module Wumpus.Basic.Text.LRSymbol
(
uAlpha
, uBeta
, uChi
, uDelta
, uEpsilon
, uEta
, uEuro
, uGamma
, uIfraktur
, uIota
, uKappa
, uLambda
, uMu
, uNu
, uOmega
, uOmicron
, uPhi
, uPi
, uPsi
, uRfraktur
, uRho
, uSigma
, uTau
, uTheta
, uUpsilon
, uUpsilon1
, uXi
, uZeta
, alpha
, beta
, gamma
, delta
, epsilon
, zeta
, eta
, theta
, iota
, kappa
, lambda
, mu
, nu
, xi
, pi
, rho
, sigma
, tau
, upsilon
, phi
, chi
, psi
, omega
, aleph
, ampersand
, angle
, angleleft
, angleright
, approxequal
, arrowboth
, arrowdblboth
, arrowdbldown
, arrowdblleft
, arrowdblright
, arrowdblup
, arrowdown
, arrowleft
, arrowright
, arrowup
, asteriskmath
, bar
, braceleft
, braceright
, bracketleft
, bracketright
, bullet
, carriagereturn
, circlemultiply
, circleplus
, club
, colon
, comma
, congruent
, copyrightsans
, copyrightserif
, degree
, diamond
, divide
, dotmath
, eight
, element
, ellipsis
, emptyset
, equal
, equivalence
, exclam
, existential
, five
, florin
, four
, fraction
, gradient
, greater
, greaterequal
, heart
, infinity
, integral
, intersection
, less
, lessequal
, logicaland
, logicalnot
, logicalor
, lozenge
, minus
, minute
, multiply
, nine
, notelement
, notequal
, notsubset
, numbersign
, omega1
, omicron
, one
, parenleft
, parenright
, partialdiff
, percent
, period
, perpendicular
, phi1
, plus
, plusminus
, product
, propersubset
, propersuperset
, proportional
, question
, radical
, radicalex
, reflexsubset
, reflexsuperset
, registersans
, registerserif
, second
, semicolon
, seven
, sigma1
, similar
, six
, slash
, space
, spade
, suchthat
, summation
, therefore
, theta1
, three
, trademarksans
, trademarkserif
, two
, underscore
, union
, universal
, weierstrass
, zero
) where
import Wumpus.Basic.Text.LRText
import Prelude hiding ( pi, product )
uAlpha :: Num u => LRText u ()
uAlpha = symb 'A'
uBeta :: Num u => LRText u ()
uBeta = symb 'B'
uChi :: Num u => LRText u ()
uChi = symb 'C'
uDelta :: Num u => LRText u ()
uDelta = symb 'D'
uEpsilon :: Num u => LRText u ()
uEpsilon = symb 'E'
uEta :: Num u => LRText u ()
uEta = symb 'H'
uEuro :: Num u => LRText u ()
uEuro = symbEscInt 0o240
uGamma :: Num u => LRText u ()
uGamma = symb 'G'
uIfraktur :: Num u => LRText u ()
uIfraktur = symbEscInt 0o301
uIota :: Num u => LRText u ()
uIota = symb 'I'
uKappa :: Num u => LRText u ()
uKappa = symb 'K'
uLambda :: Num u => LRText u ()
uLambda = symb 'L'
uMu :: Num u => LRText u ()
uMu = symb 'M'
uNu :: Num u => LRText u ()
uNu = symb 'N'
uOmega :: Num u => LRText u ()
uOmega = symbEscInt 0o127
uOmicron :: Num u => LRText u ()
uOmicron = symbEscInt 0o117
uPhi :: Num u => LRText u ()
uPhi = symbEscInt 0o106
uPi :: Num u => LRText u ()
uPi = symb 'P'
uPsi :: Num u => LRText u ()
uPsi = symbEscInt 0o131
uRfraktur :: Num u => LRText u ()
uRfraktur = symbEscInt 0o302
uRho :: Num u => LRText u ()
uRho = symbEscInt 0o122
uSigma :: Num u => LRText u ()
uSigma = symb 'S'
uTau :: Num u => LRText u ()
uTau = symb 'T'
uTheta :: Num u => LRText u ()
uTheta = symb 'Q'
uUpsilon :: Num u => LRText u ()
uUpsilon = symbEscInt 0o125
uUpsilon1 :: Num u => LRText u ()
uUpsilon1 = symbEscInt 0o241
uXi :: Num u => LRText u ()
uXi = symb 'X'
uZeta :: Num u => LRText u ()
uZeta = symb 'Z'
alpha :: Num u => LRText u ()
alpha = symb 'a'
beta :: Num u => LRText u ()
beta = symb 'b'
gamma :: Num u => LRText u ()
gamma = symb 'g'
delta :: Num u => LRText u ()
delta = symb 'd'
epsilon :: Num u => LRText u ()
epsilon = symb 'e'
zeta :: Num u => LRText u ()
zeta = symb 'z'
eta :: Num u => LRText u ()
eta = symb 'h'
theta :: Num u => LRText u ()
theta = symb 'q'
iota :: Num u => LRText u ()
iota = symb 'i'
kappa :: Num u => LRText u ()
kappa = symb 'k'
lambda :: Num u => LRText u ()
lambda = symb 'l'
mu :: Num u => LRText u ()
mu = symb 'm'
nu :: Num u => LRText u ()
nu = symb 'n'
xi :: Num u => LRText u ()
xi = symb 'x'
pi :: Num u => LRText u ()
pi = symb 'p'
rho :: Num u => LRText u ()
rho = symb 'r'
sigma :: Num u => LRText u ()
sigma = symb 's'
tau :: Num u => LRText u ()
tau = symb 't'
upsilon :: Num u => LRText u ()
upsilon = symb 'u'
phi :: Num u => LRText u ()
phi = symb 'j'
chi :: Num u => LRText u ()
chi = symb 'c'
psi :: Num u => LRText u ()
psi = symb 'y'
omega :: Num u => LRText u ()
omega = symb 'w'
aleph :: Num u => LRText u ()
aleph = symbEscInt 0o300
ampersand :: Num u => LRText u ()
ampersand = symbEscInt 0o046
angle :: Num u => LRText u ()
angle = symbEscInt 0o320
angleleft :: Num u => LRText u ()
angleleft = symbEscInt 0o341
angleright :: Num u => LRText u ()
angleright = symbEscInt 0o361
approxequal :: Num u => LRText u ()
approxequal = symbEscInt 0o273
arrowboth :: Num u => LRText u ()
arrowboth = symbEscInt 0o253
arrowdblboth :: Num u => LRText u ()
arrowdblboth = symbEscInt 0o333
arrowdbldown :: Num u => LRText u ()
arrowdbldown = symbEscInt 0o337
arrowdblleft :: Num u => LRText u ()
arrowdblleft = symbEscInt 0o334
arrowdblright :: Num u => LRText u ()
arrowdblright = symbEscInt 0o336
arrowdblup :: Num u => LRText u ()
arrowdblup = symbEscInt 0o335
arrowdown :: Num u => LRText u ()
arrowdown = symbEscInt 0o257
arrowleft :: Num u => LRText u ()
arrowleft = symbEscInt 0o254
arrowright :: Num u => LRText u ()
arrowright = symbEscInt 0o256
arrowup :: Num u => LRText u ()
arrowup = symbEscInt 0o255
asteriskmath :: Num u => LRText u ()
asteriskmath = symbEscInt 0o052
bar :: Num u => LRText u ()
bar = symbEscInt 0o174
braceleft :: Num u => LRText u ()
braceleft = symbEscInt 0o173
braceright :: Num u => LRText u ()
braceright = symbEscInt 0o175
bracketleft :: Num u => LRText u ()
bracketleft = symbEscInt 0o133
bracketright :: Num u => LRText u ()
bracketright = symbEscInt 0o135
bullet :: Num u => LRText u ()
bullet = symbEscInt 0o267
carriagereturn :: Num u => LRText u ()
carriagereturn = symbEscInt 0o277
circlemultiply :: Num u => LRText u ()
circlemultiply = symbEscInt 0o304
circleplus :: Num u => LRText u ()
circleplus = symbEscInt 0o305
club :: Num u => LRText u ()
club = symbEscInt 0o247
colon :: Num u => LRText u ()
colon = symbEscInt 0o072
comma :: Num u => LRText u ()
comma = symbEscInt 0o054
congruent :: Num u => LRText u ()
congruent = symbEscInt 0o100
copyrightsans :: Num u => LRText u ()
copyrightsans = symbEscInt 0o343
copyrightserif :: Num u => LRText u ()
copyrightserif = symbEscInt 0o323
degree :: Num u => LRText u ()
degree = symbEscInt 0o260
diamond :: Num u => LRText u ()
diamond = symbEscInt 0o250
divide :: Num u => LRText u ()
divide = symbEscInt 0o270
dotmath :: Num u => LRText u ()
dotmath = symbEscInt 0o327
eight :: Num u => LRText u ()
eight = symbEscInt 0o070
element :: Num u => LRText u ()
element = symbEscInt 0o316
ellipsis :: Num u => LRText u ()
ellipsis = symbEscInt 0o274
emptyset :: Num u => LRText u ()
emptyset = symbEscInt 0o306
equal :: Num u => LRText u ()
equal = symbEscInt 0o075
equivalence :: Num u => LRText u ()
equivalence = symbEscInt 0o272
exclam :: Num u => LRText u ()
exclam = symbEscInt 0o041
existential :: Num u => LRText u ()
existential = symbEscInt 0o044
five :: Num u => LRText u ()
five = symbEscInt 0o065
florin :: Num u => LRText u ()
florin = symbEscInt 0o246
four :: Num u => LRText u ()
four = symbEscInt 0o064
fraction :: Num u => LRText u ()
fraction = symbEscInt 0o244
gradient :: Num u => LRText u ()
gradient = symbEscInt 0o321
greater :: Num u => LRText u ()
greater = symbEscInt 0o076
greaterequal :: Num u => LRText u ()
greaterequal = symbEscInt 0o263
heart :: Num u => LRText u ()
heart = symbEscInt 0o251
infinity :: Num u => LRText u ()
infinity = symbEscInt 0o245
integral :: Num u => LRText u ()
integral = symbEscInt 0o362
intersection :: Num u => LRText u ()
intersection = symbEscInt 0o307
less :: Num u => LRText u ()
less = symbEscInt 0o074
lessequal :: Num u => LRText u ()
lessequal = symbEscInt 0o243
logicaland :: Num u => LRText u ()
logicaland = symbEscInt 0o331
logicalnot :: Num u => LRText u ()
logicalnot = symbEscInt 0o330
logicalor :: Num u => LRText u ()
logicalor = symbEscInt 0o332
lozenge :: Num u => LRText u ()
lozenge = symbEscInt 0o340
minus :: Num u => LRText u ()
minus = symbEscInt 0o055
minute :: Num u => LRText u ()
minute = symbEscInt 0o242
multiply :: Num u => LRText u ()
multiply = symbEscInt 0o264
nine :: Num u => LRText u ()
nine = symbEscInt 0o071
notelement :: Num u => LRText u ()
notelement = symbEscInt 0o317
notequal :: Num u => LRText u ()
notequal = symbEscInt 0o271
notsubset :: Num u => LRText u ()
notsubset = symbEscInt 0o313
numbersign :: Num u => LRText u ()
numbersign = symbEscInt 0o043
omega1 :: Num u => LRText u ()
omega1 = symbEscInt 0o166
omicron :: Num u => LRText u ()
omicron = symbEscInt 0o157
one :: Num u => LRText u ()
one = symbEscInt 0o061
parenleft :: Num u => LRText u ()
parenleft = symbEscInt 0o050
parenright :: Num u => LRText u ()
parenright = symbEscInt 0o051
partialdiff :: Num u => LRText u ()
partialdiff = symbEscInt 0o266
percent :: Num u => LRText u ()
percent = symbEscInt 0o045
period :: Num u => LRText u ()
period = symbEscInt 0o056
perpendicular :: Num u => LRText u ()
perpendicular = symbEscInt 0o136
phi1 :: Num u => LRText u ()
phi1 = symbEscInt 0o152
plus :: Num u => LRText u ()
plus = symbEscInt 0o053
plusminus :: Num u => LRText u ()
plusminus = symbEscInt 0o261
product :: Num u => LRText u ()
product = symbEscInt 0o325
propersubset :: Num u => LRText u ()
propersubset = symbEscInt 0o314
propersuperset :: Num u => LRText u ()
propersuperset = symbEscInt 0o311
proportional :: Num u => LRText u ()
proportional = symbEscInt 0o265
question :: Num u => LRText u ()
question = symbEscInt 0o077
radical :: Num u => LRText u ()
radical = symbEscInt 0o326
radicalex :: Num u => LRText u ()
radicalex = symbEscInt 0o140
reflexsubset :: Num u => LRText u ()
reflexsubset = symbEscInt 0o315
reflexsuperset :: Num u => LRText u ()
reflexsuperset = symbEscInt 0o312
registersans :: Num u => LRText u ()
registersans = symbEscInt 0o342
registerserif :: Num u => LRText u ()
registerserif = symbEscInt 0o322
second :: Num u => LRText u ()
second = symbEscInt 0o262
semicolon :: Num u => LRText u ()
semicolon = symbEscInt 0o073
seven :: Num u => LRText u ()
seven = symbEscInt 0o067
sigma1 :: Num u => LRText u ()
sigma1 = symbEscInt 0o126
similar :: Num u => LRText u ()
similar = symbEscInt 0o176
six :: Num u => LRText u ()
six = symbEscInt 0o066
slash :: Num u => LRText u ()
slash = symbEscInt 0o057
space :: Num u => LRText u ()
space = symbEscInt 0o040
spade :: Num u => LRText u ()
spade = symbEscInt 0o252
suchthat :: Num u => LRText u ()
suchthat = symbEscInt 0o047
summation :: Num u => LRText u ()
summation = symbEscInt 0o345
therefore :: Num u => LRText u ()
therefore = symbEscInt 0o134
theta1 :: Num u => LRText u ()
theta1 = symbEscInt 0o112
three :: Num u => LRText u ()
three = symbEscInt 0o063
trademarksans :: Num u => LRText u ()
trademarksans = symbEscInt 0o344
trademarkserif :: Num u => LRText u ()
trademarkserif = symbEscInt 0o324
two :: Num u => LRText u ()
two = symbEscInt 0o062
underscore :: Num u => LRText u ()
underscore = symbEscInt 0o137
union :: Num u => LRText u ()
union = symbEscInt 0o310
universal :: Num u => LRText u ()
universal = symbEscInt 0o042
weierstrass :: Num u => LRText u ()
weierstrass = symbEscInt 0o303
zero :: Num u => LRText u ()
zero = symbEscInt 0o060