#
# things supported by real insets in mathed
#

# decorations
acute               decoration none
bar                 decoration none
breve               decoration none
check               decoration none
ddddot              decoration none       amsmath
dddot               decoration none       amsmath
ddot                decoration none
dot                 decoration none
grave               decoration none
hat                 decoration none
mathring            decoration none
overbrace           decoration none
overleftarrow       decoration none
overleftrightarrow  decoration none       amsmath
overline            decoration none
overrightarrow      decoration none
tilde               decoration none
underbar            decoration none
underbrace          decoration none
underleftarrow      decoration none       amsmath
underleftrightarrow decoration none       amsmath
underline           decoration none
underrightarrow     decoration none       amsmath
#Do not load automatically, it redefines some other symbols, and we don't
#have a possibility to turn automatic loading off like for ams
#undertilde          decoration none       accents
undertilde          decoration none
#Do not load automatically, since it might conflict with user macros and we
#don't have a possibility to turn automatic loading off like for ams
#utilde              decoration none       undertilde
utilde              decoration none
vec                 decoration none
widehat             decoration none
widetilde           decoration none

# dots
dots              dots        none
#Do not load automatically, it redefines some other symbols, and we don't
#have a possibility to turn automatic loading off like for ams
#adots             dots        none        yhmath
adots             dots        none
cdots             dots        none
ddots             dots        none
dotsb             dots        none        amsmath
dotsc             dots        none        amsmath
dotsi             dots        none        amsmath
dotsm             dots        none        amsmath
dotso             dots        none        amsmath
iddots            dots        none        mathdots
ldots             dots        none
vdots             dots        none

# big delimiters
big               big         none
bigl              big         none
bigm              big         none
bigr              big         none
Big               big         none
Bigl              big         none
Bigm              big         none
Bigr              big         none
bigg              big         none
biggl             big         none
biggm             big         none
biggr             big         none
Bigg              big         none
Biggl             big         none
Biggm             big         none
Biggr             big         none
# The following are not standard LaTeX, but defined in the lucida font
# packages. No 'm' versions!
# See lucidabr.dtx for a possible implementation if you want to use these
# with other fonts.
biggg             big         none
bigggl            big         none
bigggr            big         none
Biggg             big         none
Bigggl            big         none
Bigggr            big         none

# font changes
# name           "font"       math/text family  series  shape  color
# mathnormal should stay the first
mathnormal        font        mathmode  inherit  medium   up  math
frak              font        mathmode
mathbb            font        mathmode
mathbf            font        mathmode
mathcal           font        mathmode
mathfrak          font        mathmode
mathit            font        mathmode
mathrm            font        mathmode
mathscr           font        mathmode 
mathsf            font        mathmode
mathtt            font        mathmode
textnormal        font        textmode  inherit  medium   up  math
text              font        textmode
textbf            font        textmode
textipa           font        textmode
textit            font        textmode
textmd            font        textmode
textrm            font        textmode
textsc            font        textmode
textsl            font        textmode
textsf            font        textmode
texttt            font        textmode
textup            font        textmode
emph              font        textmode
noun              font        textmode
# ce and cf are provided by the mhchem package
ce                font        forcetext
cf                font        forcetext

# old-style font commands
bf                oldfont     none
cal               oldfont     none
it                oldfont     none
rm                oldfont     none
tt                oldfont     none

# matrix environments
Bmatrix           matrix      none
Vmatrix           matrix      none
bmatrix           matrix      none
matrix            matrix      none
pmatrix           matrix      none
psmatrix          matrix      none
smallmatrix       matrix      none
vmatrix           matrix      none
CD                matrix      none

# split environments with optional valign argument.
# the others (split and alignedat) are hardcoded.
aligned           split       none
gathered          split       none
# from Morten H\o gholm's mathtools.sty:
lgathered         split       none
rgathered         split       none

# references
pageref           ref         none
prettyref         ref         none
refstyle          ref         none
ref               ref         none
vpageref          ref         none
vref              ref         none

# spaces
lyxnegspace       space       none
lyxposspace       space       none
!                 space       none
negthinspace      space       none
negmedspace       space       none
negthickspace     space       none
,                 space       none
thinspace         space       none
:                 space       none
medspace          space       none
;                 space       none
thickspace        space       none
enskip            space       none
quad              space       none
qquad             space       none
hspace            space       none

# styles
displaystyle      style       0
textstyle         style       1
scriptstyle       style       2
scriptscriptstyle style       3

# misc
# The commented lines in this block get misparsed as MathSymbolInset because
# createMathInset() does not know them. I don't know if this is old cruft
# or if it is planned to use this in the future. gb 2006-03-13
#begin             begin       none
#right             right       none
underset          underset    none
overset           overset     none
#protect           protect     none
mbox              mbox        forcetext
tag               mbox        forcetext
tag*              mbox        forcetext
#newcommand        newcommand  none
#label             label       none
#left              left        none
#end               end         none


#
# symbols generated from fontmath.ltx
#

#symbol            font   charid   charid-in-fallback-Xsymbol-font
alpha              cmm         174  97 mathord  &alpha;
beta               cmm         175  98 mathord  &beta;
gamma              cmm         176 103 mathord  &gamma;
delta              cmm         177 100 mathord  &delta;
epsilon            cmm         178   0 mathord  &epsi;
zeta               cmm         179 122 mathord  &zeta;
eta                cmm         180 104 mathord  &eta;
theta              cmm         181 113 mathord  &theta;
iota               cmm         182 105 mathord  &iota;
kappa              cmm         183 107 mathord  &kappa;
lambda             cmm         184 108 mathord  &lambda;
mu                 cmm         185 109 mathord  &mu;
nu                 cmm         186 110 mathord  &nu;
xi                 cmm         187 120 mathord  &xi;
pi                 cmm         188 112 mathord  &pi;
rho                cmm         189 114 mathord  &rho;
sigma              cmm         190 115 mathord  &sigma;
tau                cmm         191 116 mathord  &tau;
upsilon            cmm         192 117 mathord  &upsi;
phi                cmm         193 102 mathord  &phi;
chi                cmm         194  99 mathord  &chi;
psi                cmm         195 121 mathord  &psi;
omega              cmm          33 119 mathord  &omega;
varepsilon         cmm          34 101 mathord  &epsiv;
vartheta           cmm          35  74 mathord  &thetav;
varpi              cmm          36 118 mathord  &piv;
varrho             cmm          37   0 mathord  &rhov;
varsigma           cmm          38  86 mathord  &sigmav;
varphi             cmm          39 106 mathord  &phiv;
Gamma              cmr         161  71 mathalpha  &Gamma;
Delta              cmr         162  68 mathalpha  &Delta;
Theta              cmr         163  81 mathalpha  &Theta;
Lambda             cmr         164  76 mathalpha  &Lambda;
Xi                 cmr         165  88 mathalpha  &Xi;
Pi                 cmr         166  80 mathalpha  &Pi;
Sigma              cmr         167  83 mathalpha  &Sigma;
Upsilon            cmr         168 161 mathalpha  &Upsi;
Phi                cmr         169  70 mathalpha  &Phi;
Psi                cmr         170  89 mathalpha  &Psi;
Omega              cmr         173  87 mathalpha  &Omega;
aleph              cmsy         64 192 mathord  &aleph;
imath              cmm         123   0 mathord  &imath;
jmath              cmm         124   0 mathord  &jmath;
ell                cmm          96   0 mathord  &ell;
wp                 cmm         125 195 mathord  &weierp;
Re                 cmsy         60 194 mathord  &real;
Im                 cmsy         61 193 mathord  &image;
partial            cmm          64 182 mathord  &part;
infty              cmsy         49 165 mathord  &infin;
prime              cmsy         48 162 mathord  &prime;
emptyset           cmsy         59   0 mathord  &empty;
nabla              cmsy        114 209 mathord  &nabla;
top                cmsy         62   0 mathord  &top;
bot                cmsy         63  94 mathord  &bottom;
triangle           cmsy         52   0 mathord  &utri;
forall             cmsy         56  34 mathord  &forall;
exists             cmsy         57  36 mathord  &exist;
neg                cmsy         58 216 mathord  &not;
lnot               cmsy         58 216 mathord  &not;
flat               cmm          91   0 mathord  &flat;
natural            cmm          92   0 mathord  &natur;
sharp              cmm          93  35 mathord  &sharp;
clubsuit           cmsy        124 167 mathord  &clubs;
diamondsuit        cmsy        125 168 mathord  &#x2662;
heartsuit          cmsy        126 169 mathord  &#x2661;
spadesuit          cmsy        127 170 mathord  &spades;
# We define lyxnot as mathrel in order to have proper alignment
lyxnot             cmsy         54  47 mathrel  &ssetmn;
iffont cmsy
# 9mu = 0.5em which is the extra space added to relation operators
\def\not{\lyxnot\kern-9mu}
else
\def\not{\kern4mu\lyxnot\kern-19mu}
endif
coprod             cmex         96   0 mathop   &amalg;
bigvee             cmex         87   0 mathop   &xvee;
bigwedge           cmex         86   0 mathop   &xwedge;
biguplus           cmex         85   0 mathop   &xuplus;
bigcap             cmex         84   0 mathop   &xcap;
bigcup             cmex         83   0 mathop   &xcup;
prod               cmex         81 213 mathop   &prod;
sum                cmex         80 229 mathop   &sum;
bigotimes          cmex         78   0 mathop   &xotime;
bigoplus           cmex         76   0 mathop   &xoplus;
bigodot            cmex         74   0 mathop   &xodot;
bigsqcup           cmex         70   0 mathop   &xsqcup;
smallint           cmsy        115   0 mathop   &int;
triangleleft       cmm          47   0 mathbin  &ltri;
triangleright      cmm          46   0 mathbin  &rtri;
bigtriangleup      cmsy         52   0 mathbin  &xutri;
bigtriangledown    cmsy         53   0 mathbin  &xdtri;
wedge              cmsy         94 217 mathbin  &and;
land               cmsy         94 217 mathbin  &xwedge;
vee                cmsy         95 218 mathbin  &or;
lor                cmsy         95 218 mathbin  &xvee;
cap                cmsy         92 199 mathbin  &cap;
cup                cmsy         91 200 mathbin  &cup;
ddagger            cmsy        122   0 mathbin  &Dagger;
dagger             cmsy        121   0 mathbin  &dagger;
sqcap              cmsy        117   0 mathbin  &sqcap;
sqcup              cmsy        116   0 mathbin  &sqcup;
uplus              cmsy         93   0 mathbin  &uplus;
amalg              cmsy        113   0 mathbin  &amalg;
diamond            cmsy        166 224 mathbin  &loz;
bullet             cmsy        178 183 mathbin  &bull;
wr                 cmsy        111   0 mathbin  &wreath;
div                cmsy        165 184 mathbin  &divide;
odot               cmsy        175   0 mathbin  &odot;
oslash             cmsy        174 198 mathbin  &oslash;
otimes             cmsy        173 196 mathbin  &otimes;
ominus             cmsy        170   0 mathbin  &ominus;
oplus              cmsy        169 197 mathbin  &oplus;
mp                 cmsy        168   0 mathbin  &mnplus;
pm                 cmsy        167 177 mathbin  &plusmn;
circ               cmsy        177   0 mathbin  &cir;
bigcirc            cmsy        176   0 mathbin  &xcirc;
setminus           cmsy        110   0 mathbin  &setmn;
cdot               cmsy        162 215 mathbin  &sdot;
ast                cmsy        164   0 mathbin  &lowast;
times              cmsy        163 180 mathbin  &times;
star               cmm          63   0 mathbin  &starf;
propto             cmsy         47 181 mathrel  &vprop;
sqsubseteq         cmsy        118   0 mathrel  &sqsube;
sqsupseteq         cmsy        119   0 mathrel  &sqsupe;
parallel           cmsy        107   0 mathrel  &spar;
mid                cmsy        106 124 mathrel  &smid;
dashv              cmsy         97   0 mathrel  &dashv;
vdash              cmsy         96   0 mathrel  &vdash;
nearrow            cmsy         37   0 mathrel  &nearr;
searrow            cmsy         38   0 mathrel  &searr;
nwarrow            cmsy         45   0 mathrel  &nwarr;
swarrow            cmsy         46   0 mathrel  &swarr;
Leftrightarrow     cmsy         44 219 mathrel  &harr;
Leftarrow          cmsy         40 220 mathrel  &lArr;
Rightarrow         cmsy         41 222 mathrel  &rArr;
leq                cmsy        183 163 mathrel  &le;
le                 cmsy        183 163 mathrel  &le;
geq                cmsy        184 179 mathrel  &ge;
ge                 cmsy        184 179 mathrel  &ge;
succ               cmsy        194   0 mathrel  &sc;
prec               cmsy        193   0 mathrel  &pr;
approx             cmsy        188 187 mathrel  &ap;
succeq             cmsy        186   0 mathrel  &sce;
preceq             cmsy        185   0 mathrel  &pre;
supset             cmsy        190 201 mathrel  &sup;
subset             cmsy        189 204 mathrel  &sub;
supseteq           cmsy        182 202 mathrel  &supe;
subseteq           cmsy        181 205 mathrel  &sube;
in                 cmsy         50 206 mathrel  &isin;
ni                 cmsy         51  39 mathrel  &ni;
owns               cmsy         51  39 mathrel  &ni;
gg                 cmsy        192   0 mathrel  &gt;
ll                 cmsy        191   0 mathrel  &lt;
leftrightarrow     cmsy         36 171 mathrel  &harr;
leftarrow          cmsy        195 172 mathrel  &larr;
gets               cmsy        195 172 mathrel  &larr;
rightarrow         cmsy         33 174 mathrel  &rarr;
to                 cmsy         33 174 mathrel  &rarr;
mapstochar         cmsy         55   0 mathrel  x
sim                cmsy        187 126 mathrel  &sim;
simeq              cmsy         39   0 mathrel  &sime;
perp               cmsy         63   0 mathrel  &perp;
equiv              cmsy        180 186 mathrel  &equiv;
asymp              cmsy        179   0 mathrel  &asymp;
smile              cmm          94   0 mathrel  &smile;
frown              cmm          95   0 mathrel  &frown;
leftharpoonup      cmm          40   0 mathrel  &lharu;
leftharpoondown    cmm          41   0 mathrel  &lhard;
rightharpoonup     cmm          42   0 mathrel  &rharu;
rightharpoondown   cmm          43   0 mathrel  &rhard;
lhook              cmm          44   0 mathrel  x
rhook              cmm          45   0 mathrel  x
ldotp              cmm          58   0 mathpunct  <mo>.</mo>
cdotp              cmsy        162   0 mathpunct  &sdot;
colon              cmr          58  58 mathpunct  &colon;
arrowvert          cmsy        106   0 mathord  &verbar;
Arrowvert          cmsy        107   0 mathord  &par;
Vert               cmsy        107   0 mathord  &par;
|                  cmsy        107   0 mathord  &verbar;
vert               cmsy        106   0 mathord  &verbar;
uparrow            cmsy         34 173 mathrel	&uarr;
downarrow          cmsy         35 175 mathrel  &darr;
updownarrow        cmsy        108   0 mathrel  &varr;
Uparrow            cmsy         42 221 mathrel  &uArr;
Downarrow          cmsy         43 223 mathrel  &dArr;
Updownarrow        cmsy        109   0 mathrel  &vArr;
backslash          cmsy        110   0 mathord  &bsol;
rangle             cmsy        105 241 mathclose  &rang;
langle             cmsy        104 225 mathopen  &lang;
rbrace             cmsy        103   0 mathclose  &rcub;
lbrace             cmsy        102   0 mathopen  &lcub;
rceil              cmsy        101 249 mathclose  &rceil;
lceil              cmsy        100 233 mathopen  &lceil;
rfloor             cmsy         99 251 mathclose  &rfloor;
lfloor             cmsy         98 235 mathopen  &lfloor;
mathparagraph      cmsy        123   0 mathord  &para;
mathsection        cmsy        120   0 mathord  &sect;
mathdollar         cmr          36   0 mathord  &dollar;

# Generated from amsfonts.sty

yen                msa          85   0 mathord  &yen;
checkmark          msa          88   0 mathord  &check;
circledR           msa         114   0 mathord  &reg;
maltese            msa         122   0 mathord  &malt;
ulcorner           msa         112   0 mathopen  &ulcorn;
urcorner           msa         113   0 mathclose  &urcorn;
llcorner           msa         120   0 mathopen  &dlcorn;
lrcorner           msa         121   0 mathclose  &drcorn;
rightleftharpoons  msa         173   0 mathrel  &lrhar;
angle              msa          92 208 mathord  &ang;
hbar               msb         126   0 mathord  &planck;
sqsubset           msa          64   0 mathrel  &sqsub;
sqsupset           msa          65   0 mathrel  &sqsup;
mho                msb         102   0 mathord  &mho;
square             msa         164   0 mathord  &square;
Box                msa         164   0 mathord  &square;
lozenge            msa         167   0 mathord  &loz;
Diamond            msa         167   0 mathord  xdiam;
vartriangleright   msa          66   0 mathrel  &rtri;
vartriangleleft    msa          67   0 mathrel  &ltri;
trianglerighteq    msa          68   0 mathrel  &rtrie;
trianglelefteq     msa          69   0 mathrel  &ltrie;
rightsquigarrow    msa         195   0 mathrel  &rarrw;
# This may not be right, but is the closest I can find.
leadsto            msa         195   0 mathrel  &rarrc;
lhd                msa          67   0 mathbin  &ltri;
unlhd              msa          69   0 mathbin  &ltrie;
rhd                msa          66   0 mathbin  &rtri;
unrhd              msa          68   0 mathbin  &rtrie;

# Generated from amssymb.sty

boxdot             msa         161   0 mathbin  &sdotb;
boxplus            msa         162   0 mathbin  &plusb;
boxtimes           msa         163   0 mathbin  &timesb;
blacksquare        msa         165   0 mathord  &block;
centerdot          msa         166   0 mathbin  &squarf;
blacklozenge       msa         168   0 mathord  &diams;
circlearrowright   msa         169   0 mathrel  &orarr;
circlearrowleft    msa         170   0 mathrel  &olarr;
leftrightharpoons  msa         174   0 mathrel  &lrhar;
boxminus           msa         175   0 mathbin  &minusb;
Vdash              msa         176   0 mathrel  &Vdash;
Vvdash             msa         177   0 mathrel  &Vvdash;
vDash              msa         178   0 mathrel  &vDash;
twoheadrightarrow  msa         179   0 mathrel  &Rarr;
twoheadleftarrow   msa         180   0 mathrel  &Larr;
leftleftarrows     msa         181   0 mathrel  &llarr;
rightrightarrows   msa         182   0 mathrel  &rrarr;
upuparrows         msa         183   0 mathrel  &uuarr;
downdownarrows     msa         184   0 mathrel  &ddarr;
upharpoonright     msa         185   0 mathrel  &uharr;
restriction        msa         185   0 mathrel  &uharr;
downharpoonright   msa         186   0 mathrel  &dharr;
upharpoonleft      msa         187   0 mathrel  &uharl;
downharpoonleft    msa         188   0 mathrel  &dharl;
rightarrowtail     msa         189   0 mathrel  &rarrtl;
leftarrowtail      msa         190   0 mathrel  &larrtl;
leftrightarrows    msa         191   0 mathrel  &lrarr;
rightleftarrows    msa         192   0 mathrel  &rlarr;
Lsh                msa         193   0 mathrel  &lsh;
Rsh                msa         194   0 mathrel  &rsh;
leftrightsquigarrow msa         33   0 mathrel  &harrw;
looparrowleft      msa          34   0 mathrel  &larrlp;
looparrowright     msa          35   0 mathrel  &rarrlp;
circeq             msa          36   0 mathrel  &cire;
succsim            msa          37   0 mathrel  &scsim;
gtrsim             msa          38   0 mathrel  &gsim;
gtrapprox          msa          39   0 mathrel  &gap;
multimap           msa          40   0 mathrel  &mumap;
therefore          msa          41  92 mathrel  &there4;
because            msa          42   0 mathrel  &becaus;
doteqdot           msa          43   0 mathrel  &eDot;
Doteq              msa          43   0 mathrel  &eDot;
triangleq          msa          44   0 mathrel  &trie;
precsim            msa          45   0 mathrel  &prsim;
lesssim            msa          46   0 mathrel  &lsim;
lessapprox         msa          47   0 mathrel  &lap;
eqslantless        msa          48   0 mathrel  &els;
eqslantgtr         msa          49   0 mathrel  &egs;
curlyeqprec        msa          50   0 mathrel  &cuepr;
curlyeqsucc        msa          51   0 mathrel  &cuesc;
preccurlyeq        msa          52   0 mathrel  &prcue;
leqq               msa          53   0 mathrel  &lE;
leqslant           msa          54   0 mathrel  &les;
lessgtr            msa          55   0 mathrel  &lg;
backprime          msa          56   0 mathord  &bprime;
risingdotseq       msa          58   0 mathrel  &erDot;
fallingdotseq      msa          59   0 mathrel  &efDot;
succcurlyeq        msa          60   0 mathrel  &sccue;
geqq               msa          61   0 mathrel  &gE;
geqslant           msa          62   0 mathrel  &ges;
gtrless            msa          63   0 mathrel  &gl;
bigstar            msa          70   0 mathord  &starf;
between            msa          71   0 mathrel  &twixt;
blacktriangledown  msa          72   0 mathord  &dtrif;
blacktriangleright msa          73   0 mathrel  &rtrif;
blacktriangleleft  msa          74   0 mathrel  &ltrif;
vartriangle        msa          77   0 mathrel  &#x25b5;
blacktriangle      msa          78   0 mathord  &utrif;
triangledown       msa          79   0 mathord  &dtri;
eqcirc             msa          80   0 mathrel  &ecir;
lesseqgtr          msa          81   0 mathrel  &leg;
gtreqless          msa          82   0 mathrel  &gel;
lesseqqgtr         msa          83   0 mathrel  &lEg;
gtreqqless         msa          84   0 mathrel  &gEl;
Rrightarrow        msa          86   0 mathrel  &rAarr;
Lleftarrow         msa          87   0 mathrel  &lAarr;
veebar             msa          89   0 mathbin  &veebar;
barwedge           msa          90   0 mathbin  &barwed;
doublebarwedge     msa          91   0 mathbin  &Barwed;
measuredangle      msa          93   0 mathord  &angmsd;
sphericalangle     msa          94   0 mathord  &angsph;
varpropto          msa          95   0 mathrel  &vprop;
smallsmile         msa          96   0 mathrel  &ssmile;
smallfrown         msa          97   0 mathrel  &sfrown;
Subset             msa          98   0 mathrel  &Sub;
Supset             msa          99   0 mathrel  &Sup;
Cup                msa         100   0 mathbin  &Cup;
doublecup          msa         100   0 mathbin  &Cup;
Cap                msa         101   0 mathbin  &Cap;
doublecap          msa         101   0 mathbin  &Cap;
curlywedge         msa         102   0 mathbin  &cuwed;
curlyvee           msa         103   0 mathbin  &cuvee;
leftthreetimes     msa         104   0 mathbin  &lthree;
rightthreetimes    msa         105   0 mathbin  &rthree;
subseteqq          msa         106   0 mathrel  &subE;
supseteqq          msa         107   0 mathrel  &supE;
bumpeq             msa         108   0 mathrel  &bumpe;
Bumpeq             msa         109   0 mathrel  &bump;
lll                msa         110   0 mathrel  &Ll;
llltr              msa         110   0 mathrel  &Ll;
ggg                msa         111   0 mathrel  &Gg;
gggtr              msa         111   0 mathrel  &Gg;
circledS           msa         115   0 mathord  &oS;
pitchfork          msa         116   0 mathrel  &fork;
dotplus            msa         117   0 mathbin  &plusdo;
backsim            msa         118   0 mathrel  &bsim;
backsimeq          msa         119   0 mathrel  &bsime;
complement         msa         123   0 mathord  &comp;
intercal           msa         124   0 mathbin  &intcal;
circledcirc        msa         125   0 mathbin  &ocir;
circledast         msa         126   0 mathbin  &oast;
circleddash        msa         127   0 mathbin  &odash;
lvertneqq          msb         161   0 mathrel  &lvnE;
gvertneqq          msb         162   0 mathrel  &gvnE;
nleq               msb         163   0 mathrel  &nle;
ngeq               msb         164   0 mathrel  &nge;
nless              msb         165   0 mathrel  &nlt;
ngtr               msb         166   0 mathrel  &ngt;
nprec              msb         167   0 mathrel  &npr;
nsucc              msb         168   0 mathrel  &nsc;
lneqq              msb         169   0 mathrel  &lnE;
gneqq              msb         170   0 mathrel  &gnE;
nleqslant          msb         173   0 mathrel  &nles;
ngeqslant          msb         174   0 mathrel  &nges;
lneq               msb         175   0 mathrel  &nle;
gneq               msb         176   0 mathrel  &gne;
npreceq            msb         177   0 mathrel  &nprcue;
nsucceq            msb         178   0 mathrel  &nsccue;
precnsim           msb         179   0 mathrel  &prnsim;
succnsim           msb         180   0 mathrel  &scnsim;
lnsim              msb         181   0 mathrel  &lnsim;
gnsim              msb         182   0 mathrel  &gnsim;
nleqq              msb         183   0 mathrel  &nlE;
ngeqq              msb         184   0 mathrel  &ngE;
precneqq           msb         185   0 mathrel  &prnE;
succneqq           msb         186   0 mathrel  &scnE;
precnapprox        msb         187   0 mathrel  &prnap;
succnapprox        msb         188   0 mathrel  &scnap;
lnapprox           msb         189   0 mathrel  &lnap;
gnapprox           msb         190   0 mathrel  &gnap;
nsim               msb         191   0 mathrel  &nsim;
ncong              msb         192   0 mathrel  &ncong;
diagup             msb         193   0 mathord  &#x2571;
diagdown           msb         194   0 mathord  &#x2572;
varsubsetneq       msb         195   0 mathrel  &vsubne;
varsupsetneq       msb          33   0 mathrel  &vsupne;
nsubseteqq         msb          34   0 mathrel  &nsube;
nsupseteqq         msb          35   0 mathrel  &nsupe;
subsetneqq         msb          36   0 mathrel  &nsubE;
supsetneqq         msb          37   0 mathrel  &nsupE;
varsubsetneqq      msb          38   0 mathrel  &vsubnE;
varsupsetneqq      msb          39   0 mathrel  &vsupnE;
subsetneq          msb          40   0 mathrel  &subne;
supsetneq          msb          41   0 mathrel  &supne;
nsubseteq          msb          42   0 mathrel  &nsube;
nsupseteq          msb          43   0 mathrel  &nsupe;
nparallel          msb          44   0 mathrel  &npar;
nmid               msb          45   0 mathrel  &rnmid;
nshortmid          msb          46   0 mathrel  &nsmid;
nshortparallel     msb          47   0 mathrel  &nspar;
nvdash             msb          48   0 mathrel  &nvdash;
nVdash             msb          49   0 mathrel  &nVdash;
nvDash             msb          50   0 mathrel  &nvDash;
nVDash             msb          51   0 mathrel  &nVDash;
ntrianglerighteq   msb          52   0 mathrel  &nrtrie;
ntrianglelefteq    msb          53   0 mathrel  &nltrie;
ntriangleleft      msb          54   0 mathrel  &nltri;
ntriangleright     msb          55   0 mathrel  &nrtri;
nleftarrow         msb          56   0 mathrel  &nlarr;
nrightarrow        msb          57   0 mathrel  &nrarr;
nLeftarrow         msb          58   0 mathrel  &nlArr;
nRightarrow        msb          59   0 mathrel  &nrArr;
nLeftrightarrow    msb          60   0 mathrel  &nhArr;
nleftrightarrow    msb          61   0 mathrel  &nharr;
divideontimes      msb          62   0 mathbin  &divonx;
varnothing         msb          63   0 mathord  &emptyv;
nexists            msb          64   0 mathord  &nexist;
Finv               msb          96   0 mathord  &#x2132;
Game               msb          97   0 mathord  &#x2141;
eth                msb         103   0 mathord  &#x00F0;
eqsim              msb         104   0 mathrel  &esim;
beth               msb         105   0 mathord  &beth;
gimel              msb         106   0 mathord  &gimel;
daleth             msb         107   0 mathord  &daleth;
lessdot            msb         108   0 mathbin  &ltdot;
gtrdot             msb         109   0 mathbin  &gtdot;
ltimes             msb         110   0 mathbin  &ltimes;
rtimes             msb         111   0 mathbin  &rtimes;
shortmid           msb         112   0 mathrel  &smid;
shortparallel      msb         113   0 mathrel  &spar;
smallsetminus      msb         114   0 mathbin  &ssetmn;
thicksim           msb         115   0 mathrel  &thksim;
thickapprox        msb         116   0 mathrel  &thkap;
approxeq           msb         117   0 mathrel  &ape;
succapprox         msb         118   0 mathrel  &scap;
precapprox         msb         119   0 mathrel  &prap;
curvearrowleft     msb         120   0 mathrel  &cularr;
curvearrowright    msb         121   0 mathrel  &curarr;
digamma            msb         122   0 mathord  &gammad;
varkappa           msb         123   0 mathord  &kappav;
# Note: Other blackboard symbols are in the same unicode range
Bbbk               msb         124   0 mathord  &#x1d55c;
hslash             msb         125   0 mathord  &plankv;
hbar               msb         126   0 mathord  &planck;
backepsilon        msb         127   0 mathrel  &bepsi;

lyxbar             cmsy        161   0 mathord  &mdash;
lyxeq              cmr          61   0 mathord  =
lyxdabar           msa          57   0 mathord  &ndash;
lyxright           msa          75   0 mathord  &rarr;
lyxleft            msa          76   0 mathord  &larr;

male               wasy          26  0 x        &male;
female             wasy          25  0 x        &female;
currency           wasy          27  0 x        &curren;
phone              wasy          7   0 x        &phone;
recorder           wasy          6   0 x        &telrec;
clock              wasy          28  0 x        &clock;
lightning          wasy          18  0 x        &#x2607;
pointer            wasy          9   0 x        x
RIGHTarrow         wasy          17  0 x        &#x25B6;
LEFTarrow          wasy          16  0 x        &#x25C0;
UParrow            wasy          75  0 x        &#x25B2;
DOWNarrow          wasy          76  0 x        &#x25BC;
#AC                 wasy          n0.5pt\wasyfamily\char58\kern0.5pt}}
#HF         {\leavevmode
#   \lower0.9pt\hbox to 0pt{\kern0.5pt\wasyfamily\char58\hss}%
#   \raise0.9pt\hbox{\kern0.5pt\wasyfamily\char58\kern0.5pt}}
#VHF                wasy          64  0 x        x
Square             wasy          50  0 x        &square;
#CheckedBox         wasy          50\hss}\hbox{\wasyfamily\char8  0 x
XBox               wasy          52  0 x        &timesb;
hexagon            wasy          55  0 x        &#x2b21;
pentagon           wasy          68  0 x        &#x2b20;
octagon            wasy          56  0 x        x
varhexagon         wasy          57  0 x        &#x2b21;
hexstar            wasy          65  0 x        &sext;
varhexstar         wasy          66  0 x        &sext;
davidsstar         wasy          67  0 x        &#x2721;
diameter           wasy          31  0 x        &#x2300;
# Unicode is wrong, but a true alternate doesn't seem available.
invdiameter        wasy          21  0 x        &#x2300;
varangle           wasy          30  0 x        &angsph;
wasylozenge        wasy          53  0 x        &#x2311;
kreuz              wasy          54  0 x        &#x2720;
smiley             wasy          44  0 x        &#x263A;
frownie            wasy          47  0 x        &#x2639;
blacksmiley        wasy          45  0 x        &#x263B;
sun                wasy          46  0 x        &#x263C;
checked            wasy          8   0 x        &#x2713;
bell               wasy          10  0 x        &#x237E;
eighthnote         wasy          11  0 x        &#x266E;
quarternote        wasy          12  0 x        &#x2669;
halfnote           wasy          13  0 x        &#x1d15e;
fullnote           wasy          14  0 x        &#x1d15d;
twonotes           wasy          15  0 x        &#x266B;
brokenvert         wasy          124 0 x        &brvbar;
ataribox           wasy          109 0 x        x
wasytherefore      wasy          5   0 x        &there4;
Circle             wasy          35  0 x        &cir;
CIRCLE             wasy          32  0 x        &#x25cF;
Leftcircle         wasy          73  0 x        x
LEFTCIRCLE         wasy          71  0 x        &#x25D6;
Rightcircle        wasy          74  0 x        x
RIGHTCIRCLE        wasy          72  0 x        &#x25D7;
#LEFTcircle {\hbox to 0pt{\wasyfamily\char71\hss}\hbox{\wasyfamily\char35}}
#RIGHTcircle{\hbox to 0pt{\wasyfamily\char72\hss}\hbox{\wasyfamily\char35}}

# Defined by amsmath.sty

varGamma           cmm         161  0  mathord  x  amsmath
varDelta           cmm         162  0  mathord  x  amsmath
varTheta           cmm         163  0  mathord  x  amsmath
varLambda          cmm         164  0  mathord  x  amsmath
varXi              cmm         165  0  mathord  x  amsmath
varPi              cmm         166  0  mathord  x  amsmath
varSigma           cmm         167  0  mathord  x  amsmath
varUpsilon         cmm         168  0  mathord  x  amsmath
varPhi             cmm         169  0  mathord  x  amsmath
varPsi             cmm         170  0  mathord  x  amsmath
varOmega           cmm         173  0  mathord  x  amsmath

#
# wasy astronomy
#

vernal             wasy          23  0 x        &#x2648;
ascnode            wasy          19  0 x        &#x260A;
descnode           wasy          20  0 x        &#x260B;
fullmoon           wasy          35  0 x        &circ;
newmoon            wasy          32  0 x        &#x25CF;
leftmoon           wasy          36  0 x        &#x263E;
rightmoon          wasy          37  0 x        &#x263D;
astrosun           cmsy         175  0 mathbin  &#x2609;
mercury            wasy          39  0 x        &#x263F;
venus              wasy          25  0 x        &#x2640;
earth              wasy          38  0 x        &#x2641;
mars               wasy          26  0 x        &#x2642;
jupiter            wasy          88  0 x        &#x2643;
saturn             wasy          89  0 x        &#x2644;
uranus             wasy          90  0 x        &#x2645;
neptune            wasy          91  0 x        &#x2646;
pluto              wasy          92  0 x        &#x2647;

#
# wasy zodiac
#
aries              wasy          23  0 x        &#x2648;
taurus             wasy          93  0 x        &#x2649;
gemini             wasy          94  0 x        &#x264A;
cancer             wasy          95  0 x        &#x264B;
leo                wasy          19  0 x        &#x264C;
virgo              wasy          96  0 x        &#x264D;
libra              wasy          97  0 x        &#x264E;
scorpio            wasy          98  0 x        &#x264F;
sagittarius        wasy          99  0 x        &#x2650;
capricornus        wasy          100 0 x        &#x2651;
aquarius           wasy          101 0 x        &#x2652;
pisces             wasy          102 0 x        &#x2653;
conjunction        wasy          86  0 x        &#x260C;
opposition         wasy          87  0 x        &#x260D;
# APL characters
APLstar            wasy          69  0 x        &#x235F;
APLlog             wasy          22  0 x        x
APLbox             wasy          126 0 x        &#x2395;
APLup              wasy          0   0 x        x
APLdown            wasy          70  0 x        x
APLinput           wasy          125 0 x        x
APLcomment         wasy          127 0 x        x
#APLinv     {{\hbox to 0pt{$\div$\hss}\APLbox}}
APLuparrowbox      wasy         110  0 x        &#x2350;
APLdownarrowbox    wasy         111  0 x        &#x2357;
APLleftarrowbox    wasy         112  0 x        &#x2347;
APLrightarrowbox   wasy         113  0 x        &#x2348;

# math characters
Bowtie             wasy          49  0 x        &#x22C8;
leftturn           wasy          34  0 x        &#x27F2;
rightturn          wasy          33  0 x        &#x27F3;
# diagrams
#photon             wasy          58\char58\char58\char58}}
#gluon              wasy          81\char80\char80\char80%
#char80\char80\char80\char82}}
# special characters
cent               wasy         103   0 x        &#00A2;
permil             wasy         104   0 x        &#x2030;
agemO              wasy          48   0 x        &mho;
thorn              wasy         105   0 x        &#x00FE;
Thorn              wasy         106   0 x        &#x00DE;
openo              wasy         108   0 x        &#x0254;
inve               wasy          85   0 x        &#x0259;

mho               wasy          48    0  mathord &mho;
#Join              wasy          49    0  mathrel x
#Box               wasy          50    0  mathord x
#Diamond           wasy          51    0  mathord x
leadsto            wasy          59    0  mathrel &#x2933;
sqsubset          wasy          60    0  mathrel &sqsub;
sqsupset          wasy          61    0  mathrel &sqsup;
#lhd               wasy           1    0  mathbin x
#unlhd             wasy           2    0  mathbin x
LHD                wasy          16    0  mathbin &#x2C50;
#rhd               wasy           3    0  mathbin x
#unrhd             wasy           4    0  mathbin x
RHD                wasy          17    0  mathbin &#x25B6;
apprle             wasy          62    0  mathrel &lsim;
apprge             wasy          63    0  mathrel &gsim;
wasypropto         wasy          29    0  mathrel &prop;
invneg             wasy          24    0  mathrel &#x2310;
ocircle            wasy          35    0  mathbin &#x229A;
logof              wasy          22    0  mathrel x
varint             wasy         114    0  mathop  &int;
varoint            wasy         117    0  mathop  &int;

# symbols from the mhchem package, all of them are equivalent to a math symbol
# mhchem is not loaded because these commands can only be used inside
# a \ce or a \cf inset

sbond              cmsy        161   0 mathord  x
dbond              cmr          61   0 mathord  x
tbond              cmsy        180 186 mathord  x

# From the esint package:
# We emulate some symbols if the esint10 font is not available.
# It is important that they have the same requirements in both cases,
# otherwise the LaTeX output would depend on the availability of the esint10
# font in the GUI
# Note that we do _not_ require the wasysym package for any integral besides
# \varint and \varoint. The reason is that the integrals of the wasysym
# package do not match the standard \int and \intop. See
# http://www.lyx.org/trac/ticket/1942 for details.
# If the wasysym integrals are really wanted then one has to load the package
# manually and disable automatic loading of amsmath and esint.
iffont esint
int                esint        001    0  mathop  &int;  esint
intop              esint        001    0  mathop  &int;  esint
iint               esint        003    0  mathop  &Int;         esint|amsmath
iintop             esint        003    0  mathop  &Int;      esint
iiint              esint        005    0  mathop  &tint;        esint|amsmath

iiintop            esint        005    0  mathop  &tint;      esint
iiiint             esint        007    0  mathop  &qint;        esint|amsmath

iiiintop           esint        007    0  mathop  &qint;      esint
oint               esint        011    0  mathop  &conint;      esint

ointop             esint        011    0  mathop  &conint;      esint
oiint              esint        013    0  mathop  &Conint;      esint
oiintop            esint        013    0  mathop  &Conint;      esint
sqint              esint        015    0  mathop  x      esint
sqintop            esint        015    0  mathop  x      esint
sqiint             esint        017    0  mathop  x      esint
sqiintop           esint        017    0  mathop  x      esint
dotsint            esint        019    0  mathop  &int;&ctdot;&int;      esint
dotsintop          esint        019    0  mathop  &int;&ctdot;&int;      esint
ointctrclockwise   esint        023    0  mathop  &awconint;      esint
ointctrclockwiseop esint        023    0  mathop  &awconint;      esint
ointclockwise      esint        025    0  mathop  &cwconint;      esint
ointclockwiseop    esint        025    0  mathop  &cwconint;      esint
else
int                cmex          82  242  mathop  &int;  esint
intop              cmex          82  242  mathop  &int;  esint
iint               wasy         115    0  mathop  &Int;         esint|amsmath
iintop             wasy         115    0  mathop  &Int      esint
iiint              wasy         116    0  mathop  &tint;        esint|amsmath

iiintop            wasy         116    0  mathop  &tint;      esint
\def\iiiint{\int\kern-6mu\int\kern-6mu\int\kern-6mu\int}        esint|amsmath
\def\iiiintop{\int\kern-6mu\int\kern-6mu\int\kern-6mu\int}      esint
\def\dotsint{\int\kern-3mu\cdots\kern-3mu\int}                  esint
\def\dotsintop{\int\kern-3mu\cdots\kern-3mu\int}                esint
oint               cmex          72    0  mathop  &conint;      esint

ointop             cmex          72    0  mathop  &conint;      esint
oiint              wasy         118    0  mathop  &Conint;      esint
oiintop            wasy         118    0  mathop  &Conint;      esint
\def\sqint{\square\kern-17mu\int\kern6mu}                       esint
\def\sqintop{\square\kern-17mu\int\kern6mu}                     esint
\def\sqiint{\square\kern-20mu\iint\kern3mu}                     esint
\def\sqiintop{\square\kern-20mu\iint\kern3mu}                   esint
\def\ointctrclockwise{\circlearrowleft\kern-21mu\int\kern6mu}   esint
\def\ointctrclockwiseop{\circlearrowleft\kern-21mu\int\kern6mu} esint
\def\ointclockwise{\circlearrowright\kern-21mu\int\kern6mu}     esint
\def\ointclockwiseop{\circlearrowright\kern-21mu\int\kern6mu}   esint
endif

varointclockwise   esint        027    0  mathop  &cwconint;      esint
varointclockwiseop esint        027    0  mathop  &cwconint;      esint
varointctrclockwise esint       029    0  mathop  &awconint;      esint
varointctrclockwiseop esint     029    0  mathop  &awconint;      esint
fint               esint        031    0  mathop  &#x2a0f;      esint
fintop             esint        031    0  mathop  &#x2a0f;      esint
varoiint           esint        033    0  mathop  &Conint;      esint
varoiintop         esint        033    0  mathop  &Conint;      esint
landupint          esint        035    0  mathop  x      esint
landupintop        esint        035    0  mathop  x      esint
landdownint        esint        037    0  mathop  x      esint
landdownintop      esint        037    0  mathop  x      esint


# From the amsmath package:
\def\idotsint{\int\kern-3mu\cdots\kern-3mu\int}               amsmath


log                lyxblacktext  0   0 func     x
lg                 lyxblacktext  0   0 func     x
ln                 lyxblacktext  0   0 func     x
lim                lyxblacktext  0   0 funclim  x
limsup             lyxblacktext  0   0 funclim  x
liminf             lyxblacktext  0   0 funclim  x
sin                lyxblacktext  0   0 func     x
arcsin             lyxblacktext  0   0 func     x
sinh               lyxblacktext  0   0 func     x
cos                lyxblacktext  0   0 func     x
arccos             lyxblacktext  0   0 func     x
cosh               lyxblacktext  0   0 func     x
tan                lyxblacktext  0   0 func     x
arctan             lyxblacktext  0   0 func     x
tanh               lyxblacktext  0   0 func     x
cot                lyxblacktext  0   0 func     x
coth               lyxblacktext  0   0 func     x
sec                lyxblacktext  0   0 func     x
csc                lyxblacktext  0   0 func     x
max                lyxblacktext  0   0 funclim  x
min                lyxblacktext  0   0 funclim  x
sup                lyxblacktext  0   0 funclim  x
inf                lyxblacktext  0   0 funclim  x
arg                lyxblacktext  0   0 func     x
ker                lyxblacktext  0   0 func     x
dim                lyxblacktext  0   0 func     x
hom                lyxblacktext  0   0 func     x
det                lyxblacktext  0   0 funclim  x
exp                lyxblacktext  0   0 func     x
Pr                 lyxblacktext  0   0 funclim  x
gcd                lyxblacktext  0   0 funclim  x
deg                lyxblacktext  0   0 func     x
mod                lyxblacktext  0   0 func     x     amsmath
bmod               lyxblacktext  0   0 func     x
pmod               lyxblacktext  0   0 func     x
pod                lyxblacktext  0   0 func     x     amsmath


# mathtools.sty
# no automatic loading without file format change
\def\vcentcolon{\kern4mu:\kern3mu}
\def\dblcolon{\vcentcolon\kern-8mu\vcentcolon}
\def\coloneqq{\vcentcolon\kern-7mu=}
\def\Coloneqq{\dblcolon\kern-7mu=}
\def\coloneq{\vcentcolon\kern-7mu-}
\def\Coloneq{\dblcolon\kern-7mu-}
\def\eqqcolon{=\kern-8mu\vcentcolon}
\def\Eqqcolon{=\kern-8mu\dblcolon}
\def\eqcolon{-\kern-8mu\vcentcolon}
\def\Eqcolon{-\kern-8mu\dblcolon}
\def\colonapprox{\vcentcolon\kern-7mu\approx}
\def\Colonapprox{\dblcolon\kern-7mu\approx}
\def\colonsim{\vcentcolon\kern-7mu\sim}
\def\Colonsim{\dblcolon\kern-7mu\sim}


#
# pre-defined macros
#

\def\neq{\not=}
\def\ne{\not=}
\def\notin{\not\in}
\def\slash{/}

\def\longleftrightarrow{\leftarrow\kern-12.5mu\rightarrow}
\def\Longleftrightarrow{\Leftarrow\kern-12.5mu\Rightarrow}
\def\iff{\Leftarrow\kern-12.5mu\Rightarrow}
\def\doteq{\stackrel{\cdot}{=}}

iffont cmsy
\def\longrightarrow{\lyxbar\kern-11mu\rightarrow}
\def\longleftarrow{\leftarrow\kern-11mu\lyxbar}
\def\Longrightarrow{\lyxeq\kern-9.5mu\Rightarrow}
\def\Longleftarrow{\Leftarrow\kern-9.5mu\lyxeq}
\def\implies{\Longrightarrow}                                     amsmath
\def\mapsto{\mapstochar\kern-9mu\rightarrow}
\def\longmapsto{\mapstochar\kern-6mu\lyxbar\kern-11mu\rightarrow}
\def\models{\vert\kern-7mu\lyxeq}
endif
iffont cmm
\def\hookrightarrow{\lhook\kern-12mu\rightarrow}
\def\hookleftarrow{\leftarrow\kern-12mu\rhook}
\def\bowtie{\triangleright\kern-6mu\triangleleft}
endif
iffont msa
\def\dashrightarrow{\lyxdabar\lyxdabar\lyxright}
\def\dashleftarrow{\lyxleft\lyxdabar\lyxdabar}
\def\dasharrow{\dashrightarrow}
endif
iffont msb
\def\Join{\ltimes\kern-18.5mu\rtimes}
endif
# Fixme: latin-1 chars in text file
\def\AA{\AA}{Å}
\def\O{\O}{Ø}

iffont cmsy
# The \sim is placed too high...
\def\cong{\stackrel{_\sim}{=}}
lyxsurd               cmsy        112 0 mathord  &radic;
\def\surd{^\lyxsurd}
\def\textdegree{\kern-1mu^{\circ}\kern-4mu}
else
cong               lyxsymbol             64  0 mathrel  &cong;
surd               lyxsymbol             214 0 mathord  &radic;
textdegree         lyxsymbol             176 0 mathord  &deg;
endif

#"{\hat{}}


