ParseError tok =
NoTokenLeft | ExpectedToken tok | OtherError String deriving Show

parseErrorPrettyString tok err =
case err of NoTokenLeft ->
«No more tokens left.»
ExpectedToken t ->
«Expected token » ++
show t ++ «.»
OtherError str ->
str

instance Functor (GenParser tok st) where
fmap g gp =
GP (s ->
[(g v,toks’,st’) |
(v,toks,st’)
[(v,toks,st)])

gp gp’ =
GP (s ->
[(f v,toks’,st’) |
(f,toks,st’) <- runGenParser gp s,
(v,toks'',st'') <- runGenParser gp' s,
toks' >= gpp =
GP (s ->
concat [[(v’,t’,st’) |
(v,t,st’) <- runGenParser gp s,
GP gppp <- gpp v,
(v',t'',st'') <- runGenParser gppp st',
t'
error «No parse results.»
[(result,[],_) ] ->
result — no more tokens left after parsing.
[(result,toptokens,_)] ->
error («More tokens left after parsing: » ++ show toptokens)
otherresults ->
error («Multiple parse results:» ++ show otherresults)

data Token tok st =

TokInt Int |

TokIdent String |

TokSymbol String |

TokOpenBracket String |

TokCloseBracket String |

TokOther tok deriving Show

data State st =

StateInteger Int |

StateString String |

StateOther st deriving Show

data Expression st =

EInt Int |

EIdent String |

EAdd Expression st Expression st |

EMult Expression st Expression st |

EVar Expression st Expression st |

ELambda Expression st Expression st |

EApp Expression st Expression st Expression st |

EIf Expression st Expression st Expression st |

ELet Expression st IdentifierList st Expression st deriving Show

data IdentifierList =

NilIdents |

IdentAndIdents String IdentifierList deriving Show

type StatefulExpressionParser tok result =

GenParser tok (State result) result

exprP ::
StatefulExpressionParser Token TokenState ValueExpressionResult

exprP ps@(PS ([],_)) |
null tokens@(tok:_)
|| takeWhile (/= ‘n’) tokens == «rn» ||
takeWhile (/= ‘n’) tokens == «n» ||
takeWhile (/= ‘r’) tokens == «r» ||
takeWhile (/= ‘rn’) tokens == «rn» ||
takeWhile (/= ‘nr’) tokens == «nr» ||
takeWhile (/= ‘nrn’) tokens == «nrn»
=
failP ps «No more input.»
exprP ps@(_:(_,_)) |
null tokens@(tok:_)
|| takeWhile (/= ‘n’) tokens == «rn» ||
takeWhile (/= ‘n’) tokens == «n» ||
takeWhile (/= ‘r’) tokens == «r» ||
takeWhile (/= ‘rn’) tokens == «rn» ||
takeWhile (/= ‘nr’) tokens == «nr» ||
takeWhile (/= ‘nrn’) tokens == «nrn»
=
failP ps «No more input.»

exprP ps@(PS ((TokInt n):tokens,state)) |
null resttokens@(tok:_)
|| takeWhile (/= ‘n’) resttokens == «rn» ||
takeWhile (/= ‘n’) resttokens == «n» ||
takeWhile (/= ‘r’) resttokens == «r» ||
takeWhile (/= ‘rn’) resttokens == «rn» ||
takeWhile (/= ‘nr’) resttokens == «nr» ||
takeWhile (/= ‘nrn’) resttokens == «nrn»
&&
Just reststate@(_,_) <- nextState state IntVal n |
—
null resttokens'
|| takeWhile (/= 'n') resttokens' == "rn" ||
takeWhile (/= 'n') resttokens' == "n" ||
takeWhile (/= 'r') resttokens' == "r" ||
takeWhile (/= 'rn') resttokens' == "rn" ||
takeWhile (/= 'nr') resttokens' == "nr" ||
takeWhile (/= 'nrn') resttokens' == "nrn"
&&
Just _state@(_,_) <- nextState reststate IntVal n |
—
Nothing@_ <- nextState state IdentVal n |
—
Nothing@_ <- nextState state AddOpVal "+" |
—
Nothing@_ <- nextState state MulOpVal "*" |
—
Nothing@_ <- nextState state OpenBraceVal "(" |
—
Nothing@_ <- nextState state CloseBraceVal ")" |
—
Nothing@_ <- nextState state OpenBracketVal "[" |
—
Nothing@_ <- nextState state CloseBracketVal "]" |
—
Nothing@_ <- nextState state LambdaVal "\" |
—
Nothing@_ <- nextState state LetVal "let" |
—
Nothing@_
let newstate@(PS (_,(StateInteger j)))@(PS (_,(StateInteger k)))=
PS ((TokOther «,»):tokens,state)
result=PInt i j k newstate
in case nextResult result of Just r->[(r,tokens,newstate)]
Nothing->error(«Internal error»))
exprP ps@(PS ((TokIdent name):tokens,state)) |
null resttokens@(tok:_)
|| takeWhile (/= ‘n’) resttokens == «rn» ||
takeWhile (/= ‘n’) resttokens == «n» ||
takeWhile (/= ‘r’) resttokens == «r» ||
takeWhile (/= ‘rn’) resttokens == «rn» ||
takeWhile (/= ‘nr’) resttokens == «nr» ||
takeWhile (/= ‘nrn’) resttokens == «nrn»
&&
Just _state@(_,_)<-nextState state IdentVal name|
— Null check might be unnecessary.
Just newstate@(_,_)<-nextState state AddOpVal "+"|
Just newstate@(_,_)<-nextState state MulOpVal "*"|
Just newstate@(_,_)<-nextState state OpenBraceVal "("|
Just newstate@(_,_)<-nextState state CloseBraceVal ")"|
Just newstate@(_,_)<-nextState state Open